{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Dask Array"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This notebook gives a quick demo of using `dask.array`. It is not intended to be a full tutorial on using dask, or a full demonstration of its capabilities. For more information see the docs [here](http://dask.pydata.org/en/latest/), or some live notebooks [here](http://mybinder.org/repo/blaze/dask-examples)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create an array"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import dask.array as da\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create a dask array\n",
    "Dask arrays can be created in a few different ways, but here we'll use the `from_array` function. `from_array` accepts anything that works with numpy style slicing, so we could pass in an hdf5 or netcdf4 Dataset instead of a numpy array. We'll use a numpy array here just for a quick demo. We also pass in a `chunks` keyword, which tells dask how to block the array into chunks."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "x = np.arange(3000**2).reshape((3000, 3000))\n",
    "a = da.from_array(x, chunks=(750, 750))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Examine the array\n",
    "`a` now is a `dask.array.Array` object, which looks a lot like a numpy array. It has many of the same methods even:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['T', 'all', 'any', 'argmax', 'argmin', 'astype', 'cache', 'chunks', 'compute', 'conj', 'dask', 'dot', 'dtype', 'flatten', 'imag', 'map_blocks', 'map_overlap', 'max', 'mean', 'min', 'moment', 'name', 'nbytes', 'ndim', 'numblocks', 'prod', 'ravel', 'real', 'rechunk', 'reshape', 'shape', 'size', 'squeeze', 'std', 'store', 'sum', 'to_hdf5', 'topk', 'transpose', 'var', 'vindex', 'visualize', 'vnorm']\n"
     ]
    }
   ],
   "source": [
    "print([f for f in dir(a) if not f.startswith('_')])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(3000, 3000)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "a.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dtype('int64')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "a.dtype"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Computations done on the array are not run immediately, but recorded in a graph as a `dask` attribute on the array. This is common for all dask collections (`dask.array`, `dask.dataframe`, `dask.bag` and `dask.imperative`). To see the graph, one can use the `visualize` method:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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jxBO7+7rrrjMOCbFOBbH7E607yeu0004zDgmJ8oq33cuOPOgnXotldls29BNr4T333FMk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\nk4YMGUL9+vWjq666ivr27SvP+fTTTzOci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XZbwqtc7dmzhwoWLGj3FJTTRAD60QQ2htn0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\n6SO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lfDs9SggUDwGi5jBXp85DzknNf/75Z3sYjh+IlueIOo6sQ46ubfnlly/eS+lOQkAI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\nEpCABCQgAQlIQAISkIAEJDCoBP4/7FpeQ2U7TqsAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "a.visualize()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The graph of `a` just shows several slices being taken out of `x` - one for each chunk. Lets create a larger computation, and visualize it:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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iXbt2sd566+UdI3Wm4Penn34aX/va17J7jjnmmFpj5MZOxcP/9re/xeDBg7Mg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\nAgQIECBAgAABAgQIECBAgEDzCMydOzc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h4da/\nR8wQAQQQQAABBBBwiECTJk3E29s7zmtrI7g2w+tum82aNXvkuEyZMsl3330nU6ZMMaHaj7zp5D8s\nX75cxo0bJ19//bVoo7ttqMe0adPkrbfesr0U59ennnrqMbM4D+YNBBBAAAEEEEAAAQQQQAABBBBA\nAAEEEEDADgEN/Thw4IDkzJkzzg0jtb5Zvnx52bJliwQEBDxyNXes9yqAbrA5ffp00zRtayJ/BOb/\nf/D395fq1avH9havIYAAAggggAACCCCAAAIIIIAAAggggAACCFhE4OjRo3L79m25e/duvDMaOnSo\nTJw4UWIGZgcGBkrr1q1NAPnZs2fjPYezvdm3b1+5evXqY5tqauD6qlWrpGnTpk8MGGnevHm8fefO\nZsJ8EUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBwvcOvWLSlTpkycG4Nqj7fW8zVEe9CgQY9N+Isv\nvjDPBXr27PnYe878wsWLF6Vjx47SuHFj0VyYmEPDxJcsWSJ9+vSJ+VbUz/fu3ZN169ZJ/vz5Zfjw\n4XLixImo9/gGAQQQQAABBBBAAAEErCdAeLj17gkzQgABBBBAAAEEHCqgITIDBw6U559/Xh4+fCi6\nY2TMoa/5+fmZHSerVasW823zszaBaxG9a9eucvjw4ViPcbYXjx8/Lp06dTKF9Ndeey3W6euOpPoQ\nIa6hdlmyZJEWLVpIWFhYXIfxOgIIIIAAAggggAACCCCAAAIIIIAAAgggYJfA/v37JSgoSPLkySMa\n/FG8ePFYw8M9PT3lH//4h6xdu9bULmO7qLvWe7WpWhunvby8Yg1GUbvTp0+bpunPP/9czp8/Hxsf\nryGAAAIIIIAAAggggAACCCCAAAIIIIAAAgg4QED7oDX8ulGjRlKgQAFZsWKFFCtW7LFgcA0X0X+T\nJ0+WIUOGxDnT4OBgSZcunXTo0MH0WMd5oBO9MWPGDLORpm6mqZtlxhze3t4yd+5c6dWrV8y3on6+\nf/++TJo0SapWrSrz588XDRxhIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQVIGtW7eaXI+AgAD5\n7bffYt0YVEPDtYa9fPlyad++fayXypEjh4SEhJg6t24c6gpDn3107tzZLGXKlClxLkn73EePHi1f\nffVVrH9DkDdvXtm7d6+0atVKxowZI/qzPk9ZtmyZaN2fgQACCCCAAAIIIIAAAtYSIDzcWveD2SCA\nAAIIIIAAAg4R0AKxNsTXr19fChcuLIsXL5YPP/xQNm3a9FhhV8Ovc+fOLdu2bZNSpUrFO99vvvnG\nFIk1WObatWvxHmv1N69fvy66jpw5c8q4cePine7gwYNFC+36hwQxh7727rvvyoULF6RGjRry4osv\nmj82uHnzZsxD+RkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEiUgDbqLlq0SOrUqSNFihQx32s9UjdG\n1BBsHx+fx86ngR8LFy40gSePvRntBXet9zZo0MBsBJkhQ4bHAmXSp08vu3btkpYtW8rIkSPlmWee\nkS5dusiOHTuiyfEtAggggAACCCCAAAIIIIAAAggggAACCCCAQGoKXLx4UUaNGiXPP/+81KtXTyIj\nI00wyNGjR2XYsGGP9EZreIaGi2gNvWvXrvFO08/PT3744QcJDw+X999/P95jneFN7QXv06ePvPXW\nW2aT0bjmrEZjx441djGP0b7yFi1ayE8//WQ2KG3durXZcPOzzz5jw82YWPyMAAIIIIAAAggggAAC\nCCCAAAIIIIAAAgggEKfArVu3zGaXL730klSoUMH0aGuo9alTp6RatWqP9HFrbTpTpkyyfv16qVu3\nbpzn1Ddq165tavoDBgww+SnxHuwEbw4fPlxWrlwpc+bMkezZsz9xxkFBQbJgwQLzLETr/TrUr2/f\nviZb5ssvvzR/axAaGiqaqaIB4vny5ZOhQ4fKsWPHnnh+DkAAAQQQQAABBBBAAIHUEfD4b1Dkw9S5\nFFdBAAEEEEAAAQQQsJrAlStXZNq0aaah+6+//pJatWpJv379pGHDhmIr/GqguDZ037t3zxSBNXBm\n9erVkitXrgQt5/Dhw1K5cmUpVqyYKUJrg72zjbt375oi96+//iobN240f0yQkDVoSI+Gxjx48MD8\n8/LyMruWTp061XxcA2S+/fZbU5jPmDGjdO/e3TTha8AMAwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ\nSKjAmTNnzCaFwcHBpnlXm6C1oVfru7Zar55LQ0AmT54sWvPUMWLEiEQFnLhzvfePP/4wG0Jq6IzW\ny7Xeq8Zff/21sbxx44bMnDlTRo8eLXrsyy+/LP3795dmzZqZ2ro5iP8ggAACCCCAAAIIIIAAAggg\ngAACCCCAAAIIpJjA9u3bZdy4caYvV2u4HTt2NHXxokWLRl1T67u5c+eWc+fOmdqtr6+v/Pjjj1Kx\nYsWoY570zYwZM6Rz586im26+8cYbTzrcku/v379fqlSpIuXLlzfB6RoUkpAxYcIEYxr9zxG1t1p7\nxXXocwQNGtde6Zs3b0qbNm1MrbxMmTIJOT3HIIAAAggggAACCCCAAAIIIIAAAggggAACCLiZgG78\nOX78eJkyZYpo/knz5s1N5onWsG1j8eLF0qRJE/Oj1rOffvppWbt2bYJzP+7fv282wly3bp0JHC9e\nvLjt1E71Vf9WoFevXqJfe/Tokai5b9myRQIDA42x/n2BhrI/9dRTj51Dc2cmTZok33//vdkkVDdp\n1Ws1aNDgkQD3xz7ICwgggAACCCCAAAIIIJCSAlcJD09JXs6NAAIIIIAAAghYVECDS3SXTQ0y8fDw\nMM3xGhoevTneNnVtiNcicJo0aUxj97JlyyRz5sy2txP0ddeuXVK1alUTTj579mwTqpKgD1rgIP0j\nAf3jgaVLl0pYWJiUK1cuUbMKDw83AT23b982AeJq8eKLLz5yjrNnz5oCvT7U0D9GaNq0qfljAg2X\nYSCAAAIIIIAAAggggAACCCCAAAIIIIAAAnEJbNiwwQShLFiwQHSDwi5dupiG4IIFC8b6Ea0NlyhR\nwgSKa4O1hpskdrhzvVeb06tXry76VTeNPHDggDz33HOPEWozuoaIa11Zm9N79+5tmqZja7B+7MO8\ngAACCCCAAAIIIIAAAggggAACCCCAAAIIIJBggVu3bsncuXNNYPW2bdvkhRdeMOHW7du3N3Xz2E40\ndOhQGTZsmOTJk0fWrFkjhQsXju2weF/78ssv5Z133jHhGdpn7ExDa9za1+3v72/WrwHqiRnz5883\noeAatqI90frcIObQDTdDQkJMrXz37t0mqFw33NTQl4QGlcc8Jz8jgAACCCCAAAIIIIAAAggggAAC\nCCCAAAIIuIaAblC5evVqk3mi+SXab92zZ0/Tb63fxxxajw4ICJDTp0+LBn/rZ2M7Lubnov+szxPq\n1KljNsHUDJC4+u2jf8ZK3+uzkHbt2ok+4/jnP/+ZpKkdOnRIateubTYWnTNnTrznuHv3rmho+8SJ\nE423bsyqf6vQtWtXyZs3b7yf5U0EEEAAAQQQQAABBBBIdgHCw5OdlBMigAACCCCAAAIWFdCC+JIl\nS0wTtoZgFypUSPr27WvCYeILA9fCuxbQNVh81qxZ4uPjk6QVrl+/3uwmWalSJVm4cKFkyJAhSedJ\nzQ/dvHlTWrVqZULDtbBds2bNJF0+IiLCfFYdNcwnrqEF9Hnz5sm3334rW7dulTJlypgQ8TZt2iTZ\nPa5r8ToCCCCAAAIIIIAAAggggAACCCCAAAIIOKdAZGSkhIaGmiCU33//3TTv9unTxwR1pEuX7omL\n0mZh3biwbt26Tzw2rgPcud57/vx50zStDegaDh7f0ACWsWPHiga1X79+XVq3bm1qvmXLlo3vY7yH\nAAIIIIAAAggggAACCCCAAAIIIIAAAggg8AQBDbgYP368TJ06Va5du2ZCqbUvWuvfTxpnz56VDz74\nQD7++ONEh4tEP7ee47PPPpNRo0ZJUFBQ9Lcs+70+VwgMDJScOXOasI/s2bMnaa66iWbjxo0lODjY\nhJXEdxLtW9cNN7WPPVeuXFEbbuocGAgggAACCCCAAAIIIIAAAggggAACCCCAAALuI3DlyhWZPn26\n6a/ev3+/vPrqq9KvXz9p2rTpEzeenDx5sgmz1j76+PJR4tPU69eqVUuOHTsmK1eulNKlS8d3uGXe\nGzdunOgGnQMHDjTPJOyZ2J07d8TDw0O8vLwSfBp9JqP+06ZNE33Gon+H0L17d2nYsOET71uCL8KB\nCCCAAAIIIIAAAgggEJ8A4eHx6fAeAggggAACCCDgCgIXLlyQSZMmmQb548ePS7169UxhWHfF1KJu\nQoYGj6dJkyYhh8Z7jIZo6/V1J0kN4/b394/3eEe+qUVrfciwb98+Wb58uVSoUMGu6Zw6dcoYJrTR\nfcuWLSZEfP78+ZI1a1azU2rv3r0tbWYXEB9GAAEEEEAAAQQQQAABBBBAAAEEEEAAgXgF9uzZI9r4\nO2PGDNGmXd10UEPDy5cvH+/nUupNd673as1cR0Lr5rpRpTaqazjKb7/9JrrJpjZwt2jRIlGN1yl1\nLzkvAggggAACCCCAAAIIIIAAAggggAACCCDgDAIPHjyQFStWmFr5qlWrRDd57Nmzp3Tr1s2EUjti\nDV999ZUMGjTI/NMg8YTWjR0xVw3xbtasmZQqVcr0cSc1XMU2d31W4e3tbfvxiV91w019zqEBI7rh\nZqtWrcyGm+XKlXviZzkAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwHkFdu/ebQLDZ86caRbRoUMH\n0Q1BS5QokeqLioyMNLXyzZs3i2Z5aO6KVYc+FxkyZIiMGDHC/Hv//fcdOtV79+6ZjUInTpwoP/30\nk3k28/rrr5vnNPnz53fo3Lg4AggggAACCCCAAAIuLkB4uIvfYJaHAAIIIIAAAm4soMEtY8aMkdmz\nZ0u6dOmkS5cuJkimYMGCDlX566+/pH79+nL58mUTllK7dm2Hzie2i4eHh0vbtm3F19fXBIcXKVIk\ntsNS5bWTJ0+a4Pfg4GBj1rJlSxkwYIC89NJLqXJ9LoIAAggggAACCCCAAAIIIIAAAggggAACjhPQ\nBttFixaZMA0N9dD6bq9evUy9N1u2bI6b2P9fWeu9gYGBcu7cOZk7d6753uGTijEBK9V7dWrr1q0z\nIeJ6X3WzSb2fGm6TK1euGDPnRwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEVOH/+vEyZMkUmTJgg\nGkBdq1Yt0xPdsGFDS4R1h4SESNeuXaVo0aKycuVK8ff3t9SN03CRTz/9VD766COzqaVuUurj4+Ow\nOeqGm7NmzTK18l27dknFihXNhpvaI+3l5eWweXFhBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgeQT\n0D74f//73yY0XPunCxUqZALDO3XqJH5+fsl3oSScSTfH1Lp+aGiofPjhh6Z+brXNQc+ePSuvvfaa\n/PzzzyZvRPNirDSOHDliNgudOnWqnD59WjQ3pkePHtKoUSNq/Va6UcwFAQQQQAABBBBAwFUErnq6\nykpYBwIIIIAAAggggIDI3bt3Zc6cOVKlShUpW7asbNu2Tb755hs5fvy4jBo1ygTLONrp2WefNTtx\nXrhwQerWrSvvvvuuaBO4Fcbt27fln//8p9SoUUMuXbpkGuUdGRyuJrlz55aPP/5Yjh07JroD5549\ne6RChQqmUV6D4fWeMxBAAAEEEEAAAQQQQAABBBBAAAEEEEDAtQROnTolw4YNk7x580rr1q0lQ4YM\nJnDkwIEDMmjQILFCcLiKHzp0SG7duiVXr141m0Zasd5bs2ZN0ebpxo0bS758+Rz+i1K1alWZP3++\nHD58WLT5ffTo0aJ18/bt28vWrVsdPj8mgAACCCCAAAIIIIAAAggggAACCCCAAAIIWEVg8+bN0rFj\nRwkICJDPP/9cmjRpInv37pX//Oc/5nsrBHloH68GZGhA9759+6RUqVJmU1CrGGotuk6dOjJ06FDz\nrKFdu3YODQ5Xl/Tp05tQlp07d5oNN/X+ar1ca+X6bERDRhgIIIAAAggggAACCCCAAAIIIIAAAggg\ngAACzimgNd7hw4ebPvg2bdqYoHCt62t9/4033nB4cLiqent7S9u2bc1cPvvsM9F+87/++ssy4MuW\nLTPPG9avXy8lSpSQatWqWWZutoloX/4nn3wif//9tyxcuNBs9tqqVSt55pln5L333pODBw/aDuUr\nAggggAACCCCAAAIIJIMA4eHJgMgpEEAAAQQQQAABRwtoAd0WJKMBI08//bSEhYXJ77//Lj179jTN\n3o6eo15/06ZNUrx4cRk5cqRp/B47dqzZ5bJYsWKydOlSh05x1apVZm4att63b1/RIHF9GKH/NOjc\n0cPHx0c6d+4sERERZndQLZp36NDBhN1oUf3cuXOOniLXRwABBBBAAAEEEEAAAQQQQAABBBBAAAE7\nBcLDw0WbZjUgQ+unGoqijbNaPw0MDBQPDw87r5A8H9d6pAaM6AaRJ06ckDJlykhwcLAl671a882c\nObN8/fXXorXon3/+OXkQ7DyL1ni12Vw3jpwwYYL8+eefZuNI3TwyJCRE7ty5Y+cV+DgCCCCAAAII\nIIAAAggggAACCCCAAAIIIOB8Ajdu3JDJkyebunOlSpVk9+7dMmbMGFOL1jpvoUKFLLMo7YvW0I4h\nQ4bIvXv35MMPP5R69epJ06ZNpUGDBmYDTkdNVmvM2l+sfdsnT540G1leu3bNhK43b95czpw546ip\nPXLdV199VebNm2c23Hz99dfNvdaNVV977TXZsmXLI8fyAwIIIIAAAggggAACCCCAAAIIIIAAAggg\ngIB1BTZu3GgCubUPfvTo0SYL49ChQ7J48WKpXbu2pfrgNUNE6/iXL182PeYXL1409f6PPvpIbt26\n5TDko0ePmjp+w4YNpXr16sZT80WKFi0qo0aNkvv37ztsbnFdOG3atGbOK1asMLX+Hj16yMyZM+X5\n5583912fAehGrAwEEEAAAQQQQAABBBCwT4DwcPv8+DQCCCCAAAIIIOBQgV9++cU0R2sBXRvjNVz6\n8OHDsmDBAkvtHhkZGSn9+vWTl19+2czP09NTWrRoIb179zY7hGpzf6NGjcyOnGvXrk1VUw2K0YAb\nbdYvXbq0mY/+cYGGyehQSy1Ma1HaKuOVV14x89GHJRogrvPVoBltmt+xY4dVpsk8EEAAAQQQQAAB\nBBBAAAEEEEAAAQQQQCABAlevXjVB4RrgoU2+x48fl2nTpplQaQ2XzpcvXwLOknqH6NwKFiwYVTNN\nkyaNqVN2797dkvXe/v37S+vWrUXr0tpQXbVqVdGm5CtXrqQeWjxXSpcunantamP3+vXrzf3WWq/W\n/bUB/dSpU/F8mrcQQAABBBBAAAEEEEAAAQQQQAABBBBAAAHXENi/f78EBQVJnjx5TM+x1sw1nFtr\np926dRNfX1/LLFTry7169ZIqVaqYDUAfPnxo5tapUyf5/vvvRTcK1Xq0rkH7p//+++9Um/vt27fN\nZp+FCxeWzz//3NSZd+3aZeriWbNmNfNYsmSJPPfcc+ZZRKpN7AkXCggIkE8//dQ8G9HNSvfu3SsV\nK1aUl156yYSMsOHmEwB5GwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQcICAbUPQUqVKmSyRgwcPyqRJ\nk0ytV2vUulmklUZISIipj2uGiI6MGTNKz549zbMIrVFrbofW18eOHZuqIeInTpyQgQMHmpBwrY+v\nXr1aQkNDpWPHjmaeWiN/++23zcarWvO36tD+9+HDh5tnJBoar33ybdu2FX0G8M4778iBAwesOnXm\nhQACCCCAAAIIIICA5QUID7f8LWKCCCCAAAIIIIDAowLa1D19+nQpV66cVK5cWfbt2ycTJ040BXQt\nSGuItJWG7hCp4dvayK3N8bqb5YMHD0R349Th7+8vs2bNknXr1pmfa9asadalxWx9WJAS4+bNmzJn\nzhzREG4NilHTNWvWmLAb/aMD3d2yZcuW4uXlJffu3TM7hrZq1UoaN24sp0+fTokpJemcWjzXhyYa\nJqS7r27fvt0U/F999VUTem7FnUOTtFA+hAACCCCAAAIIIIAAAggggAACCCCAgAsK/P7772aDRa1J\najOv1ns1BEXDUNq3by8+Pj6WWrU262rtsUuXLnLt2jVTO9UJar1Xw7l1WLHeq/PSerTOU//p0AB0\nrVtrU7KVhm7AOXfuXDly5IgJwxk/frxpmtemad1MlIEAAggggAACCCCAAAIIIIAAAggggAACCLiS\ngPa5Llq0SOrUqSNFihQx32t4xLFjx0xgdKVKlSy3XA0U0eDtKVOmmLnpGjw8PETnquEXOrQ3eceO\nHTJq1ChZtmyZOV43jdywYYN5PyX+o73EuiFpgQIFZMCAARIYGCh79uwxYRzaD60bgWqt3NYbHRkZ\naer91apVk0OHDqXElJJ0Tg0S6dy5s/z666/GS9ejzyW0P37IkCFy8uTJJJ2XDyGAAAIIIIAAAggg\ngAACCCCAAAIIIIAAAggkn4CGhL/11lumLq6baL744ouyZcsW2bp1q+hGm1rrtdLQDT9r164tHTp0\nkKtXr5o++OiZIvr9m2++aTa2bNSokQwaNEjy588vn3zySYpuEKr94bqBqtbC9fmDZof89ttvopkr\nOvR5Q7Zs2cz32gf/559/mjyR999/P1XDzc0EEvEffSbRsGFDWbp0qemL79Onj8yePdsEs+vaNOuF\nTUMTAcqhCCCAAAIIIIAAAgj8V8DjvwGOD5FAAAEEEEAAAQQQsL6ANsJrUIjutHnlyhVp0aKF9O/f\n3zSbW3H2586dM/PToBNPT8+oUBada6ZMmeTChQumAT3m3Ddv3ixffPGFaZbXcJzmzZuLFti1Od1W\n2I75mYT8fOnSJRNQrgXm+fPnm2DyevXqmVAeDWSJOX788UfTOB/9dS3664OKMWPGmIcW0d+zyvdr\n166Vb7/91vjpHyH07dvXPDCwx84qa2MeCCCAAAIIIIAAAggggAACCCCAAAIIOLvA3bt3ZeHChTJ2\n7FhZv369FCpUyASIaxBGlixZLLk8nfPIkSNl+PDhZoNI3XDRNjQQpUqVKmYttteif7VKvVebpXPm\nzGnq0rb56dy1XaJp06Yybtw4efrpp21vWearbnypNfbvvvvOBKWULVvW1N014MVq4fKWQWMiCCCA\nAAIIIIAAAggggAACCCCAAAIIIGB5gTNnzsjkyZMlODhYNPS6bt26pt+1fv36pufYigvQPu6ePXvK\nypUrTVh49D/H0xAM7S3u1avXY1PXGntISIjp7d21a5cJAGnXrp1Zc4UKFWLtpX7sJHG88Ndff8ma\nNWtk3rx5EhYWZp4z6PMGDWzJnTv3Y59at26d6ceO/ob2Rmuf94gRIyQoKMiEjEd/3wrfa2C49tBP\nnDhRtB9ce8u1h143ZWUggAACCCCAAAIIIIAAAggggAACCCCAAAIIpI6A9mNrjVz74FetWmU2fezd\nu7d07dpVnnrqqdSZRCKvonMePXq02WhTNwON3gevp9J16DOKmOP06dPy9ddfy9SpU03/uYZ4t2rV\nyoR6a/9/Uoc+M9i2bZv85z//kdDQUNE6f4kSJeSNN94w+SXe3t6PnVrD2bU+rp+1DX0u8eyzz8r3\n338vr776qu1lS3+1/f7oWpYvXy5Zs2Y1a+7Ro4f5mwpLT57JIYAAAggggAACCCDgeIGrhIc7/iYw\nAwQQQAABBBBAIF6B8PBwU5BevHixCTfRxnP9Z8UgE9tCtMldQ6tv3LjxWAHdy8tLOnbsaJr+bcfH\n9vX8+fNm98hZs2aZHUa1yb5kyZJSvnx5s6Nk4cKFJW/evJI5c2YTRu7r62uud+3aNdF/f//9t+zb\nt8/80wL6zp07zWU0XEWb7vWfhsXENbR4roHbkZGRsR5Sq1YtmTJliimqx3qAg188dOiQ+UMEfSCh\nu27qLqj60KB48eIOnhmXRwABBBBAAAEEEEAAAQQQQAABBBBAwP0ENPxEQ1A0DEU3XmzYsKGpodas\nWdOEjFhVZNOmTfL666/LwYMHRRumYw4NFJkwYYJ079495luP/Ozoeq9ORoNE9B5Eb5zW122bRuqm\njF26dNGXLDl++eUX86xAN8fUoHltlNaG+zx58lhyvkwKAQQQQAABBBBAAAEEEEAAAQQQQAABBBCI\nKbBhwwazmeOCBQskY8aMpiargdsFCxaMeahlftYwCw0Gf+edd0xPdMxgEZ2o1so1ED1Hjhzxzvu3\n336TGTNmmLBv7XPW3mfdoPOFF16I6o3OlSuX6YvOlCmTqV9rH7P2RV++fNmEiGhv9J49e2Tjxo2i\ngeYZMmSQOnXqmN5sDV+PLVjENildS8yNNm3v6Ro0oETnp/3aVhy64eYPP/xgNtzcvn27lClTxtT+\n27Zty4abVrxhzAkBBBBAAAEEEEAAAQQQQAABBBBAAAEEXELg4sWLJkRbN3k8fPiwCdDWLBHth9cQ\na6uO3bt3m3DqHTt2SPQNQW3z1ZySCxcumFq87bWYX7XvXAPTZ86cKT/++KOp12vv9ssvvyxFihQx\ntf3nn3/eBGFrXV+ffWjPvS3zRJ8d7N+/32Se/P7776a2r3X/Z555xmyUqbkrpUuXjnnZR37++eef\nRcPLYw6t62vdX/v4v/zyS/Hz84t5iGV/PnHihPmd0ryWo0ePmvVpb7xuHurj42PZeTMxBBBAAAEE\nEEAAAQQcKEB4uAPxuTQCCCCAAAIIIBCngIZuawFZm821KF25cmXRHSFbtGghGr5t1aGFWd0ZdM2a\nNfFO8aeffhIN307o0Ib3devWSVhYmGjjvDa+nzx58okf9/f3NwX3F198UapVq2b+6Q6UCR2dO3c2\nO3bG1uivgTJ6L0aNGiX6hwseHh4JPW2qHqcPD6ZPn25CZdRNw4g0RPwf//iH+WOFVJ0MF0MAAQQQ\nQAABBBBAAAEEEEAAAQQQQMCNBLTJWGul48aNkyVLlpjQEG3O1cZWbfi18rhy5YoJQtGwbW3qji04\nXOev7509e9ZsxJjQ9dhb79UQlerVqye63quhNK+88kq809TGam1CtnJQzalTp0xgu94bbVhv1qyZ\nCUfRJnQGAggggAACCCCAAAIIIIAAAggggAACCCBgNQHtYw0NDTW1cu0BLl++vPTp00fatGkj6dKl\ns9p0H5nPrl27RHuJ9WtswSJ6sIZz1KhRQ7Q3OjFDN+1cu3atrF+/3oSBa4+vhonEN7R3uUCBAqY3\nWh31ui+99FKiesu1h1g3BY250aZeV8+vQSMalD5kyBBL35/Nmzeb3uh58+aZDTf1+YtuuBkQEBAf\nIe8hgAACCCCAAAIIIIAAAggggAACCCCAAAIIJFBAQ7c172T27NmmDt2pUydT39fQbCuPO3fuyIgR\nI8w/zQCJLStEc0J0PZMmTUrwUvQ827ZtM7X9rVu3mswTrfXHdv7oJ9VA8cKFC0vRokVN6LjW9jVw\nPKFD6/a68ej58+dj/YjW9jVDRdfSuHHjWI+x6ou6Ng1lnzhxoixbtswEoGugutb81YuBAAIIIIAA\nAggggAACUQKEh0dR8A0CCCCAAAIIIGABAS0Oa5DM1KlT5datW6Yxvn///lKmTBkLzC7+KehOoUFB\nQSZEJr4Cd5YsWUxh2t5dRLVBXneUtO26qYHr6dOnF92RU//pjp2626c9Y/ny5SZkO75z6AMDDXcP\nCQmRfPnyxXeoQ9/TP1rQwvm3335rvubPn98E0nfp0sWpdhF1KCIXRwABBBBAAAEEEEAAAQQQQAAB\nBBBAIAECGo6tG/ppzVTDPjSwWoNQmjdvnqgAjwRcKkUO0dq01g81FFwbcuMaWuOtU6eOrFixIq5D\nEvx6atR7tUaqjdPnzp2Lc17aPK1BL1988YUMGDAgzuOs8IY2tmsoynfffSfagF6qVCkTIt6uXTtL\nB7pYwY45IIAAAggggAACCCCAAAIIIIAAAggggEDKC+zZs8f0RM+YMUO0nqlh4Vor19BrZxgaBh4Y\nGCjaJxzXBpu6Dq0pT5s2TTTMwt6hm0dq+IetN1r7sbUnWoNF/Pz85Nlnn7X7OcPGjRtNOEl8c9X6\nv15rzpw5Jpw8vmMd/d7p06ejNtxUu6ZNm5pa+ZM2E3X0vLk+AggggAACCCCAAAIIIIAAAggggAAC\nCCBgRQGt58+fP9+Ehv/yyy9SvHhx6du3r3To0MHUqq045+hzioiIkNatW8vhw4fjre3rZ1avXi01\na9aM/vFEf691/L///luuXLkSVdvXfnRb5kmOHDnE398/0eeN+QHta9e/TYhtY1A9Vp9laK+81sj1\nmYU+U3C2oc9INGdnypQp5v5pnb9Hjx7SokULeuOd7WYyXwQQQAABBBBAAIGUECA8PCVUOScCCCCA\nAAIIIJAYAS3C/uc//5HRo0fLypUrJSAgQHr37i3dunUTLQY7yyhUqJAcOHAg3unqDpwaVj1hwoR4\nj7PKm/pwI1u2bHL9+vUnTumDDz6QTz755InHWeEADSzS3zcNMNKhu6K+8cYboveQgQACCCCAAAII\nIIAAAggggAACCCCAAAJJE9i5c6cJQgkNDTVhIe3btzdBKC+88ELSTujAT2m9UGuI8Q1tMtZNFTWs\n2lmGboA5duzYOBundR26rmeeeUaOHj3qLMsy4eF6v3744QfTbN69e3fzu6frYCCAAAIIIIAAAggg\ngAACCCCAAAIIIIAAAqkloCEZixYtMrXysLAwKViwoPTq1cv0Dms/rjMNDamoW7euaAi6riuuob3R\nGlqdOXPmuA6x1Ovat/7000+bDUSfNLHBgwebzTafdJwV3rdtuKm18i1btkjJkiVNb3Tbtm0lffr0\nVpgic0AAAQQQQAABBBBAAAEEEEAAAQQQQAABBCwrcPz4cQkODpZJkybJhQsXpHHjxtKvXz+pVq2a\nZecc28SGDBkiH3/8cWxvPfJa1qxZ5dy5c6KbaTrD2LRpk1SpUiXeqWoPvP7TTUQrVqwY77FWflOf\nY+gGrxMnTpQlS5aY0HrdwFX74zXMnoEAAggggAACCCCAgJsKXPV004WzbAQQQAABBBBAwOECV69e\nle+++06KFCkigYGBcuPGDbML56FDh+Tdd991quBwxdSdQ2vUqGFCceLC1Z0sdadOZxne3t7SpEkT\n0d09YxtaPNfxzjvvyLBhw2I7xJKvFS5c2Oz2qg9xhg8fbkLr9fewfv36smrVKrOrqCUnzqQQQAAB\nBBBAAAEEEEAAAQQQQAABBBCwmMDt27dFw8IrV64spUuXlg0bNsjIkSPlxIkTMn78eHHG4HAl1tq1\nbj6ooSdxNUXre40aNbLYHYl/Oq1atYo3ONzT01Nefvll2bZtW/wnsti7L730ksycOVP+/vtvE4ai\n9y5//vzSokULWbduncVmy3QQQAABBBBAAAEEEEAAAQQQQAABBBBAwNUENGhb+2jz5s1r+oQzZMhg\nelMPHDgggwYNEmcLDtf74+/vb0Ko27RpE+ft0vp5gwYNnCY4XBeivc+vvfaaqf/HtjB9X/8NHTrU\nPO+I7RgrvqY937quzZs3mw03X3zxRendu7fZLFT78rV+zkAAAQQQQAABBBBAAAEEEEAAAQQQQAAB\nBBB4VEA3AtV+Y+071uBwDWg+cuSIyT1xtuBwXZk+q/jss89MnVv7wmMb2gOvmSdx9cjH9hlHv1ap\nUiXJlStXnNPQPJQsWbLImjVrnDo4XBeozyjq1KljfgePHTsmb7/9tixdulRKlChh+vxnzJghN2/e\njNOCNxBAAAEEEEAAAQQQcFUBj//utPPQVRfHuhBAAAEEEEAAASsK7NmzR8aOHWuCV/R/inXo0MHs\nuukKuxw+ePBAPvroI/nkk09MUTbm/9TU5n/dgTOuQrsV75fuRqk7o8YcWkBPly6dCQZytoCcmGvR\n+7Zs2TITCKQPBDRcvH///tKpUyezE2fM4/kZAQQQQAABBBBAAAEEEEAAAQQQQAABdxc4evSoTJgw\nQaZMmSKXLl0ymxD27dtXnLFJOr57GRERIXXr1pXLly/LvXv3og7V+qjWTefPnx/1mjN8ozXr3Llz\ny+nTpx+ZrjYZ63uDBw82DePO1Az+yEL+/wfdyFPvzejRo83GnxqSojVfDU5Jnz59bB/hNQQQQAAB\nBBBAAAEEEEAAAQQQQAABBBBAINEC4eHhMm7cOPn3v/8tWbNmla5du0rPnj0lX758iT6XlT/w9ddf\nmxB0naP23EYfWott3rx59Jcs//2WLVtiDQ/R2r/WkOfOnSv16tWz/DqeNMGzZ89KcHCweZ5z5swZ\n81xDa+Wu9iznSQ68jwACCCCAAAIIIIAAAggggAACCCCAAAIIRBeIjIyUmTNnmsyTP/74QypXriza\nB68h4rpRoysMzczQ2v3169cf6YG3rU2fb1StWtX2o1N8feutt0xvuPaJRx/a9166dGlZtGiR5MmT\nJ/pbLvO99vnrPZ04caJZp25i2759e+nRo4e88MILLrNOFoIAAggggAACCCCAQDwCV2PfHimeT/AW\nAggggAACCCCAQOIFtFFcQ6hr164txYoVk1WrVsnw4cPl+PHjMn78eHGF4HBV0VDwIUOGSNGiRUV3\n3NQmctvQn9u1a+dUw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LnA+fPnTSKZESNGyI0bN6Rx48Zm8a9dk2WHXq5Vq1ZJjRo1ZODA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\n5MiRokmKNdl0z549pWzZsm7ec7oXkcCAAQPkyy+/FE0WVKlSpYh25303F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AE/\nCnA9nt71uFt95Rpzye4nNLk/KNbfXGRfOfcHxlJqP89p/3b7rRJ/StTfaXpMRsagSjFekzhe7KXJ\nzmf2ek5eE8Wgbm/qeA3xl979+f/617+kuLhY1q1bJxo706ZNs37jpPdI6289Up38Gn+pOrE+Aggg\ngAACCCCAAAIIIIBA/gUi+xLoT3V2TNzs4092/57p/anh4sRj6n3Jbvfv+zkeib/U48/++03WH2qv\nl+zVz/GXzMbJ8sgY1m0Yn0ou5+b4QLIY1tqYOj6VXJo1EEAAAQQQKEwBkocX5nGhVggggEDBCtiJ\ntLt16xaq4/777y9777136HOyN6+//nooCXKydbOxXJMoDBw40Co6/L3O0ETHRxxxhPXP3vegQYNk\n06ZNMnToUHuWpNrm7du3y0UXXRTavmvXrlZC8oqKitA8J29aW1utJNPdu3cPra6JGXSKLEsTa2vC\n1HwmyA5V0sU3mkT70Ucfld/+9rehUlM9Hm1tbfKLX/zCulEyVEgO3zQ1NckHH3wgJ598suzYsUP0\nb8JOJK4Jdt966y256qqrQjXq0KGDXH755VYy7s2bN1vzU22z03JDO03wxmk8a731nGFKEnvOfzuD\nItXY06322Wcf658+RCHdyc/nv0xjL9/nPD3m4d+34e+dnptSjbtZs2bJJZdcIvqEap323HNPueOO\nO6wb5d955x1rntP/OI090855Tn1YDwEEEEAAAQQQQAABBLwjwPWlpNyv6/Sa0EkUOL0G9tP1ZaYx\nqe5+HG9wOo6RLC6dxqSWw3hDfM18973lY7zB1jjmmGPk4IMPtj+m9eo0nk08NzLeld54l5t9v36O\nv7T+YNkIAQQQQAABBBBAAAEEEDBAgOvx9K7H3ewr1zBycj+hif1B8f6EMu0rz3cfpbYr/J7A8PdO\n+6FTvT/QabnxzGPNT9bfaXJMZhqD6unH8Rptt5Pzma7nZEoWg1qGieM1xN/O6Ej1PPjuu+/KX//6\nV9FzU1FRkfz4xz+2fq+kv02ZOXOmk5Brt45f468dAh8QQAABBBBAAAEEEEAAAQQ8IZBpX4If+1Pd\n7ON3ev+eyf2p4X8oxGPqv89ws3/f7/FI/KUef/bfr5P+UHvdeK9+j794LqnMzzSGdV9+HJ9ya3zA\naQyrs4njU9ouJgQQQAABBLwoQPJwLx416owAAgjkSWDGjBny0ksvyQUXXNCuBpoMtnfv3u3madLq\nESNGyODBg+WFF14ILdML73POOUdaWlrkiSeekIkTJ4aW6byxY8fK7bffbiXqXrZsWWiZvtEb2aZM\nmWIlVl61apUMGTJE/vjHP8r777/fbr14H55++mkr+bLWp7m52Xo/evRo2bp1q/V+zpw58uabb8qh\nhx7aroiysjI54IADRJ+oaU/f+973pLKy0v6Y9PWggw5qt44+EXHRokVWYuV2C5J8KC0ttRLchK/2\nySefyJlnnhlVb13nD3/4g2Wk+zNluummm6zE33qToz2lEoPbtm2zboycNm2adbw1DlesWGEXJR9+\n+KE88sgjcs8991jxFggEQsv0zfLly+Wxxx4TnT99+nS5+eabrfjROEo2zZ8/31r31ltvteJnzJgx\nctttt1k3bL744ovW34r99xIZhxpzmjj85ZdftnaTagw6LTdZG3R5KvGsCdL1b1ufXuflifNf+uc/\nt467X89/8WIv8hyg56BXXnlF7r77butBGPqkTZ2SnfOSffdmcs7T/Sf77h05cqSuFvUdFnnOi3We\ntzaM8x9dXx8SET716tVLjjrqKKmqqgqfnfR9KrFnyjkvKQorIIAAAggggAACCCCAgOcEuL7c2aeW\n6vVlKteEyYIilf45P1xfxovJWMeI8YZd0bV27VrH4xi7tor9LpWY1BIYb4ge80rW92bqeEPsiEp9\nbqrxbNq5kfGu9Ma73Or79Xv8pf4XyxYIIIAAAggggAACCCCAgBkCXI+ndz3uZl95KpFkWn9QrLbH\n6yvn/sBYWrvmpdq/vWvLzN6ZGJPxYpDxmsxiJZtbmzReQ/ylf3/+jTfeaCUOD481/U2RTqneJx1e\nRrL3JsVfsrayHAEEEEAAAQQQQAABBBBAoPAE4vUl0J+a+Fi52cefyv17JvanhksTj+n9PsPN/n0/\nxyPxl178hf8NZ/rez/GXqZ1uHy+GGZ9KruvW+EAqMay1Ynwg+bFhDQQQQAABBHIhQPLwXCizDwQQ\nQMAQgf/5n/+Rfv36SXl5ebsW7b///nLYYYeF5j388MPy61//Wi699FK57rrrrATZ//znP63leiPa\n97//fenUqZOVgHjvvfe25n/88cdy/PHHS8eOHeXaa6+VpqYm+c53vmMlINcVNHnpRRddZD2N6v77\n75df/epXottogvITTjhBxo8fb5WT6D9az549e4omVL344outhOeaMFzrqYMCGzZsEE2yrclFI6e9\n9tpLvvjiCythtC4799xzI1dx/Fn3r/tUS21zupMmr9aE5ppA3faNLEvLV6dJkyZFLvLk57lz51rJ\ns/WpZOFTKjH49ddfW3Gk29fU1Fhx2LlzZ6s4fTLdfffdJ2eddZa1jnaanHTSSbJu3Tpr+ahRo6z4\n1aT411xzjWjSW03e/rvf/U4GDBgg27dvt9aL95+uXbtasbZ48WIr4bsm4dbEN9oejcE+ffrIwoUL\nrc0j41BjUCddX6dUY9BpuVbhKfzHSTxrHGpCYy9PnP/cOf+5FQN+Ov/Fi73wc8CmTZvkwAMPFD2X\n6XeCPmxD/+40oXiic16y795Mz3l6vJN99+r3u07JznmR53lrowT/2X333a0HM0Suog8mOe200yJn\nO/7sNPa8fs5zDMKKCCCAAAIIIIAAAggg4BkBri939qmlen0ZfoCdXBOGrx/5PtX+ORP61CINwj/H\ni8nIY8R4Q7iayJdfful4HKP9ltGf0olJxhvaj3kl6nszebwhOprSm5NOPJtybmS8K/3xLrf6fv0c\nf+n9xbIVAggggAACCCCAAAIIIOB9Aa7H078eDz/6mfaVh5fl5L0p/UHx2hqvr5z7A+OJ7Zyfav92\n4tJSW2paTMaLQcZrUouLXK6tMWjKeA3xl/79+XvuuWdU2Ok90vp7rWOPPTZqmVszTIo/t0woBwEE\nEEAAAQQQQAABBBBAIHcC8foS6E91fgwy7eNP9f490/pTw6WJx/R+n+Fm/76f45H4Sy/+wv+GM33v\n5/jL1E63jxfDjE8l13VrfCCdGDZlfCq5MmsggAACCCBQwALBC3smBBBAAAGfCgS/ngLB5NOOWx9M\nTBq47LLLkq7/7W9/OxBMAB5aL9jhHjj99NPbfQ4mDQ993rZtW+Dggw8O3HbbbaF5+uYXv/hFIPgk\ny8C8efOs+cHk3QGt889+9rPQeitXrgwEL2wDvXv3DgQTN4fmx3szevTowI9+9CNr8csvvxwIJj0P\nrfriiy9a5d9xxx2hefYbrb/ue82aNfastF5fffXVQDBhtFWWlnfJJZekVU4wUWzgqquuCnTp0sUq\nq7KyMhB8slrMsoI3AEbZxlwxbGYwuXsgmBg7bE523uqxvOCCCxwXHkxka7U3+IP+hNski8HZs2db\n5QwdOjRUztNPPx2oqKgIBBPXh+Z9/vnn1nqDBg0KzdP3RUVFgeAPSULzbr31Vmu9xx9/PDQv0RuN\ngfr6emuVvn37BoJPyAytfuSRRwY6dOgQ+my/0eOrMRP+t2Uvc/KajXKdxvMjjzwSKCkpCejfutNJ\nnYNJ3J2unvJ6asn5L7fnPz1IN998sxXH69evT/mY2Rt4+fz33HPPWe232+Lk1cl37zPPPBMoLi4O\n6HeiTvY5zv5esD+Hn/Ocfve6cc5L9N2bjXNTPFc97+r/L7S0tMRbJeF8p7GXzjlvwoQJVmwEE04l\nrAMLEUAAAQQQQAABBBBAAAEV4PoyEIjs28329aXTa8JEEZpqHb12fUl/W27GG9wcx0g1JjW+GW8I\nBCLHvGL1vZk+3hB+rtN+Rv37//3vfx8+29H7dOI5nXNjtscbtLGMdwUCuRrvihVc6fT9mhR/sUyY\nhwACCCCAAAIIIIAAAgj4QYDr8dxfj7vRVx4em07uJyzU/qDwdtjvGb/J3fhNOv3b9nFK9OqkvzOd\nmMzl/YGM1+RmvCYyjpyczyK3ifXZSQzqdoU6XkP85Sf+7FjS30kFH8xsf0z51evxl3KD2QABBBBA\nAAEEEEAAAQQQQCCvAvSn5q4/1T7Qbvfx2+Umun+v0PtT7TYQj7mLx2z179vH0ovxSPzlLv7sONFX\np/2h4dske+/F+EvWJqfLdXxg7NixTlcPOMmhooUlyx2lv+3wa/6ycOxMxwfsshLFsK5TqONTdv15\nRQABBBBAwAcCG4uD/+PFhAACCCCAQFKB1tZWCSZsll69eiVdd/r06XLXXXdZ63366aeybNkysZ8A\naG8cTL5sv5XJkyfLZ599Jscee2xonr459dRTRfcbTHZqzd9tt92s18MPP9x61f/06NFDgkm0Zfny\n5bJ48eLQ/Hhvpk6dKieffLK1eNq0aaH3OqNr167W/PC6WTOC/2lra5NgQm0JXsjas9J61X1rW7Wu\n2o5gMmx56aWXUi5LLYYMGSLBBKjy0EMPWa/XXHNNzHK6desm8+fPj7nMazPtdvTs2TNh1Z3EoBYQ\nfqyDN0pKMIm9qJc99enTR/TJdMHEvNLc3GzNVvtgImz57ne/a68mf/zjH615b7zxRmhevDdfffWV\nFa8a78FE5RJMLCLBjpjQ6nYchmb8/xuNQZ2Stf3/V496yUa5TuNZTXfs2CHBBwBE1csLMzj/uXP+\nc+tY++n85zT2Lr74Ygk+0MD6Tgwmn5Zgp6zF7dZ3bybnPK2Ik+/eyPjI9JwXq7zgQ0okmBAm9H0f\nuU6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AAQQQQAABBBBAAAETBBoaGkge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AAAECBAgQIECAAAECLQQkD28BZDEBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQI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57/eRXv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\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UgSVATTuMlmyAdqAooECgp7dNBpD3BXqQSgWujE9B9wD06XaE4c+kYiWC64BKoBobQRDO\nfCgRPFuzfxQV+9rXvrZ57rnnctIV0F3QArHH+AnA1pwH9gl8+z8OssAG0E8CBQKDRBfgue8hgp1S\niG6XLMgYoKpgtufQR1MDoLvu08rvBEoUDg95sEMQeackMwzfXfBbgJL9COxdqyEQInYKIAjEKEoQ\n41DwOkjizsaksWsclwJGkRGQlGMzIYRMwYHSTQKXRL4xjX0PPPOu1mLJE2SCmOf5BP8EXeYA/uP5\nyFjAEgHpUhtShoCwxDD6jj+DzFRqDm7LFTlGIhPdF/dTNGOJ4CRbmo3ysz/7s5k0ou8FqgWZlthE\ngx9i4wvj3bvzba0/CgDRVS00QW79JwmNzSc4vSbZybgJW94u5Ip8IfkG0ck6L7mNLVkiQaaFPurP\nOK8EzFVz+fd///ezvcLORFwJe9s6xm9hW0u+Nl9gRMgsc5AD5n3bfvVLloBCohIXjWlk0VK+UAmZ\nSmJDePFsiI3WojFks133RpBzLYSaP/3TP931lSZ+h4DGzpd8+vWvf72JZx77kEhwfDlEJ8TClpu1\nQx/BHxWEPIWIW8P788/YtPxY9qCifjXFaWqQ0THPIOYlGXSuAs78L3gYAngr9jB9TMcfSsQ0DsOP\nRXiFb/LzxIF2JRj4HbwQ4R9xzjx0jzjghXApWKkNoBReP/cGI7N2GH/Iy72Nk0BsEsbP/N7v/d6M\nKcEW+ARid7A339HYJ36WKAHv4zPAACRjtDIfx0ml/m/xxWCM70mbMyowpD/gs/TNLp0Rb8QGphPE\nDW2IB8uhN8RZ6ByJNjDF7uuFxF4+ixfCeBUim1Lw6uUrLv8JuQ5+DqO2jlpr9L85H+sHWwjRGeYv\ntjyl4IskGwVZYG5w8ptvvnkUoZM+MaYVCmqlISrCTkrisRL/zVFzs6SOZXOIG7Id4OYKck7Fcfmh\n4rQKe4ZOkaRwSrH5fX3uHmIvcHdjyrh1PxuItGS708HGt82xp8yvXXLSt+YZ2ShQvlSxPHYmnRFJ\nspJTxKWXuv8uWfTfdQnMIQG6Bl+FvcSWgpcP/TBxchxL8Ui6SQJkST04xzv1a3YJ1CYB/greF/w+\niofCgBQ8sobu2viEvyqpm38qhiquWtJ2WkJGNv6QcM32Y+tIim6h4TpKMmbr46G1VKx9Lvkaj+wg\nxd9tPBV8PnF+nCO+mP6Gb9bcYJgKgMpn4B/yE9n5xqgYFh9F0XibVq/B9cb7UbhBjMVzkbUiBKdu\nBMou5xcZy4obzME70998bLa6uEorjd/Cvj+1sZ/4n/QzzFt+QImYHx8Ebv7ggw/mmCjf1lgw56II\nsfvpT4XLJb/WzB82NtiSuJW71rpT5V/r35mrbGrjS7xU34nP4UeJz9kcqzQ2CdcWMzCe3U9OgKJZ\nrWJ8c/UtfYjvx9chJ5ixAlxzzx+4FA6SzXGHhardXyFpG2e2uIncmH6y1lob+JBrNfNNXgE526Be\nYrb+d4i3iT/Ez7AfMQl8lpJxBAngdAJbwz3mKLRI1t6nlXgpLFTRlF/7tV9ba2jk+4o5iYlYY42P\nJTaIOeaFjV/2NTzGOFV4W/5Gq40NHhs7w3db9rH494q6m9fyac4JK8aLkrvm3Upv/ED/sWPNt9Ic\ndpwudjM/nr3V23lJgL3GR7fxBuzaxliRc0A/yu2gzxWMw4+Ta4Rfc4hXcF4S6m/TJXBYAvIh6Emc\nm8AYFNDGmVLoUAx2XzOX4NnsepwruE9LHFrYjQK6+Ob0Bt+kdAx7n+ym/B62gCdP7nyUuf3WKc+6\n5N/qO9imzVXh0bjd4c8Z03KEYNSwMjIsbW+UeFc1bTyfnFx5kYH1iRWZo3AKfDk+01KNjrDhNPyK\nj4xjWSJfNwp9K8xbMq4lVwam0gqPRlzFOB2bTwFDgiPyU2F8/P0pmCpfRW48HBsPNuIO9AuMgv0k\nHoIncGg9WGo8nnofY4y+JDc64hwbzEehRvFLHDb6DneD7oC961v+VujFOONw0TGwY2s/vhsuv/wu\n6/wxnA/xD/Y4jilZq9/BNjg1L2xqP7nvv//7v+fxi3MnF9S6D3OVcy+GIgboWUMezuLuCjDb1Nt8\ns+Guui+/+Zu/mfnjfA+yMfdKYPnWIznSai94FjaJ+E9N+X5T+2LuvxevpUetk3isr371q7OdpD/1\nsf7W98aBumviJfSc+OgazbiJouKeGd/RRobbRcU9tzgf/OUrX/nKleu/Me+9+LxrNv1Bt8B5pjZ+\nO+46rFC/6lMxRTJTw2doE4md+n/nVhpeAv1LD9cesws+PB2vf9kIxmVvbUig1897uZ9w8HBea/Sj\n2eZ0v3nG1mitsRvV/6KnW45VrSV3NqG1jY1qPcdXkzPbW5dAJRLoxcOndoRJHkXDBVkZtHaZarEp\nmKiYJ7IpBxZwtJbjv09+jGtEX6TN2naK3/fMu34vqA3kFuT8z//8z11fae53HGLGKQCEU9EyKQTZ\nC/ngW77lWzJxvrnOqOSBAbcAmyjYILAv8IgMdUowvzs/m1zIRaEbRqVg2VzOD3BUXwFjFOKbmpxd\nyZA8+TEkQ0XxcOs+sFzghZMXBFQAkCQUoNk+QrA11ZwAcgIL2Q0IgQirayStnCyQkX9onkssEoRS\nvEUAx/i1Q+C+wIaAJTtEwAPZG5hOPnbO5Ywa82OAe0RFiR2ALkRV97XLZG8vSwD4Ry5BwDLOBZ8E\nXk5pxrcCxYCDpXceQw4Q/IpiQuYW/SUYHwF59gkbUhAJAc3ubqVJn65nR3NBWPcz1+cEUaYU4/as\nyBeSW8xJOozMzD0BDQFByYMlge1jip2fMgZb+xu+l7UE2YXs6bw5NzfgcyjsgsTtfnaqNueX8EWM\nN3pcUrFkB/OSHaO4+Ck24bF9bY1FnLPm0g/WbnaOOVRaDxz7bGO+jygguTzm59q7U7LlgZz0HNvH\nugHotGYr8GV8kTEfgF1UW3LGGJn379QtAfa4cWcssi8RPiTqCb4YfzEGrWfsQaQBiYQwpEOFMet+\n6/505ygBZFgJdfwf5Oy/SaTRGhp/i99qDplPb0zF+6zjY/ywfc/P3rB2wELXXsf2PeOY39M9Ct5K\nTP1GI4VSxrwXX44u1d/8pWPIhGOuv+R3kKGDfC9pbQrxdsnn3r6X+aZAgTnDfqYrWsbat99vjZ+R\nN+GpYnlztn/913/NZHwJDWyW2ht5wM7GNrY9ki1cj85AzkFKhv0dWicULJW05LvwJ3ECfx+HBCeY\nAZwKkfDQtcY+a23f43siihqHCqe3rGvnkq21FfFXUjNszfjgB0u4keiiEMCY4gmSdeBzcEp+K7zZ\n+oaA3FIi3Fxynuu6NmawSWVsWmlOI/WfGvew7kmqgTVIIo44DL/PxgSSISTItIDrzCVz15WwZZ7A\noVuK49no0ga7yHMSYMzVWBOc9bcN7BTm4fuXwpYkz8Cr4IPwcHHnY6/tuWym10KTnGDdMZdKN0R+\n+pU8SseqzX99ww7GCSplvynkhwvlug7rMv+hZKOTbFxBT5mbYsGS3OYq8lfy2V3LHCEbxVPm4Ikp\nvG9zAGvEXBv67JIJ25IdEPNf8pHEo33x/F3X6L/rEmhRAtY48xr3E+7zAz/wA3mOx5prDTbf2drs\ncByYOeZ+i7Lrz9wlIJYkgZu9ALs3byQjS6S2McUhPoxiAmwO32dzstlLFldYondsMhBFTK2fJYpN\nLPHc7At2mP7ia5zKfVriWee+h+Ib4jx8l+/+7u9+CWOB6dlIic3aQmI7+/rv/u7vMj4uViWepn/h\n5ooqiBMbr2v6w/wXWH7wcKyvCojDiac0sTTFx/kU3nNuTEs8BX9wmMg95fnn/FsyJ5cSBW3Favkp\nYpjGlnGmCFApbJ8vgq+q8C0Otg0mg8fIX3dPB5xdbEtBmX/8x3+sCu/y/IpxyKeofYOBY8ed92EH\ny/uCP+gLmJS+UBRCX8w994bPTNZs8yiKgptOl7dQHG34HiU/66MPf/jDeWM8+KGCMOJ9pebosc/K\nX+JjwcElWMe6BBPHiTSeSnJtj32+Ut/HJzYf4PtLNnF9/SsmQL4RE9D3bOvQmewAtp4Co/CeMXGj\nY9+DfaGomXuKa+JRzzXuohj3WgVxjpWN2Az8cA65H/ss1lnrOB0Oq5YXUGOMmT2rqJWxDCsujUkf\nK7dTv0+2ONg21GLzitu23NjwsGqbVk+13WuTg7WT/qInSzZ9Th/LOSkdn7V+xtpqHapxLpeUZb/W\nJhcNFTsTy7znnns2N910Uy4mGjFjfpO8L+PNmLYWy8Pv/O8+es5dAvTrX//1X+d5Ebg0DMQcwdeT\nN3lV8x35PeaTa8hPa0mv8oGfeOKJnJfK7pBv10Lsin6ir/iJ7As5zZfc4Ck4XXgf8Lbw6WBg/Dl+\nBY4ojl+tLeYjrJc9j2cEz9O/cpcV3V0LK5O7J0cKJwWmKy+0hI+m3/B7vWdpW1I/i13DveioFhr7\ng4yPLcwtVqWQKj8VTxr2rl5NiSYPmV1O30TxQrY/nY9vy3bSd7jaa43PU99THMR7wNhai6se+87e\nT94YXiTeXcQMxPPkOvu9dV9fiiuI1eJQ88Xju4GTsRPkpYvr4o/i4Isz4NqxKXDlhrqWboM5K4Zt\nfBunYol0dolGj4g/wtb/6I/+KMfJ6VEYPA7wa17zmnzPeH5nOsf6AIODzRsD/oYM2DFwFRsMLsm5\nl/NAjjY88Iy46OS2RA58iX5Y6xpyBuUdWv/VDbCRQvQ13gR8H/ZLj+2KU9u03Xqr/2tr7OlhUXFr\n2TFFxdUYIQtzcu0mxwkGc0pjb6jjYsNN+sM78d1t0AdTP4ShW6Poq5b8evqTbqK7ltRBp/SNvyFb\nOIv6hfoGR1fc6tzX1VPlVcvf0ZlsgN42mati7aAvamx4Sfi37INjc09qeB/Pzx6DtfTC16f1CHtA\nXST6lZ7FvS5lR5/2RP2vugSyBHrx8CkDgePKoOWItFw0HNmGUQ4keOUrX5nJPjUagYqyAzcY2buc\nwil9ueTfIvYqZAosaIFsO0Y23gMABXiS9NByQ9QFynJ8WwNIa5A7g0eAC2Co+DrA1lhXOHDqeL90\n54fuCHCUs75EE+SgrwQPLtlw5XRLAgNYkgdjHiANUJeIcMqmIRwsBbXt/ErnANuB24CZEgG7JcZH\niXsAAyXPDQMCCECKsZEzkilyns9xKGokKUFwBFAp8U7gWFEYAY4oLsPxIs8WiAIlZHnqNfSBXVXf\n9773ZYIFOQtsI9+NtbfYjeYIwAAxa872jVRISCDAOsMmjIJTAkUOz28+IbrYZQ5xRJDo2GDtMe/g\n2ooyIyEbn4ocnaIXjrmn71pz+SKlAufIl/S+wuGCF+RInoIz9J3kcmvRKYEuRH3XMtd7u1YC+lGx\nldhhXEKJtaU0uXZ4Vwm+dKc5q58VLluqb6x/7BjF0s1ZCR0Cf9aCJRpQVqIAEhI71YYHEr9bSHr2\njPHcSDlrBp2MW/rCmssHREiIQvTWDgWgEBURvcgZKP7oo482IeclxmG/x3wSQNLgj0pWufvuu3My\nl+Ay3M46ZDzaPMH4NPdtUsNOKF3oar437Fc+FwnYyIe9CotFdjvFviotC89gjZb8bY3mq5awD9iY\ndpLn47VcmMvO0Ei27ORTi2CW7rMS10NAUoAC1iHW0XIzfpGQYDgKGbfajDWbYrDT2ex9jZrek0E6\nf/e73z39YiOuAGORCGIDoNqbxH+E/FOaAkzIyXAJdhZf9oMf/OBoorvCsc8880z2R60TUWTBtRxi\nCzYnglcpaIT4fg5N8TF+MHkhSl5yQ+hmj5ubYr/63ThAZLeRJyxpKp4HaxhupPaKV7wiz022WG/T\nJSDmB5OPonI4BrD9Q4X0Tr0rWxUuqT/ZqfrSmIE7iOcqAquwyJpYyanvdsrfSZiUXMRunyNh65Rn\n2vc3xoOCS5JO6D74eeh6ZzEgNjZMmj1a2mdQNE8yCT/H/dhZYnOn+mAK7fHlam90rAI7nneuxpeA\nsejXObBVa79xDsuBiZZKnqAnxBTFPaw7d9xxxyzYNBuUzooidIoJSp6ovegXXWujBnNlDp1qbEpQ\n4Lut4YMqziOR0pplbK1deGyu+dmv2yVwSALWWptzWJ/Z4opYhj9mXoj74MWYK2Ly1vLaddeh9+3/\n1yUwVgLsGRwZvK3goLD7JPh//vOfvzKJke2Cr+Rv4cgwlxr514fkYb6z29nNN95446YV3xknDI7A\n19Bnc2yec0hutfyfgnfsXH0nfi82qli4BGt4lILLLTTrFD6HsSiGZjxKEFRoUQxAYnYNzaYbeGs4\njbAJvC0FZQ8lRY95br7qg4k/Iz6Ac71UEXxxL/wh8fXamyKhxnjpzWP1n0KxsBZ4tTyIqdjkLlkq\nnkHfeg/Yt4JDYYsZ7w7PwGd585vfnIvni9dOHVu7nmXs72D5Yol4kXP4/2OfY+r3+Ons2/e+970v\n8YvJnt5UtBdeX4Pd6xkUIlEAiH0uhqOouOLil9Dw0dheiolZy+DAsN8ai3IrxKDQD70Nu4q5LGnc\nhqbWrRqf+9A4YsPSQ+ziOZuiGwoYKYZEdrCo0IHGfXxmV8tPs9G2ZGz6aM6Gwyve4P7yE/jOSzT+\nNxnMse6UfH5jXoyTTqqp4SPDwdlP+m1MUc2ln59uswbRD3xGRTDXXNunvD/+CjzJPKHrxGBabXyL\nH/qhH8p9It/onBqfij7F3yjZ/vZv/3ZjY3h2ammdZU488sgjeS7LSVoqp6CkfPq1pksAxvPCCy/k\neBqsB04th5aOp3eMa3xwsR26X/73V7/61cm5ytOfvF+hS+B0CcB+nnzyyTyuYwMd3Aa4NExvbHE9\nmJo8RvMFfxYnrzV7A4/DHOdbsTmHxU5Pl/D8f8lvYOfhvvClTuWizP+k894hcshs8MleoLdxMuC6\n6krgCdTe+JxykPihkcsubgrDg9WUxiOPlYccKXYS2YrvwhdLYVk4gLAomLx3nauZL55fLmLtTZF4\nBZtPbWIy9Dtbxjvj4HjvUn0Wz8Wvee655zI+ZezicLmfQ24InMMYll+Pjzu2VkBcf8kz7if9wbc/\nF744+YkJ2DhHoX8FG2NDBZw7m8DbjCDyca+SN3yBX64gPRyLfsUdlWPMdhYXFFPb5me6p/vxgRXk\nxNOEuSoAHGPGGuwZ9216Zux+I9V1kH/JzsA3cV/jDicOjhd5mzEG5WzjzSms6F3hqDbzUjwaP829\nalo31dCBebBF8Nrkgcjr6e16Ceg7eK0+FdPV/9HvxpRNoI1N41Rs5qqGQ8iOxbdoqZmT7HmbNpgT\n4sVyXyLGTSbyI8wDsT/jHwdjar2tKTLyrJ7FfB7TxKZgmdYTc1yMli5Ta+SYOLb1h30F62+psQ+N\n77e85S2Lbjg8VUZinnS8/lIPi87vdfOmSnWev7/0+nnbUsX3ojvhAzU2tSvYTPyEFuuXwZjwIuVq\nwlR7O10CbBx+i/FqjWDv99YlsJIEevHwUwQv+Z8DzTBWtLJVQhbFbucrip3Rp1hNrQsUsiSyiWKW\nLRdVBRwADACpY4M3p4zRJf/GTogATAS9lndFlbAhAdXiLIgMkOttvAToQSS+AAqRhemXfUDh+Cu/\n/M1LdX6GSQEAlaWdc8AGnQXUAQ6UDlC83MP1fAJYCfYpphpFKAC+ApgArX/5l38puvO2YBCQH1Du\nPsAYBQ2RWeZIzK5H0oefhIMv6cD6b5dQgWI7S9v5lH4BvisUooB0kCTo8DjYN3QRJ1YRaQRbBXkF\nGu3UyEHv7VoJ0DfI93ZoZa+wdYG6SIT7CpYpcGy8krfkqFLNswAoH3rooXx9ZIrtwJW+lrykKC1y\njMILEuKWChpJnvJ8iNsAfcGJkuveGFkK9guMjAXrx1wzvoPYKcFBoEYfx+YJ3lXhZ6Q84MYYPSXR\nBvjR22EJ6EdBeWOd/pOQMafP4NrGUOwmKggscCdwtUTzvsYRX9TaZ91dcrMS81UCWNivgDok8NKk\n5tKyZB+QmfWR/bBmo28VezNercUPpqDvMPFYcoYArkQBCW30NsIBnW1NX0pfrymjfu86JMDfZyOw\nKfmV73rXu/IOn4iaYTuyKegBdqPkeoQU9mcfp3X04bk8BR3Jj5HIIJHmGLLEXDIwxj/zmc/k4CW7\n0gaZpYqyScpDQJP43jKJD8HOOkZHjLF95+qr0teVsMy2F+coXaSx9LMeup4+QWTkv/LJao1vHHoH\n/wdv43vBhRTQnHtjrque55z+HyH2O9ImdEsS7ZBVjEk2Rc2tFN5uvNqgmJzZVgo1Gc9iR8c0BFH+\nhQ3MJDIFSTrsNb6ye8D64HwSFehofkdLDcaGLAtv50NdQiwKzgBTV3RHXD0wd34km4hvLvY+JwbC\nLkE6jU0r+aZiWi0XvFlj3EsuhNsjybMjrFvm7PPPP7/4WNan7FgJkNGv7GzxApucwUyWjqct0Sd0\npYQi/uwf//EfL3HLK+/BHvva176Wi8nzqdkyfGxrYehwfQNHx/XgE0lImnNttjYpBkXPOHAAxIWm\nNtip96qZryJmIwnBBrtzx3TF2WDK4kmSl+dokoWMKXYA26oUdk1OYl8SVhVssfnBXP6ezY3oSj63\nhBAF7Wv2W6yN5CJusC82OKWv4XQKLdIPEr/XwN7c89lnn82xLs/BLhB77rHjKT3b/7ZlCfBJJD3C\nz/kocJZhURYxPH7eO9/5zoyvi/vYSLu1ozjfaAAAQABJREFUwhMt91F/9vISYIsay9YkcU7rARvW\nmi1ePJb3wX7ApWNzShq0zs/p25aXxCZj9+QAp7D+4wy10vBVrOP8I3y+NeyKtWTFLsap4l+JwxjD\nkvD56/zhtQuZHCMX/qQi57FJocRhRWMlUB+LLx5z32O/a27jk/K1yNvzGnel/EOxOb4P/4QuKeX7\njH1PnEo+S+1YGWxYobi5Gh483pZ+wJODey+BLykwjNPKN+Vnm89DXMVnvjcuLG4VnJX9thS2rGAX\nPMpauSSva0o/e2Y4jo16xarJ0BgXF7V2K1xc+5pt7OGmhp63iaP4bs2Ywql9hoerAIWEazr2jamg\ntEK7c2Nbpz7vrr8znnDhHnjggcy5hp17lygmjqO5hD7Z9WxjfmcdME8UOSnZ4PiKZf3Mz/xMxu6H\nPC3ycdC51lVcFfqNjTMndjx8P3pU8a7gz1pnFMddshn//ImPf/zjS9726HvpR7HbsQWtjr7BxD8Q\nM9aPbEkb39bYYNJi6LBu61HLBajEp/CoxO4VDmu18SEV2Kb/+FK1c8ePkTObgZ9/1113HfNnV35X\nYWd9r0DKHH6noiU282EPs+V66xIgATYhXxV+jVuiAJbia0NOEXxPQVX2PzyBbrLG9tYlUJsE+A2K\no8L0cOPYw2xk+cRs8mN5vIrwKXArjgMnlWe0FFZQSrbmKx6J9VjBxVY2YRJDgGHqQ/GzuTc7KiXv\nktdhF8At8FPIgV9DJoFblbzXXNeCP+OhsG2MQVw4Gwzikhw7H+d6RhgWnISMYUP4ViUbrALXDp/T\nJoZzN8WG5aDXPtfhFKU2z9KHeOzsc3mguM9zFvEWu6Rb5STjzqkNwL42hhwKdNO76gfYwAffXU2A\nuThTx4wpcRL+AG5VCZ7fMfcu9V2xHRiFDSXwxGNDBXFkeYzi0EvoF7YwzjY+H/tAYXBFw3FB5ETB\nLIf2dIwPZ7/n9/kO/ljUmYjvwNnhAWIGbHMb03pfY0mdKUXtW9lkGw7Af7Apg/eDLYkFtpaXUGr8\n7rqO/P/Pfe5zOa6i1pCxQVbWTZtssINw7ui6U3ACtjGsTGzuXBoulVxRecnwduuseAE7I+aRuA95\nmj82AlhqYyxYmLoEcoh2Nf+vpgg8Sf96XrxvuJk5PmUjQbIgg5rjJLtkgsvgudkwrTWb8z2YeIDs\nD3aIwv76t7d6JFAqn6+eN5r+JOxXtusc3PXpT7fJ9WVxJtQ4W5rTU+L52Wh8XvZdybpgJZ6txWuw\nf/B7rJfW9SV86hbl1J95Vgn04uHHiFfiQwC6AkoMvRabBUggOAp8AZqWIticIi8gssUdsFnzc171\nbhLfkVEUn0X8OIeGnKVvEKLnBCvnlpVEa2AXA0diSG/jJMDgRlS3KyBj5pWvfGUGKeYqbnOJzg+w\n2/xaKylgOBJ+67d+KwfxgKBA43Nq9JeC1ApbBtEakGOtB0YJOEhSWaJZ5zyLJAeAp0OQwO+mgGpL\nPPsc90DiByrSMXYXjYKkHFMyobv9n+Igjz/+eC7wyFEFqhqzCsDoV30poZWe9/04AK4IEoJgyMk2\nj6DX7LirIAGSa4uOe4m+IGPkTgEcAXzAIDkKUMUO7ohYsSv4KTuMIaUIdknQByYrLq0/hiC4vhJI\nECiTAGM8CMCww9cKwnhmZB3PCeBB+F+roAAwXuFjhJ+5m7lgQx+FvN6Tdn+nG/WPwi+SbDyDAu7b\nAUxJQ77XQeXxPWRdEpAVbBVk5bvNrYv4Kuaz+YZQiWA59z1DIvSNQLRESGPFhgB2sV2qeU+FrwQr\nrQv0DZ20PZaXep4x95GAKolbf9lcRoHjNZvEtEcffTSvs4JJyIvbxEOBT4VykO0j8VeypfVXwlcN\nRJM1ZdjvvZ4E6FwgPaLiHXfckYsXRqEIOgmh1pgVIJVESieze/qYXa/PWr2zIhbfkUhS7MfPpCKH\nazd6WYKqBFwELkX+ShYzl7ABJ4IZnUICWls+cX9+oT6zeU74o/F/rZ75EPwZOk4RAj+32gRVERON\ntS984QutvkYu2M8Gh/8hom/bUc2+WAUPzkdlM0vWX7opHOPenqHWRgfQ06Ua30rMCDkuyKGuL9n9\n1PgRArOkffgeXAhGRX9tH4iJcEL4oaRrckdClqhTa0E75Hx+v+f+RiLXnlOjx6yh+l5c3Vqqz2Cz\nNqhDFP7yl7+8WuEP+LHxH3Y/HeyZak9KWXOMwB34QxIz9KWkKfh7qQJZJd5NzBKuD9OR4MKX86xi\nPrAHiV2wzaXwrhLvtH0NSTHeB4buXZZqsDtFXvjOiOq4JXBE5HD2y7ZOFteCWZvvYmxLFR7Dv3jm\nmWdeIuEpevrEE08U9d+tS95XQa9am4QCnBR9tkQzPsRt+JXm2RzNugJ7NK/f9KY3jS7mOeZZPD+7\nDedFYgTdNpc9bp2B+5s37mWdrLVQGdsEXiD+eqodd5X8xQTIQox2zaJDivTwkdkp4gPGcyvF8K6S\ncf//LoGpErC2Smy1vuLLWP/ZIXxd6yF/RkEAxRzY0zaUEVtr2d6aKrP+93VLwCazsDdYL7sCz4Hv\noLjFV77ylaPwA7FR1+LvOnyudV3f1yv4NriYbEf+sbW5Vgxl+x0UYlHonS6S5H4phVnoV/F2hbDw\nSLz/93zP92Qf7dgxvC3TpX8Wa+W/x0bv4mc2IOd31satxwezIR0bPuzF0gUScfFw0OAta3E/zH+c\nnRtvvHHp4TD6fnj++Iv4JXM3/j+cWUEP/q4NEWHfSza+KfxH0Q26znzfVXSXHofRwGHuv//+nLwP\nm/UOJZu1jz1orNaIi1jXFEJR8F1cwjrPbsV3p288c6s5SOanzT2MAzYM/xVP8xwSevnf/An61XvB\nTZbCEkvOj13X2ldMnE+Fm1FTMXHrkPmyr2DIrvcb/s5a+Tep4IS/lyyPS4wTaB6yV+LgQ4rt01eK\nU4nfrrUJPZ2mGLb+sLawLeUsrtXYQdac2uygkEfw1G3cWnMjP3kgxp61u1aOj/VdfhjdB09pxQ/b\n7ntxOXFgc0gRspbxIIWqxAjkGtW0gdG2zI/9Gc+CLYu/UbJ/5Nbz4ej7OfJnzF2FDK0f9I44Tm9d\nArskQH+as3IH6VP5TbC+od/El39jKriqEJ08QbjDmjGpXe/Rf3f+EhA3EUdXnCn4FQoI8l/Z0ads\nmiSnU06O6+GQyPFrjQessCg/l76XS9pKkVhrKl+CroHH0CuX1GAROCnBH4NT07HsqVbWbPwHG5hF\noVi8U9xU2FFNcR4+s9xKc+TNb37zLBtd6U/8e3bwUvmT/HG5WdbnWn0hNi6cpDQGqlgq/FahdnY6\nDGXJ3AfvZcM0+Z7iTOoEwGn4dIHd8ItsdoU382AqNoon6Blx0JbCLOQdyZOFQ//hH/5hEypWXAff\nDBZBhuQpfiwHsYYNFcQacNbEttTkEPvAtbf+4obhesYYcI4xYR74v+DhxnfgLnSHmJLaJ7feemuu\nr0AG6lGIAbrfUmPmlEGidg8sWg45zNKmhmKtl9zYOOa6AtHwNWtPcP/1uRiVAvhiVuoQlKh3Q7+Q\nv3W4JG5RWz+q0aJmkHUviorjwoqN4FyFj2COse3f9ra3zVpU3BrAjo0mD8Dm5DYvtsGH58C9tokG\nvVGKS8tWpHPIo7Wm1gadyA9osfE59XHUZJKTxR44p40UW+wXz3yJ9fOu6ivxfBw29mitjU3NRiq1\n2dDS78lG4wvwhZfMR1r6PZe8n02++FHWUPbxOfA4lpRfv9ckCfTi4WPEB0y/8847s3PLEELAarUh\nDyPFcdwVG6s94CV5nJMBgFirQGSJvlaMDlAF+DkloFPiGUpfg4OAsGJn25b7RhFkxAXOJrCnt8MS\nEABBvmawAKgRj4ETjJm5wfpLcn6AXAohA72QF/7t3/7tcMcs9L+IFf8/e/f6O99V1Q98fv+CiSHx\nBg8a4zWxkVjoF6EmIloSFKgmGkjrNZHYi2mpUqDVJq3IzaJWqFZbiU9KUQJRGqVJMYhoJQVFjQnB\nkmp8YOIDf0Gfzm+/dn/ry+50Zj5zOfucvWfOSk7O+cxn5px99nWt93qvtQEDvZPVODoANQjUgp4p\n4Qw0wcmCwoBZJTDNKc8xM7ZISCg5IaIsgF29I9kJzuyVyH5oHdqZkuOEsQ+AdG0OQhTY10kGzDKm\n/E79IiwilgluALRKbgTE0y+ib3CE6R/AbYGxiBscgNaQc0gcaZ0399vlWD80XhBX6JSSNm0Kogca\nqyOBwupMPXPeSTpdkrKirumngAY7tFpb/IbzrPb6smu/9C6RBAMIL6FEC+CoetIuU+j1yPvG52pS\nHmMViM/BaQMggMcs+9eANrVLorGBLD5GIJokAGwWTj22L0LlmMJepWeaFyTvMveMOQcInkMg1YfV\nu7rYNMeNWS+bnsVeVk/mABsZTE1WomNJtEJv4ST86Ec/uqnombDLYSz41JruNxzLyLlPn1jivI2V\nMP+j6RoQhGCzEoknbUhD7zQvstFCd5EsH3HNXK0/Iz4is445bzVdiXPhcg2YG9kR+o2NKgS2Ty2S\nKiJ6WusQbYZMGu7dOLjYbPTAIUhBU9WXdRYhzM6/yKqnIHQdyfbg1IhdPQuyCv2Bw7qFcXVoXUZS\nEDbTKQUhHlofQ/5O0iCB6TYHmUqQQfRT/qEWJci/NcqGKChRh3VGwgdYG2wNhiGQ+BhhK9twio5m\nTotE5dZa9Y1EyaYNnY29Ifjfd5XH75QDSVkSlf/4j/8YjNi473tJXEbHVEd8br2KADTrpiTB1s3A\n/egD8ES+DkkXWtOT+WGQmPnLkZz1U/qL/kGHO3eBez/wwAOXA5EEfAk+lGS1B4FpC6S6++67s74Q\n/VJb8wUIBEP478VvT3ejw8HXh9ycRz0h/fOLweHYtgL9YGL8kwKqYz51Nr+W/hN4/qVLlzKXBo44\nBUat/NZcZTXn1w6ugnmNteHwvmPN2qt9JH4cW4w1z+YrqDXfw2n4del4/LxDCk6YJD10CX7hmgFB\ndCFBNsa0uZVtM1SQxZB1YjwL2sSjqbXBBn8EnyGMDaF6SjEf2ryYr9h8B3e3DrbgB5yyXuZnzzWw\nrgaMF7bUQ2mDRHrDq171quxXC52B3gXnYHPyp7OJp9AR1pV9/uy8agCv6iMf+UgOWOb71UfZqfB6\nvp9D7D72r/XBGo4rg0vWG2eIrmb8egfjVYB4L/i3svMlw+1hPfxy5yA4bpIJRT9mk+AGwJV6Ej5U\ndsM3f/M35/HozLai57cobE3cUlgjLMF4HzrBqXnKhmdsKW08dZInCR2URZLBFsX4N2+NOWfBjXB1\nYSTWEckwJPwtucVj15V+glslqT1+FZuqTCwQOpkzG1cyJ9g8bNzcwe4RB2UO2RdjYrv+9E//dMZf\npsAeyrrWBuzIu1ISG5iud/XO5kgcVYllhk6gXj5/qmuYAlzTe3pfPFt4dk/6CC4OLITdHe8g0d2p\n2984fTjrNmbUZ3GwvX8kE5e4x4a4Y4s5DearXOtEua2JT6Skhr5r7RbHIGEs3RrnxHvEYR0xV0s+\nIiGKtR/ndcy5e917xGc47eKRYMn4X5LcteCj59fWJ9gaLYpYC9h7L5xOY00b88EOzYcaqn2sqZIE\n4f3CVfZdk4cqxxD34Qe2DvMRt7Tp8L7vZg6m69H9TykJqBgP7SOZ25CJuCQ+FF/Fn1JL5+IbZf9r\nl17mn3373fz9ejVgTPObwqfxQehf/Nqhs+DoiI1l37z73e/O8W4z97tee5zbnWEJ9GccBr5W/U78\nvRwMbJ9jNm6mn7MJrVf6tM2qe0nYHP0AHoZ7RA/i+8cB7EXwpfBj6MbeYerYrbHqDT4NfwlcF38A\nVtoqrruuXvg2+UVsLssGxjmhH9H7psZkV8srkT4bwdyBH4+TWUOMPX4uzxg71sM7soHZRC0KHVo/\nqYW3wTVhzpHA09gyn09lF1q3bBDE5waDFxMqnwX8Ea8p9CeYj4TReAA2YbvtttsyzxDfEO8QvjIU\n/mNc2gTJM+X7GNKWGaLPsYfg4xJOh+/OWi/hL91yCq60WBrzBR463y8915xnE1/rVrSjscengINq\ng0N+Bu+CR83uijmRP8y7wAD91m9wAvH1tDksgK4j14J70XnMrfEcZ+1HX4HPyBOmvvjC6OjuAd/X\n98ba/E1f/9CHPpTjmJXPekavqmXTDtHXat3DmLK+6y84P2K72UjqBd6r3a9PmzOZE2C7NbD7T33q\nU3kdki+mFte0Vv3te18blhgvm8T7m0Pxr62NxlWZVNxYiqTi5l4bO/DpHjp26HDa2nwfcf3mCXE2\n+OP8AbVE7I5n83P2JvwK6ql33FC8L58x/4hxjzNds817a+exy3tO+fP2qduYK1oeb/y65jP+sx6F\njQwvpd/Pc8BwLcimkn9N34ADzsnZh6vb+U4ba2BOHr6xatI/GD4AQYHnyAOtBm1te4f4nyAMhoIJ\nhuIu+WHrAmgAliAO9ebEKOsW6AUgQ/JtMeivLOuu1xLqMTRrBn/uWpZjvidACUFNsq9zBHd2rTtz\nIaclIBD5AvDDASGQhlI4lpyL8WOXVmALkg7SZICtY9XzRc8BQkkCAiR+2cte1iyprnwPjmXJi81Z\nQDbzl36M1M9ZK/n9tr48VfLw8h2Q6QB6iHX6BlBG4hXBGocCfOX9W762dko+yllBj3Fwtj9dMbEo\nvQNhlC7CeAe4CioQcIG0vurIAJDpJ3QWSak4RgQgANGmctzValMOYQmhEb+1hbGkTiRckQxR2wg6\nMUdEe62eBawgDEoSC6yWvLDldViSGc4778FZhQTf0tysv0qsoC6nFk5eOoM1m66ASKDe6MLqULJ+\nDqOedfsp6pjtZryoSw52wQK1xaY6Eu14pvV+7ATan//85/OcgnCBFMY5O6az3xjnAA2Q7qqrrsrz\n+phl2LWNrZMcc2xnjusWAHEOS0mm9B96LXLPNqHnsC30b/aG33E0S+r35JNPjtr228o5/2+uATXA\nHqInsi+MPcRymMILXvCC3Hf1X4RWfVjCcf2YPimZCrtklvOqAfYavRkpbOwNOdbVND0MYY9NbJ5G\n+Bla6Azso943gkTas6ElG3DKBABDts8//dM/5eBjxKGL1uYhnzv0vRD3bNqgH7dICN31ffUr5HPv\n0UJSkF3L3dP3BK4jq27D/Gq/D/tBQio+CPNKa0JXsR7UFhgAAo9NxuAEsCTrhOT5QwUQS/gJj0BI\nRliFAdPJ6GbGGQIyErQkDNblsDv836FMX/d1X5dtQHM/XwjcGCmfLieoUBsK4Bp6XRBIBE9UDuTo\nHnRGdUCvQDIXQBL4D3yKXSdZiXWnRRt6U3+3vtDXEJHhWAiegiDYqqeOv5d1AmOQPMh45YOA46oT\nY6B3grZ3Q3o2T7zuda+7vPGA9sadEOgGU6lBdC/reN9r44hdaY648cYbd8KlBS8JrECwlixRAKrx\niuytPb3vt37rt14m/MdcCIczP7JhBJvGPOr/Phe0ZL5yP8EmU44NY1YwCszUPM8nIZjlmEDbXdtG\nIlSEydZEEJB5WBtPJYLb+IbgykMFhK2+C92OPaBf8okY20OKDW31K+Ph5ptvrjon4HAZU/y+Nvgy\n/7YmkpLxf9KjJE2oIfyOfN7WXnN0CyJ5PL3MWmj+004zibeFlpnL0HoN0EHYCZKd0VvwO/BtQ9fA\nsbCGSs6Gb8AHf+zmUq3XyVy+8WtAItR3vvOduf9ZY63p/LxwRAGUh9o19HJJqyRBdF8B60MnER6j\nttgIkm7BQYzFnjZl5GdTdvrmHXfcUU3fHKMddnkGewt2hoNlHmXzSMjSA++/fD+4IN4FX6r3EIvB\nNtWerYokQPAt8wcs8bd+67eqYMyegwtjrWzJFmDzwkmntPk39Q3zOT19KoGFwMzYLuxva0tLG6SY\n08VE4K3qw5J1lEnFrV/+Vv7Qz5x9zneofgUwSpoPY6HTwZWsHQJGyyRCkgfDY6y5Y4k13NyBuw6T\nhukpP3sVng/HtVHoOYnkGvwh6kLbGh9illoVdjUdip3N3lb2mpu3tVoPUS7Y2bpk4vRNPmTrZ80+\nzTcl+Yv1Dl7OryOBuMRCfHgSV/FvlvNFeR1zobnDGIQZ45+06hcSm3PLLbdkfiUeCH2yNV0Y/wz3\nc2i8M/rcoWdtyp8w5Rp8SNlthmiDBb6OqTct3FZ+3Fi6vvWsRT7BtrKX/2Nvew99mI+4VzE3h75n\njjwV4QNnS9PzhhTjTN/FzagVL0UP5aOAK/aUXHbIep7vNWwNWP/h0vfff3/2/fCbS5ITeg49VWyc\nHADiocQEmteG5gkN+1bz3VqoAfiAmF9cPDaPPgX3kYiNrX5sH2ITP5TynFhv2YD02VpJbWvVp3d4\n8MEHc7yFeV3iULyPHkQ5xfjj0MCoxbqduuAvsvMins5cyaai9/UkeGL4JcYlfcgYhXcdOyZr1IH4\nJHwfmJt6t17Vkve///3ZTwQDmCo+GoYJl2wxCT0fBntyDPn7v//7rKfDYOghb3zjG5tLqGozZu0k\nqbr4OXMBjs+LX/zi7EvgcwxdyhnuApuWUFqfxr2655578qaWeORijcSc7sKT1lf1Ezz3KWMB1AGe\nIt8q7M57WhPwIeiMMPTaY8m8xa/ELnrf+96X61U+B7kOgr+tXDA7vi3cN1iTvBhi2tS7ePRDsDvt\njzeFhw9LhM/DLtdtosEv+HTK+8GfImcEvRv31XyDj21s8a+s9hvvIOYDn4R/wzhUdonNcZeNFdyS\nQ8pvYyG4p7VM+eUAeeyxxw661xjzwtDPoIPJEyAWwvi12WzgvsYXm177aCt4fS3OZ/le9AllgEvX\nHjvlc6e41mfp7/z++4q2M1/KrxNJxY2h8P3RGcqk4uwFdbvOxwtzhpHi27JTYh4T5ySZ/5i2hVwD\nOBA9ihw6fPtj8NRr14+cPnyuL3zhC7P+aY6W9PaQebZ2WU/5/ueSP++QNqRv0g3W6RuH3K/Gb2wM\nYU7uNUabPs72NA+MkbeoRhu0ek8+GRgz3ZONVyv+otX3n8s1ag389//xuKTczbJSA4lku0iO0UVS\nkPM5LbqLBFisfKv9P5NRsEhknkUyanP5U7DVIi2SzRc8BZMsUsLBxatf/epFCjJcJOOz+TKvK2BK\nGrpIjsRFAlkWKeHdIoEZ677WzWemi9tvv32REiYsEri0SME+3ZR9taDJkF0k4uEigYaLZAx328dW\n32vIvxMYtEiE2nwkcGyRdilbpE0IFgmwXSRwbshH7XSvFNi+SODUIgXt7vT9Hr+kLybwbZESmOR3\nVeetinUyKaqLpKjmOSEByc0UNQHhiwQuLxKxdpEcZYtErFtYD1Pg9SI5HfKRAM5FSmi2U5mTYr5I\ngPBCH2xBUlKdRXJU5nXF+1kjEyizSKB4XjcTUN5CMY8uQwq0WyRiwCI5mxcJSFskQnLWyRIgtUiJ\n4BcJ1MzjJIGdRz/rkBukJCKLtEtsPhL5LZ8TwXjh2jmRPxYJJMu3Tk7mRUqWvUgEuXxO5MhFcsIs\nnH2WnEWHFGGw3yTgd6FekwNlkZxZi0SKytf+jmtnh3ZJxIfnPDuBzItVkyI51ReJmLJIJPJFIu0t\nUgLNRQKV89/qo3UxZySn3iLtHrtIhNxFCmRbJBAnjzXv25okp/kiBe7kfpiINM0Uz7yUiDFZZ0wB\nKwuHPpQc2ou0gcMiOfQW5uOUeGaREh83U+5WC5IcvItEIFskku0iOdwXaYfP6kVlD6dkhovkHMo6\noDHx9V//9dWfGw9IxN9FCrhbJEd11kWToyuvB/H/Mc7JiZ/r29pLl2BbJ9LQIoF2Yzx+52ckcDaP\ntUSmWNDLtFVypO78+xpfTE7jrNumAL5FciRnXSoFBG99VHL65v6WwNGFw7qaglMXidSQD/b11Ovm\n1heY/3nWNZACZhcpGC4f7FbXzslZf1l/0p+/5Vu+JetF5Zlu26KOcdYNesTLpwSm2XaBBSaS2CJt\nwjfpnKwPwvOsZeZRa0QNvCERw7K9ncgc2V7tdb5OxLqsoyYi1OJP//RPT2LdSYHiixTwn3WZRMRb\nJMLKET18up/CQ7xHcqxnPMB1j8LWTomtF7BXWCc9Z5Zha8B8lwiFGRs0700p9Fu4XUqKkPFKOFAr\nkgi8i0T0WPze7/3eaEVKpNIF2zYl3FokglnGk5QjkenyuBjShoHtWAPVfRwpidgiBVosYGGEfetI\npOYFTJU+ps0S0fw5WNkqFua7Kdh8AYOJ8+o17NkBB4tr7+fvRNB+Xp2nzWmyne///KIp4cLzvjPV\nB4nQnf3lsAEH7D0RsXLdwczigP2dgmj/RLZdJIL7Im08mvF3czXfWNrccwH3PDWh//zhH/5hXpdS\nQpJFIuZmHypsb1c/So91wl4LzNI5BS7k8UlXhls60qZ6eY4Y+/2MO36RFMS2oMulxDp5XmBrlAec\nkI7kHNfmsVK0YUoInucfuKy5zjyor/stn0DMi2ljrEUK4FmkZCDPOU/hFy7fIa75XqxbiUyfy502\nrMx1ZK0di4eRglKyvQcDaGk+wKuhX8Ljpxy3+is+Et8QbK+W7YHDkBIpLcL+HFKH0N+086233ppt\neTq7+aCW0Ff4n+C6aROTRUpOuGhJZzS38NHyI/JLJ0J2laqAnaRA98w/SEnqmrDFvTv+hvJoJ/4s\nPEK2Rkvjv0qDzDeda2DAGqBrsMlSkpXnHPQQYq1IQa0Zt+KHi4OtNctcAxfVQAp8XKRNgBYpwHeR\nku8u8BvpvnjHdEVnfx8jfMX0Av7OlDhokZKEZN7PMfcc+7f8yHwE7Fw85pSYJY+1sctxyPPYLSlJ\n7SIFLGedLCUKyPbKIffq4Tc4jh/4wAeyj4WdBgNPCTlzu7XGT9hWn3QnbQVrYDvRc+nvcMB1uNi2\ne431P5gh3hVcjk2cNhnLel8NW5OthHfL/k4JNzIfYqz3vOg59H4Yn37Hn9iKaB+2SEoSkfvRlOUy\np4rLwWnVv/GHxFK89KUvnbJYG58N66OH4S6kzebyAROzZpbcVrh02DlwKe9mDi6F79e6Sn+D9bsf\nfyrs1Gdwdjqcc1wfg1HAOdiheOCf/OQnFyl5wQJ2xe/jwAXHyT13SYG9eY3HtRa3ZAzjaImRuYij\nVbvu+FbMc9YE+GtKrpOxPJzHWd9/bu3zudA7n3jiidzf6Z5wXryilIgoY2BwsG1tCjdmf/FFx1Hy\nv4MPjr+r35Ri/NM1+NYCX4YjG3PmX3aa8a5/OXCfehC8AusZLnhKEJR5jHSSobHEIerCWqduP/jB\nD2a7Y4h7DnEP/BJrnbWEjtSTGFd0Lj5Y/C2xQC0K/SslrM5zAFvA/N2jmGPgpmLM8L35LHoVPPW0\nedMiJSvL3PGebLFNdY5DI3Y2JYlapMRAm7629+f43bgC1nU6W40YFmP5TW96U7Yv0wbwC/H9Ney0\nvV9+/sFJ1QDdiP2BN1Ee+APsJn2OTmQtLP3o1u45BuqkusLOL6NfwPFw3xxiDtnMdHbcBeugmNEh\nhC4jnostD68RW0W37UnEpKWko5nLgFPvHeAGPYiyp832cvw87FA83ymvQ/o1To7cG/BptgAbXt/u\nRSeCRdD/02Yw2a9j3taGaUOko/1FNfqs+PSUWDnrnXAu169//etrPCpzdXEy6IN8XWIjpxJx6Hgo\nMEq2e0qsOlVRnvdcuQr0efmYxhL9gA+PTag+xOLjDMrnArdtWWBJ7EE4dHnIreDzEqtaxaPkxQgs\nOc5sC0fwsd1TW1j74J+wMvm+auad0h6wTDaOIyWuznNg2kAiY9JwafxaPMwhhe0DH+JjWz1KPB8+\naL6gazji2lk+h1rrlPkV/x+njl8ejx73/4YbbtjbP0KX0j/0Ewe8Mq5X/+avCNHu8EpcVn0izuW1\nz3xHrjK+HD45/ctaYFyJ3TxVMR7ZM/wE9FNnXFK+HvivHB/6MX60s7/Hjvkzx/HvGEOwippjuYV2\nxnc2NlMC/73HyabyGz9s1eBgsWXDD2gegevr5/wx2hf/0f9xa9iwMFLzMczc2Avf4KbnDf0534cY\nGb6jHvIelu9vfUiJdvOcwm/ZKu+hLPNF1+YNc/tv//Zv5zUP9iFegQ1wjI/3oufO/3+2Bs4hf96h\nbY2TQe/Drb/zzjsPvU3V3xk/bBpzvTW3BjZe9QXSzfF3xUpZj+m/rdsetetjyPuzeWEr+i8/irw/\naVOdSXJ1Dvle872aq4H/OycPX2kTCUc5Et/5zncu0q5n2ShEdOlRON0ZskAJBHaTSEsA2qY6tSgy\n+npPuM2I4gTXjwALYxtOm+r30M8pLvoTcvTDCdgRDNGrAP4laOaskWyTETzLszWAJIisIwgWMAQo\nTLuGXSarT1lPp2z8ADmRESWl0jc5eYYGjmu0HbBXoIQ1U8CVYP0pHNDmJ2tHEMURaAFcgG9AvDXF\nsY00u61+WkseXpYVaIeYyamJNAzIQzKQ1APhoId1v3wf1wAzoLwgeQYmgAk5QKLtEEY0pwLAlMEk\nUKyWUyOeue/Z+IhE4oBYh3JLuO9A9iSc55IUeT8HYK08DiETMSYFSwTxu3SymW/iiM8Z9mXyb2Xy\nXPMQ8NL/vA9AOIjhyo4AHg4mDhTPo3cCmznpOKsRWjlMeyEJcIRwJAqW5FTzDoiSAN2WBegM0E+7\nMed5uYWySvoMmKM76gchnJcAJIdEIpya+hnnusQLDok4egTJ4h1rngVfsets5MNeEowm2VttYc/Q\nnY1zz7eJw5j2jbkFSQW5zppuM6Ox7XT2HX3UmqtvqwdO7tbmN0n4kOvoAPoHHW1KsYaYB5C2ORkR\njJDqd+0/nNT6n8Rt7BPrk2Rtgg/pPNabWeYaaL0G2Ct0wXWJxeljJO0ymxNrmV844+Ps+lQ2B2q9\nnYYqnwSTCNrmPwmmJEKYSsy71i66LeIH252dWEMkAKL305vN2bvO8zXKcsw96ab0UXaOBAQ92tSr\n74/UIyBScg4J9nrAm1bfwd/mUQl/4D10QgHKPQpCnnHIBoIDmudnGbYGYBeSrrCX+DFaEPOxuUX/\nhVvCUFoQm3rxYU2VBEZbWTPYMNZP2J5xzs4yZ9XSgWBbsAnjMfSz2PRFmYh17EUp0XvgdTAwtocy\nwV/hMPA0iRjivHotuUok411tb3OxxAQONk4c5gY2EPIzYiz7Fz7qudsOv/d/vx9C9FUJwiNZuI2h\n+M9hT5Eo3Lpf4rVDPLfFe8DfraX8ZrAsgQcCo/hIjevWMIF96lCf9V4SeQn+0r50BkkJ6I7nKIiG\ngVs603GJQLJIJu6srrYJLN0cEAesPq63neN7zu6xKuZJfTCCY+JsXfE5fzf702/h3J7FF0CP4quI\nOUmSJ23MDxHnuHaf1sS8bb0QoCgxpAAPCZDwFi5qixrvAveWGHtIQv+x5YQV82PA21tIViZwmc6r\nT0rkWWtOEUggmIFvmo0wtI8aFi5oCDkeNs0nPtRau67N+XkR7/kSYc9Iz60EyFgz4MyC8ugHtXQA\n/cVmHewkAUKtJKKC8XziE5/Iyc70B/OueQiZl844y1wDcw0cVgPsHr43RyQXxzOgwxDzeiQSj+Ti\n7P05OOmw+j6lX9E1JEyBrQn6pQPDpWEKDlzdIWw1vB7+TTbhVP7pY9tNMDW/usRngqTxZHsKwBSQ\nj09pXvAeeGKnKGwe/QynWTIaPAi6BuyhN184nVYSB+OTvcZu4zNrRa9b13+eeeaZHDMCS+Yb+pWU\nvKgmD0RSFs/QxpLit+hPk6AEpwNOae1tQdQbPinsphWOKLxUsJ8NoHCXJVuQRBxHrgdfHPyIXxTO\n4ZAIPK7ZfpIPEO8CizEfwarxGsI2hjfZsNPn+jLbMfCn6De+W2JY7lMe7Ct/O1u36IPqEzYnaQHd\nDyYdPHB64Syba0DiDdxXyYbgg7hV5mKchSH0o81Pfu5/YBs4a2IKYOzKYTMuvrs5Zue5dbXpL+0H\nC5WIB+bHj2VcioNgKxl35kNYMgwY96jkdrsvv5ExC19S78an+zpCjLEywRCcwwEvhv+0gk1FeXc9\nqze6L31SDAjs1Pwc89eu9xn7e2K2xIA6Whkr7Cv8ZMlcehTjRgwK/pZD4rUWhV0Lg8brkrQa16tH\noV+Y7/ke6brw9V4FT1yCSWuY2Mqxk2nVqDfvwQ+sf+lvQwk/JO6AzWSsXbV8jfQK3Hh+MD5uOMcs\ncw3UrgF2Hz2sTCjumu3kfwT+EUnF48yWZuPMclo1QPfmy+SXpm+KCaUn8Ys7YMhD8o35TcRs8VHa\noOPee+/tjmvKToGx08PY9hLS9cL7xZ2zXsJsta3NpmGHpyjeFbdc+7BFJBKFy9Ode4rrNCbpoDYw\ng0UYN7A6idBaFfgNXog4UfgnXbqW3QozEKNPz4Ud0XWnFlivJNm4mMZYC2Kut4azgW3uOoXEJrOw\nZ3gef4Ux+ZKXvGSK4gz6TPpTmdfAWHUYv8642OUBb+YjDKy6LIw1l+0B21o9l5+V1+X3cK4De2HL\n4khHsnBtYMxYs+DSDuuYex0r7suG4u+GyTuXuDx+knLxq5U5JsprZZ9acOqsHex/PgJcSn5c/ONv\n+IZvGLR4xuWm5OLxubO+syr6CezT2qZcfB0O+Gqce1rryveD9bJN+FPiEH9vTYFhmF8lCI9k4epg\naqyXfmujTL5wvuRTwFrKNll3jdciJkY/HmIOWfeM+MxcyVdPv/hkytNjrjGnWEtiHmW/mNvkD+PD\nsaGIDdvGnldg9fzQ+GKt+H2jHi86K7MYLHobH8QpCR8tfdoGp/qOOR0W14sN12NbwGlhtvSBWZ5f\nA7/+67++sIkXbG6KeJHnl+j5n8A98ESss9a2Mf3xzy/NYZ/gfMDc4ZpwrxY5TIe9WRu/orP9wR/8\nQbb52TdygdkksLZe0Mbbz6UYoQbm5OFlJQvwQ1RFegOmU3R7nJiBFBKgWwgR4wVStkLgLOt73TWF\nUrB17wm3ESoFDwuE5AxCvOpZgFGMMO/y4Q9/OAda9Po+jFhJZo2P22+/vdfXGLTcHDyS9DIsJOlA\nFgS4M+gAmgGADvrQA252qsaPwFfEKPUuCEGd9ybWTw4jyiqSPodEbQESRrJwQcqcAMBaDtkA5IdK\nptpy8vCynhmXkUhcnSDul4nEW16LtB9HgeATgDVnFj3sR3/0RzcGUwCeBBwhSWojYBQnQy8iGZFg\nQzpDnGNH2HInWP2aPuGQZFywBCAWIMqhwdESB+eZ63VEcL8xz+gXHMnmdoAvp5skVpEcKepPAhFO\npvJAQjfeOWStEZucBUACiZ84KQUkeAdtaW64+uqrm1lX4l2d6f+CebybOmETINpwDvUigsu8g/of\nG6xfV0cCTyJwYZtNpe59T9CPM/Bc/+SgYhdYFx0zge65tcwprZ+aLxCSkDhqi7EhqZzg4helIBF2\npjE9pugndHiOeOQH+qH5akwBNLO3zXHWHdd055bEOsAxg9ijn7z3ve+dHEjkfGaD6UPWM2s45+c+\n8u///u+XE4lzYgqaQOb64R/+4XycKiFvnzqav9tfDdDnOPjMLXF2TT+ExVgTjZlIJh5nSZQ461ux\n1/ur+eFLDFuxRnGU28wJ+XRKIpGNGwRAwok5ShETapEqENbobfolJ2HLtue2lqdXwXMFMyH/Cbjt\nXSQRtAEMArS1d5te3vK72kBEgAX7FIFq6KSAY727RLxwGg51CTDH1mPHes+pn6O/09Wtpy3ZkYip\nCBUwEphmC3Mle0ZwKGxtaoErw8m1HeIiwkngms5j1RdsDVa37oC5EfqX+YhdTB9zIBWXZ4GqvscO\ngrnBPp3jgMVJQO4c1/6OI/RB742wzh73P+dtot7gf4EDlmfXq0ckL4fxwZPoo4KAYO90UbiYQN/A\nZrzzOQtdQR9FrEVapafznUpyimDdg7Cj+Xph8Tbqoh/aPNFcwLcy2xfPtiLc3LiV5Ab+AIeDc7PT\n1CE90ThH2kJg9xlyt8Pv2AbrxPj0m01HBKgIjhKUZ66B93qW8W++sJ6Yj3xHgrM4fMZnQvgAzEmI\nkg54SSQHd+6FbGYulAhAf2U7S1wMD4Qn1QqWW9du6z7TJgL42FxTi6CPq666KieblnC6FYFPaivj\nBiFWGWuIIAdJQq1b7LgaaxXfJX8RXyTfV00SsvcQVABz5hfEHbDxagtifnvlK1+Z5yG+nBp17T0F\nx8F7PU9AZgsJ8cv6h1HzjQioNSfrfzAX515t7vL95uu5BlqoAeOMTcJnHAc+KZuIsL8imbgAJQde\nLHtnltOsAbowvRwu6KBf4M3YbBhmSE8cEmej1/NB08Xp0pK32bCkN7HhhYATWIckJ7feems3Abjw\nE/q2gFXJzvlb6OCnJtoGR8n70Z8lotBmLSczWdcGbGKJ2+ix7BPl55fwPi3rR9YV3BeJ6dnfd955\nZ+bC1fKl8dfhUakrHB86ZKsCFxH0DP+AZbcgfOTme36vFgV2ZN0QX6HeJIeXqLSW3VS7DtimsFCY\nsQNGFtfO/uc7pcC9xCxJbKwO6GZws+CXGgMwM+ssnEcyGPOg+c94DFwr7mn+gJW5n3XewefjiOv4\n3Jl/1/dnfPPZGlTX+iPblQ0PK8Qfc9TCNcwduALWNWf+MPOejbdg6bM8WwP0HHhC4Lxw3TiMifK6\nTPLt18YTXFSQcYxBfqEI4uaT0g4hxqE1rjw8X4AyHQv2yk90KsJu4L/Bk2RTwrHolM69iHLjTYvr\nkrB4avnzP//zbHd99rOf7cYPtqnOJK3EW5XYil+vVZFY07wpkbwxWks3rf3+8G36NZ+F615FPBas\nWlIr45Ku0buI9bOJKd0Vx3wogdXgFNB/Jbnlq6whfPT4+jad0SZiz2eZa2CKGoCF6Pdw6zKxOP82\nnz5hp8CtI6F4nOHbs90yRasd9kw8Kr5uh40sCewrEobXSKLGTraO8kdag/B+8Zp7EmOEbfj2t789\n89jgb2PEmg9VRzZ4xKNit6n/MWL1hir7PvfxfmIe8CHMXfRkOQ56S1AMq9LH6M+4lt5BTHrLWAR+\nJl3s05/+dMZq5DOCbdUS2Jtk6jBMuQds7taK4ITQ7+h2dO+phW9NOczFU/PP4ahsWOuBPsM/jjcn\npn/KGKWx2whuDM+CSRvb+jH/Ci5VcDVXz/hG8ZnrwNHKssOfI3Ex+8JzJJqmq+FXSgAJU1XXcfBP\nx/VF3EUbqdMjIkG4s4MOCdsjMDs8fjFYZXJwG/qNxZkv6+TQa4mr8dv4v8QCmGMkEoc/1rINV8sK\nu2Ln4vXBUiJXmXbWFoHHuoa/ln1CP4Blx1EmFi8/46sOHHb1+bX/1mfYHpEk3JlPlh9AHeM0RqJw\nZzrqRX20dplX76//lzGHQ266s/qslv4WS48Lbg6rIfRuOV+sXw42qXkKlwbHBZ+Rzy7s15KDpQ/x\nJ7BP+Y2CfxUcLPYs318NkUuHjcyHRe/uTeRkk1dL7NNUm43UrDPrrnmdrWDsSvpPd6Uj9YpX16yv\nY+59qvnzjqmT8rf4BXRg2IhcKa0KDMEah5t31113tVrMreWyJsCerB1yEswyfA2wOcyr7H9rL8yM\nXTOVfjn8G853nKgG5uThKt6CYQJG9EYuRMhl0PcoducC/FCYY6eflgm4ZR1Hwm0Ah8DlXo0+xC0A\nOWDwFBLNGB8SfkrYYGfc3sjpZR+z+2Yk1kR4OGdhzAusYZwC2AFEgADzB7LZWIDcPm1wasYP0Pmm\nm27KCY+RxTkTeyZhIqkKkucwlDADsQjANJQgoMfOnYISALQIWNek5CWShUtsUWujjFrJwzkUON/U\nnSOujcfyQOgt/2YYAKfNz+sO//MbgDZHlb5GF5AQQp1F0KTnO0icXTM2gozi7LeO8hq44/B5XDsD\nlONv19sORGa7wkq6gfBKANOMY4lp/L88GD7l33EtOQZiBPDSLkvGU/ldZfBd59YEaI+wDPjVx72L\npB8CYr2PpMoCJTjhtfWqaJOyvv1tftcHSgeG3/keB1UZNBHXJTncNafGqqEJ2BOYZ83YJzASMCip\nDscLBwUQWTJF80QLSXWQCJHFlZHu5j0Z2uqqNxFYY9OEX0lJxAV+Tin6MEeltcCY3Ef0eUErSLcO\nDm5zFIDvmjTnA5rNE1M74fd5p1rfNX8AhwRhIosjWMUcX+uZ7mu+EuRm0xmOdwGVY+ow+gMChDnf\nmighqnKY58YU85tnc25LfiO4oDVbCbFH3VgD4RyS7k0t1jrJda0LEggJ7jwk6TcnFNxA4k1BZwgG\nnJOcUA5BidbFWeYa6LUG6IlwskgoXp6tlQQhKMhCCEMOgdM+G3Ne7rWOhyz33/3d32U8hZ3KifMT\nP/ETQ95+r3vpK+Z+mA+CIIdSTd3WvM45yIZ4/PHHu+17CII2RaFP0EFr1tleDXrEl+FodEU+D0Gx\nvYqgCzoMvJ09Ooa+W6OuBMchQcKw6EEtYq813nvse7If7dqOLN1i0IY5+tKlS3m+QRYb24ZZbQ9E\nVvMELKQlgRca7wg+5mTjBRbFTyX4aqrxA78tk4pHkhQYCGwPDhsYKyxSAEokFYe3qW+JTlaPIKCv\ntgECjqAcGC9MTpAEkmdgyevOgS+XWLPP4vA5nJE9pZ6d2dVlMomyHGyqSHaMPApbDozZNfzf2brp\n2hleE5jjKr5Y3nvoa+/gfVbrBU5e4uuuvTNMZdsBi6WTO9T76rU6hcXRIeCw2pwOrr4Ch1am6BO7\nvG/YsH7jujz7fdyrPLte/Xvdd5Xfezt8X3nZEw7tZD6KI/wBJfYfeLvzpmt92fiMI+7P3+86zurJ\neu4c11Fnu9TTId+BGdDVjdM4jIE42FgObRrtujou1Ifyehei/+hz+ofPXpSC4dljCIqCR4yJSBJu\nnBhD3lMfVR7PcS6vlYc/3qZ5fqMulVf7hWg784h5Bda+7vD/XoUv7NFHH82kcJsIwrsjsZE5tRUR\nVKePCF6bUsxpEiMIItR39NOWRPkEAfPrWtdrYZPGyQ/8wA/kcexZ+EZDi8B/vi1zCX2en6Km0Dn4\nVgSLSmzDD2r8Ty3mLDaN9Y+eVotXZ37l8+CDwD1oUbc3N8Om+WX0O/OVQGRzVs/z8NR9bH7+XAOb\naoAOywaLQLZILm5+pj/Qn43DCGajj7mGmffKP91UF+fyOd5MJAvHFaNHS6JHnwiscGhcxdxuXuf/\n1afwLsztte2VoduULx8fUXAoXCE2dh76ObXux/8rWR77VZB3T0lldq0T3H6Bwni77GO+HH6dWrrV\nruXa93uwE5s9iVMwR2srm+60wAXb9i7WFHwTejabRewILnlNfZv+zI6UvIDNK06ldRHgaCMfSVhx\n/KYUSRDYvsokqXnLElguPFcSCkH5+pc2b81mP6YeYSLeDzburG0kxYeN8tHA2SIJR4lreabvWMNh\nqqHHsaHwhmyiBeuyDvudecZ3jNXAtWFqgenRD0qxZsOn4STuGQdsPo5I9uHvoca9MipLic8rs8/j\nWP3bOuf9th3qwBH4tLO6jyP+Nq/FZ64dJK7Vtfpz+B4sE86pLdR1Kf72u9XP457ld+MzZXRv7+8a\npml985zV+/h9+ZnrOIwRh7/1Ee3pb9ermLT/aT9HXAcuDaf27Pi7PLMN4vD+DmV19nlZtvJdt12r\nU3UMM7IeOowN3O9ISgO7CjzYd0tRXof38Hz3U4/6Bgx6VWDO+jn82Pf1LWPCM/wNF8Pf4E+Dl2nr\nEImgcere8IY3ZF/qIe8b92rpbM6hx+PquLZu4U+L/ehRtJH+JBnW1CIRsDGk75yCiHPCVeWHbiE5\n+6Y6ZRPZ+FdsH26yObBHiUTocG5jtNc5BwalLegV8Gp+8N6FPfqWt7wlJwEZMpm+OCEcejEextnQ\nuE3UO/vKXC/WxIYYU9srUa75PNdA1ABdMBKKl8nF6WuE/hmJxMszm4hOOMu0NUAXx1OQLBy++sUv\nfjFzodj34l6c6eQ1hA1AV8H71U9wvyWk620NhRHA1Y0DGwziJrK5ehBtwD9grRSnbp1piacyVB3i\nJEYcLdtSDC18mr7Tk+BU2KhGYjMcKnagTcxa9guy85VZH4N38oHU3gxFvhsYgfVJfhjYXWvCZvjY\nxz6W44cl7Z1SxFuwyeRqaklwCfHixb9bq3CJ+Zbo3uckcDO2TMTG8E/tgrvDz/gZ2HTWedewTLiZ\nPBbmENxneCt7wxG8TtereJ46pw/gh1qzYZTKZozDSWF1geuZk+DeuAsR++fs8NtTEuso/enhlHDW\nOLL+8x3ekBKJ8zcNLbB3YwLmIJ4PR8SaBvssMdHV58K1YYiwW36MwHDjOs4+1/6l6CeRXDx8Dev+\n9r1DxRjHi9FP47B28ynAvVcThcur07odIVeK+YovXEzVqfX9bW1Nn2cLin0fSuQMgtcab9Z2vgdz\nilgbNgtsZpc+IXE3H6Yx++XEMQk+lgTk+hs7BA9LHwsulmvHEPo9vQ3n2fOG8tcNVce73Aenhd+f\nznCKNoM6MF9aOyXA19fERpln6SCngJHu0s61v3Nq+fNq1BfuoLkNX71l3ZeP8uabb158MsXzt5Zn\nZtd2kRcA7gXHEbMwS50aoF/Ky4Rfww655557ss7cG/5Xp3bmux5QA3PycEqsoCNAod0FKWk9CsVL\n+d/61rfmJFlIuRL29SKAR0QlZCaBVQJoexQAkkBBRtZnPvOZ7pVe4BTSsiQtgJoa4MxY7Uw5oTxL\nmscgOVfheBZ4wCkioQUytYThCBOtG2mnZPwIbBLkCgwFrjBYTkXMFZEo1o69yFKHCDDMeuBQX9Zp\nwKa1ggNWYDJn1S7g/iHPL3+zKXm4wGVOAAq6A+AW16t/x//8JojSCONBoC6fF9cUfKRL710ePosk\nHXEGjMW1M2AvCNRAOvUnQZFx77uAQGAdonCAap4X5Ykzp4XD33EO0rlzeQ2Ujs/i2nn1sLYAzpFb\n1QHiM2eJd/R7zpTVw+dDSNSJ+onDZ+WhTwXpXJ24do4jyuFvom7iiDpyjrrwLt453inqxnf2EfWk\n7YGqDu3mGeYR+oc+pq2J7wmk0L6AWAlLJFGlG3rXfQVhA7gnIQK94FABgnLIOAD+HF8cQNYg/XEs\n0V7AdrqzOYZjSACbJI/GT8+C3Cxw6+mnn768+/EU73PLLbdk4qe559g6NZ8ieALMHJxd2lBwsPUg\nkonXImFNUX/7PtPaS59jS0nCom7GEAGV5gdzEvtTsMCYwlFPP7QBC/IkIoS5bmx56qmncjJs+oqd\nYoF2kkW1IhzaQGf6P4fjfffdlwkKU5ePc0+SQuuBwFzJ4K1fh4i11TyBMCRhC4cl57sgD21irjh2\nLjqkXPNv5hqoVQPGNd2+PDjLrbt0TsJxEAnFy/OLUkK7MWyoWu/e2n3NPxw01qNr0iYnAp+mcvor\nCzIpUikbQHKt2gH07Do2OlIbPQ0BrkdhUwmcNYYEYCI09C6IkfoDMhwifq+CHGYt7z0okr7uPSQ+\nNk/sQsbqtc2mLjf7EEZiLAduM3WZVp/PbwTXRE6VQGRKgTXBb5WlVRG88OEPfzjbukjb1hzkRsk7\nzQ2H2hA13td6wtfpgMGWZ0kivIsDYbkU/tAysbjEJgJzHN4XuZO9yYfwKylxGT0PBuJ/uwoM9q//\n+q/zes0Wk6iI3ggjpsMgUknsxL6HXcOwywPu6O9VzDuwcT5Rv4PXlIKADavgeyoTtbiOdw4CNZvN\nfei6cfa8shzl9Wo5veM2gYnq857jCPzc54H/rurJsFcYbon1+ozeVR6hg297fvk/zymfH2Xw+WpZ\nApOOuo1zlKs8Bx4dZ//bV0rMPMroHGWL8kW5yvtHWeL56kjdGBuObaJNEMLj0HeMDYdr4yES1CPW\nu/Y/z4KJw4j4G4w1h+vwQRh35fOV3Rgy1vRNfTQO9/aseL7yhG8GHg/nd1hr9Dljgy0mcYCgUYlh\nlMd33UsZ9Tv1oD8bM2VZok48xzu5p/5/5ZVXLl75ylfmDXqMEeMlzu7b6hoX73PIWZATPUkiDPUr\nQQpyuPcfyloAAEAASURBVHrQ71oTgZQwwAjynqp8dH0EdJh5q4kGjVMbUT6cggzoPrWSQBtfkrEZ\n+3BC+MfQYowqvw0bBaLxK9UUcz5CMdyUDw2+y682tVir6d10GoRsukkNsa4gIQuMhx87tzr/2WiU\n/c1Pop9I7iNQAmYyy1wDcw3UrQFzBb94JBPHA3YNO6e30SME/JpHYaZx5lek583STg1Y99iqbGCJ\nWT73uc9luxeGEgnDa2Lv7G4Jt2HEzjjYvfEP2Bo2HeezwBeiR/CR9iJsJvoVuwCPCEepdS7rvnVr\nfmJH4F6Zm2y4DZfrbT7S13AzJGVgc9+Qgv7prIdsGL5vHR77fckDjHE2KJvTeKndz+AUbFu4lsDG\nsfg8x9aV36sj/g3YB+xiKjE3WB9gL70IXAx35Xd+53cyN9H4YBvbbAgOdYrCLmKXw+wlLbAWwcn0\nITxNcSj6Ev0NzsUfCw+DncHYSkyYHrdJzJmwO4dnweHgq2Ev0ilgcQ73UQb2K1ttFZfTrwN/hI0H\nDgirjHvCNQILdB/XDveNIzDbTWWmk0Y5A3ON+yt3lN3v417ODs8vcVfXPovPNz1z18+VI95XOR3K\n40yifGUZfa5s6lOdOPt/4O5+G2WO8sbffjuERDmjfO4ZZVytw6jL+Hzb891Dnbh/+Qy/ifuU77TL\nPcvnaX/9Vt+ja8J6nfVDR3kdf4ePJbBsfWmdGENwGj4gnGi2kefhUsJx4N5wFnoWfcv79S7mHbxR\neIx6hZXeeOON1bCqsepLskUbqwvSZw9NJTY1lOCg9YQM+9ZPYNXWqrH5zvuU1brJFtYGNiU3x/Yo\n9CHzjkPyTXNsj/LlxEdmX/PPww/47XoXyTXhBnhZQ+LYOAnf//3fX50PQxcSM4MPD8PBlwxdoPe2\nmct/ujVAXyuTiUus7G/8InqluZ4fEHYNy47E4ng9vWFHvbWitmG3wh7YsGxU9Y+nhaN29dVXV1/D\nbFpubpasUuJauCE7tSdRb3jLcjdcc8012Xeq//YiOBdirfgIbMjJ13tqwtawZsIov+M7viPHAsqt\nA5vpSehm3uODH/xgxtnf9ra35XhgNnDLQk+ScwGnlJ9Ass7a+gsfqvgIwgZqFcPH+8OVUz7zcO16\n2dZPxN7AUujKLQrOLG4dHw2/Kt0B5nz99dfnGMoWy1yjTHLkyBPE9hBHD0dbFRtVR24SGIu/fQ8W\nAG9xmAt3Eb4wSZw///nPZ/3NJsF4oj5nmxD6Wsyn8FIYcikwPbZk8EBh5OJeca7Kw+e92s7l++Lv\nijt/OPEF+UfpBDckf6L492N9/nxFYuVgnMHRsglGjUSdfAC4iI4yqXh5Hf/nkwih22vLiw6Yr7na\neF6XKFxeENz+ONgJvfUP9g7cwbvCVHrjYESbHnrWdvB5PI5jhI4aGxzhxvJT6PPsFcchejd+hjmJ\n/m58hri3eP9IJs5udc3HZ0xYpyUVD/6Vs4MNtY8NYx5VbryQHnO/8Y/RX/C2JdieUn+Jtqt51if4\nvWG81jh5geSGqL0RTs13auHep5Q/r2Z9smlgDmzalsV8TO+BL6zTT1sue5QND56tKobzmJxicb/5\nvLkG6Eh892wbeRNhUfC0WeYa2LMGzjt5OMUEQURSUAZoq8DXRY0KXADsMJiAnhwEPRF6BJcxThir\nyCW9EiMZQoLAJDCQAKKFwL2L+s62/wOnBOZKtAEYrp1waFtZjv0fovodd9yRkzQDQs9NgGwAYUqD\n5IaCDwQeOA4BA6aqv1MwfgABgiUAGZRlAGXtAIQp2kuANqNAv0OyA2pdBPhw8gCsrGWOf/iHf8jr\nAtAAiA+Mt4FBAOhDv5c5XJC/NdXOng5/O+ziK6EJED4+dzZPrgoCKpItANM5jviboRfkdQRg1+rG\ntbMDsYyzwL2GFkD0H//xH+eEO4iFnscQlcCqdsIdRF19HuAPlDcGONN32eULGSZI/c7qvvw7rjlg\nbBaBvAF0YiD5XyRzKa85ZnzuvHroD3F4tusgesdZ27h2D4BDJP9wbQw4fFYGM2hvhG/jXnKSSJTD\n0SMgQh/TV7S9Q1+I/rBLX9B/kYgcgNi45lhWVk4H8z7HlgMg60wH3qQ7Ip1IhMGRJjHTUCIgSxJx\niY6VTzmAhY5aG+AAJJED3ve+9+X6EbAiwCgc4UO925T34XiyznvHqZIEmjdflBJzSOQgYfHQYlxF\noINgB0np9V+OlHDeXrp0qcocOvS7DHk/TmwJ8AU5AuFrJWFZLbP25pxBljOe6Gu11urVZ8ffnL76\nu34h0FMZrG9jC9IgPc/cK4hSOVqybSXWppcRQTMCVKcW67L56ld/9Vfzmuh6iE116JECDxAp2T/W\nXztesm+vvfbarJ9N/e7z8+caqFEDdFrO2DKpeFzDBYg5Gl5VJhSPa7bLLLvXwDPPPJODmzj04E4w\n5qmc/ewgZA02lznVmlybFMTugeeay9nybJsehZ0EH0OkYSPbWKh3oYMjrfJ9ILP3KnSr1772tRmv\ngCPU7tO16gmuTgf58R//8ZykeZPtXev553Rf5AS4Bd/MVVdd1fSr083hYhz9d9111yRlhVPDnNhy\nQ+jgY7zElLjmkO+HwA/D23Sws2EfcVhz4Y+rgkxOf2PvBLYcZzqfhETuJUGRuoNvwiPpfgia1jzr\nN7zQIYDGXLt6Nm/RcRzltfJYR+OgE3g3uKznIrNEEmd+YFip/8Pn4KW+f5Eoi8O7xuHv0Lk823sF\ntuueDvf3+UXifQJ7hcdvuva/8v9w2/gszj5T70iyn0ybqjhg4BI8XHfdddl/jGTrO1H+i8p3yP+9\nvzXU2km/0bbWIfMjUhFcPZLmOMeB0Bufb7ve9L/4bXmOeztro7Gk7K/a2KFvO+s/ziT6TpzV3bqx\ntq3c6jfGnbM+5PnqydjlRzLfei7MFgYuwIivi09AgiSHcYNjAM+QHJjP5hzEPIijQ29FLuevgGnS\nYc1XLQsMlr7BD2NenUIksNZv+Px6IGjSeyTms8kRPlMNsdZI4GH8se/43GqIxOG4J/oroqwxXlNg\nO7B/Zz7rsbD/be9k/F7z/0mqMIGafAdY9s/93M/ljSL5+Ky9rYo5n+9Tv+AHNa/xhQt+65UM3mpd\nz+Waa+CiGqB/8h9GEBtdwzX8lH5KJ6SfGaeRVNy1zYFbnmcueu/e/o8nJkkV20WyCn4MiUbhFA5B\nlGytmgLnl5QFrkQPl3SqRw654Hc8Pe8jUYZ3Yq/0IvApfmz2Ga4DXPiUhF5AF4YJmmvokuz03jBv\ncysb7lfS5na4STgaOGU9bMgKZ8PlkFBDgDpegoD72iKQG+/V2mK+66GuyjqBa+AZ4r+wg6YQ84JE\nEmwCfa9HgR3EZkP0EOPfnAcfOjXBXWMrshnNd3zY7CRra3D62O0X4T5wOlgyXcF50wFrdv/yiO/C\nZv0fTuf/wTd2Np/pW459JHBdumR5mM/LA5YNK4hz4O/xWWDdzv4XZ9frDphyfL7uOj5bPftNfBa/\nd1Z2+L3kKnA5CRr4/Y11PHIY5ybhdxCLggcu+BnWye7F+d1Fj4a/Rlto510Ov4n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A10Pr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\n8cAOs0G5PiCO5kX6EeMt8wjzIRlPZZPU1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CPoe0Llhdyqz7g4uYNvS2gNkIAizx5NCMt1\nVd3wprrM1am+DN6ErynC13mVoDAvCQ68JHHyQpRoyB74q4VgYXhTQ9brHD+i30kAnhchU+0n+BAl\nUNJL4mQvomsebKlawRcvwWL+gAMO0PUC/ZcxUoIc9ZzVfm9/73wWiPw7EsyjGFy0H6nHEuxXrr76\nai8JFdr6bzSG4rOkH1sxC5RaoBH/jgQ86lgmwT+lp0vk/2DiIkDiJbg7kfNVOwnYgwi2ehFubXh9\nUe0alf4O5vCTn/zES5JFL0Jflb6W6ufgtYwVEuiV6nVKTw72AkYsiQ68BCWX/rll/09/g98mSSrV\nT/Wtb31LuXuvvPJKy7bZGmYWMAv8ywIiaubPPvtsL0FkOu7C5YFXLQG3TWOLrB3Bj3/zm9948D3W\nlCLopXhytB6U4EQvgbn+iCOO8FdccYUHm210X116T+FVH3/88YrJwSmCBxtqYR0CViUBGV4ExJq+\nN3nZgXmdeVaCt7wI1OdVjUSuyz6HtRr+HPw4EsibyHnzOgnPKxyDxRZbTHmkefqdmrGBBNDqswK3\nS5LzNXOqRH7L2lKEGL0ID9TtWzR8OpFb0JInYb8swgE6b0fzKfhKjx49PP5sSd7RVLs5p/EhmzJh\ny/4YfBo/CHFF9BP6IXyGCy+80IuQfRuPoZIBwK8lya9yH0S42RO7wHnYf4qAlb6v9Fv7vPNaIMKn\nwaoaLW+88YYfOnSo8mvgmkZjJ6/4RwyfbtSyrf27RvBpEXHR9XS93PG8LBnh3ZIIO68qJHbdKFZ0\n+PDhiZ0zrxNdfvnl2o+YW0MuafYvEbBQfIQ4tKwLOJqIaOm+WcSasr68Xc8s0FIWQAcDTjTzENgJ\na7NNNtnEX3TRRU3va5s1FP5BcEwRLvbwosEAv/vd77bFEoIHrin8XEnY5UVQULkQkjTJl+JprGEH\nDBig+CFrTni9oRbipYgBpu3YpBHeSBHazpqBeKF11lknNx94UnaAEwt+yLMjwk6eexRywVfNvg2M\nC6zh7bffDrI5YB/Rcw9Ol2eJYiJuuOGGuqtBvwohrrXuhtkPmrZAOX0SuKzE1ErC4Ib1SfCl4Eeh\n71kxC5RaIMIHmR/g6tNPmM/h77Fee+2110p/ssj/JfGYxgqfc845XsTFFRPkPGDdrAtMn2QRk9kH\nYgHwQbiTrIHRFoHzAlc/jYJ+CVoNSRX0BSQpkpeEOV6SbOoYfemll/qTTjpJ2wUvFI1C+DrwA3ge\nooP1GJwOuD3oAvXr1085hMTITJw40UvyPl1Li5C5xi2w75FE614SeidV/YbOw35SEio39Nsi/Yh7\nx/4TflVpYR9GvJEk3vKStFznzg022KAtrgk+Edo3u+66q5fE5n7ChAnaB+BOhV7on7Y+Df0uplP/\nRvR8WAugcxJKgcsFJt2MFmBR2go/XZLyqS5CUepk9WhvATBb+hzrAbQriD+00nIW+PhrNEkm12CL\nLEo1Y5+Q25wApMG2g4qj2E92SDJdygY12LbIQtVtscUWmg1OnNxOBpFg20LGJrLzkDn+mmuuCbYd\nArhrZk4yEQlZT7OshdoYcX5oNnmeEQkyCSKzhTgW3fz58/WQDXNdphcQwrXC+FZXo+3LNVlAyLv6\nvS233FIzI4uj2pFNKYlChm/m1MCXCEmYws5RYoE777zTCdDkGNcEUNRMiklmfiezJ/2O9ZAVs0Dc\nAvvvv79mG6cPJlXI1MhaVcg9mjHL5tukLNta5yE7p5BSdc9Zb8uEKOJE9MmxZxXh53p/nun3yfLN\nHk7Ib46srNE6I6tKsF8Rh44TUouufSWwKKtLL3IdIfk4sgmPGTPGjRw5UrPpLfKljD8QR5wTYWnN\n+Dt16lQngGrGNVj0cmQdFPKjE+EBx9hM3ylSEfDcHXrooU5EDDQT57nnnuvEAVqkKpati4Cxjvt9\n++23q13JDi0OXLW1EBg0i3DZH9qHZgGzQE0WEMe7E+EHN27cOCdkBiciJjX9rpEvCWnCSXIlzQYu\ngd36KmQ4x3shlusphXSnGYPJKC8JPJyQRJw4LXWcX2211RRbbeTajfyGjOUSyOuok4izBY3nYl/w\nXHCNq666qhFzFOI3rEmEoKN958knnwwaz5UgDNe9e3fN6C2EpSDw3EqdQIhXTkg57le/+pUTwZJK\nX7PPU7KAEN2cCBc4CShwQhqt+SqGN9Vsqk73RfAmCWBzQsxzQl7RcVcIm4nZwfw7iZmy5U4k5Da3\n0UYbORH+diKup2sX+kszRUQzFOcUEr0TcUDz7zRjzBb9beTfYa9CH0yiSMCGE4FaxTHguPTp08f8\nO0kYtsXO0ah/R4iKTgLMnSSFTcUid9xxh87/khTISVBSKteIn1QSCOq+WwS5HNgqvoesigQN6DpH\nAg50rhBR2awu3XYdMAewDngIWRZwGOZa8GvGK0nemOXlc78WeydJvqR+LvxAkvxBsbGf/exnQeDl\nuRvQKmAWCMACInSkvlW4DpIkwElwbZtPCT5Zs/uMaiaA37NgwQInwuKOeSZ+iICK/pyxl7kHblH8\nWHvttRWPrnaN559/XrE4ESJX3ztri1CLJFhU3gBzswT3OUkaGWRTJJGVE2F6rT9cCBEMDbIdVJo1\nIbz9JZdc0onwhu5pgm2MVBxsAF4BY4MItOh9CrE9rFvgjNAe1o+s5/Is+DgkkNwts8wyup5mTV9P\nMXy6Hmt1ru8yp4HXwLuBj8s6PfLXJmEJw6eTsGJrngNscK211tI1FngenMFmuILw/sAGwaUnTZqk\nsUoWf9CafaeZViWNT9PH6HfTp09XfiD7IeIaLP6gmbvUmr9tFJ+Gz/zwww/rflfEWgpvHHABeCzw\ni0QQqPD17aiCcH3hhhD/usYaa3T01cL/jRg/9jWMV1n6BJI2DGMrcRDgGiLglOjpTznlFI3XluSn\nmfPQn3jiCfUP9e3bV+MXQuCYJ2p8O5lZoAkLwDfGx8r8IyKQjnh/SebriHUgvoT9RpEL+hesH8Gz\nwbYjfFtEdLQt1F3EnBTPFhE+N3v2bI1nHDx4sBORvmB9bGCG4FRgXTfddJNj/AuxiNCcE7F6t9VW\nWznec69CLfAWDznkEOXwELfInibkgh4L62/wARHc1riItP1UadgLH46IPOp+Ex4e6+y8Crok4Db9\n+/d3kpym7mpgf54Tnn0rZoG4BSIskP7F3M3eJalYVdMniVva3sctEOGDjEmRPokIfse/Uvd7uLCS\nLMY98MAD7pZbblFetuGDdZux5X/A+gS+CfuXb3/726m2Fx4qvB3iVrMu+Grg6RBTWe2QBDaOfVFU\nwEQkQaxjHcT7nXbaSW3Ffqj0wIZpYigibu7AB2lDUlz3qJ1Zv6KXwbryueee0/1ltesT9wzfFVwU\nrlR08Bn7cHBquFbEzHJ07dpVX+FkhYI92vq0Wi/ovH9vRM8HbIO9EjzpFVdcsfDGAz8DM0PfQBJZ\nFL6+HVWQeRUe6GmnneYGDhzY0VftbzlbAFyhX79+ioOC1aB/leY8nnNzO9vlPwk6bZc4BjWrFNn7\nQi9k5pHe50UILPSmeLIhCZnakx0u9EKGEQkiCz5b55lnnqmZ08RRH/ot8UI40MxXZMgKoZBhUTYw\nXkCnhqrLuCBAREO/tR+1tgUE7NDscGm0UoBRnZPSOLedM2wLRJk9yR6YRiFTtmX2TMOy4Z+TzJ47\n77xzag2x+TY10wZ/Yubbm2++ueF2iAi1ZmwNIROmOBK8BDtqBtmGG9zED8U55SUwVzPYMd/kXS6+\n+GJdx7O/pW55Fwm895tuuqneI3GW510dvf7rr7/elpn48ccfL0SdSishScC8BO96MoiKA6D0z4X+\nPxmERczfH3XUUV6CRXV9LmC6FyDdC3mz0HW3ypkFimgBEejWTOkiNutFeCzXKgrx2kuwlhdykhfB\nA51vyCYuAhv6rLM2Zewi27yQ8fzpp5/uRbTCS1CaF/JDKnUn6zwZ4oVQkMr5szwpmdXFkeq55yEX\ncZ56cXxrXwm5HdSdfsxcllb/zdI+O+64o1933XW9CP9leVm7llhABPX12T7uuOPqtofhTXWbrNP8\nwPCmTnOrC9fQZvGmjhpk/p2OrNO5/2b+nc59//NsfaPzrQg56n5ZgrRTq76Is3n240KsT+0a8ROz\n55bgZS8BKfGPM3nPHllEZL0IeHsh7WZyzfhFmJ8keMFLorX4x5m8l4B/v9JKK/levXp12r2cBJZ4\nSbTpRQRAn6tVV13Vi8CBf+uttzK5B3YRs4BZIFkLPPPMM/6ss87y6623nuLJcFtPPvlkL0GxhfBp\nRq2VYEP/0EMPeXx1+MwZg0T0S8chMHAJSvcSzKYcIXxf4OUipuU///zz6BT+6quvVqycOQy/ZMhF\nEldrmyWRQ7A4KfPJMccco/eQPgheF2qRgCwvAjP6DPHK/0MvzPWsNSX5pYf7EWoR8Tb1J0igay5r\nx1K70c8lONqvssoqDfMNDJ8utar9P7IA+2URDI/+m/ir8SETN2nLnNDw6Za5lUE1xPDpoG5XS1W2\nUXwaXBo8U0TPgrGHiL55SQoRTH0rVZQ4JXB78PvQC7xvePlnn3126E1R/wI8x6QL9xt8iHPnwdV/\n8MEHFXuSpN+5XD9pe9r5zAJpWgB/qiRu0VgjuM7EyzP3XHbZZZ7xrlWKJLXz9957r7/yyit1XmU9\nAJbNHpuD/RT4G7GvjO/ogjz11FOF90FKQkjlI7NWCC2mJupbzBPYnPtw/PHHe/DqUMtnn33mjzji\nCG0L69WPPvoo1Ka01Zs5FQxVxAx9UWPL2irbwRt47pJI0kuiey9J4Tv4Zvp/+uCDD7yI6vqtt97a\nE1vWSOF5CSGetZG22W+aswDzGfo3aRTjr6Zh1dY4p+GDrXEfQ2xFo/hgI23FXz9q1KhGfprpb1hb\ni9C48gruv/9+L4lhvSQq8cRjsteD34OWARwf5oxoP8Qrfxehcd0Xbbvttl6Smysn6KKLLtLY19/9\n7nceXTv2iY3oEbEnCw2XrXTz4Bqwf5SkCZW+UtPnrAVFUNwzxw4ZMkTPB5729a9/Xe8N9iLOkfuH\ntiD7VPhXIgZf0/mz/JKtT7O0dljXasR/zd6aePgQxt3obqBdQ50l+Vb0UbCvl1xyiWJNkqAv2DZ0\nloozj4hgvWKcYB7MKVZawgIfLy4Ta5CFbApkMiMjNhmlQy4isu0OP/xwJ4C1+/nPfx5yU5wIW7mh\nQ4c6slxKgELQbSG7mBCqnTh73NJLLx1sWwRIcbLRctddd53r0aNHsO2g4hJM4mRD437/+987Ce4r\nfFsk0M6JmIk+2yJWV/j6WgXDs4Bs5MOrtNXYLGAWMAuYBcwCncgCQobT1pIdlKyHu+yyS2FbT5ZR\ncfI4Eep34pBwIiKaaV3FaeQkAFyvSQZpIRe6bbbZJtM6xC9GtkMR0HAHH3ywe//99921116rmVnj\n38nyPRmHhXzkjj76aCekeN3jibB5llVY5FoiRuAeeeQRx/0SIqETp5LWbZEv5viBCNK7zTff3AlB\n03Xv3l3rKE7JHGtU+6UXX3xxfQZ4DsR54R599FEnwShu/PjxjuyO4tDTdtG2TTbZpPYT2zfNAp3Q\nAn/+85816zk4jSR3c0JgyNUKEhSkz+2rr77qhCzrRDTECQlY60T2drBisoLzysGceMUVVzgRTdHv\n8Htw1/XXX19feR8dQlatu20zZ850ZGYnsz1jS8iFjNGSZMPNmjXLiSM12KbcfvvtThyoek9CH+Ml\niMKJ6J9i7N/+9reDvSdUHJ/H3Xff7UT0yEny1KDbEmLl8Qm89tprmmE9xPpbnc0CZgGzgFnALGAW\nMAuYBeqzADi1BJY6CUpwo0ePru/HNX575MiRTpL16Z4YPDjtwp4bDF6SEjkJ8HT9+/dP+5Jt52eP\nfNddd7mtttrKbb/99k4SlDkJ7G/7e9pv4MKBJ+MzYZ+YZRGhGeWyifiI4tcSoOKEaJ5lFXK/1mKL\nLaZtx7cAHgX3iudKyMDqEzryyCPddttt5/DTWDELmAWKaYHnnnvO3XrrrXqIgJnDbyhitOqjE0J/\nISu94oorOkncoEe8ghK44ySxg3vxLjRA8wAAQABJREFUxRf14D3+L0kw4SRQQcci2vfFF184EWnQ\neROfaKj8XdoLN5w1gIiku0GDBuXqc47fi3rei3iJ9jd8w/RF/JOhltmzZ7t99tnHcW/AriWAMtSm\naL1FuMmdcsop6kdifYk/SRLUBtmmqVOnOkm0o2tlETRx+MPyLjy3xBDgX5QkqXlXx67fghawNXgL\n3lRrklnALGAWMAu0hAXgZLFXIF6Z2OUQyrBhw1zPnj0VCw2FI1vOrmC3+AXAseHMSkKxcl8L4jPw\nDXAA9hVgA5LcM4h6l6sk/Yt7wf4ILDmpwv2G7wfPm/suCeiSOnVN58FXQ+w48R1LLLGEu+qqq2r6\nnX3JLNBZLCDizDqvgAfyrHz44YcOPJpxDXyaca7Viogf63iALw1+9+mnn+5EnM2J6JoDmwfXBtPm\ngOdbimt/73vfc6VHnpiSiPU5SQjpbrjhBoc/HN8gfsPQCvY/8MADFc+Fx3vIIYeE1oS2+oqQoiO+\nkBg1ni2epZCLSC0p312E3XU+JRZh2WWXDbJJxG6wBgWvw4/AniCvgl3pJ/jK0FQhtsyKWSBpC5g+\nSdIWtfOZBcwCnd0CxDqxZ0IDseiF9c4KK6ygB7oSUWHNLcLgTgTX9Yg+//jjj5W/A4eHGF1eOUT8\nVl8fe+yxtv/Dw4gX1obf+c532g7iCiv9H44rezLi6dEqCAWXjbc3/p65dvDgwbrmZx+NbkcjhbUg\nPGeOeGHPzhpWksvrIWKwDn1BNB/hX3F9SUbjuMciNt52wKdF78SKWSB0C4Dnwk1nvAD7CKEce+yx\nyqMXEXE3fPjwEKpcsY4DBgxQbJ82EZ9gpbgWYB4566yzNI7goIMOUr0dMMITTzwxSB5rcS2dfc2C\nRYvoiAiIQ8gMGfQCfAfcZZEWugg6YLVkWlZiOAJrIRc2LExOBEjlKVjXrA0RGOKeHHrooUE7RLDD\n/PnzlQQgmY4SJRo0a+OOfo8TCpHzCy+8sKOv2d/MAmYBs4BZwCxgFjALmAVa2AKIYUBWQmB5xowZ\nKrJc1OYiWsK+lABs9qj8P8uC0wniLXt9iPeQjPMMeMfJJdl+dY/717/+1U2YMMFJNtYsTdLuWpCk\nIbvhJDr55JMdQgH8/xvf+Ea772X5Hxxy06ZNU2AdZxxgddbk7Wrt/eEPf+jmzp2rYjw//elP3Tnn\nnOMgp4VEdKGuCPtwMKY8/vjjSjidPHmyw0nQpUsXdYYSqM8zYwGm1XqF/b0zWeD11193BESBH0Pk\nRHisCOWpp55SIjP4YyQcTr0gWXAQzBUvkEARP8epHz8gDkMwgRxKYd4qJyqOuHg5Mi5i5ZA79tpr\nL32NXzO095JdXhP4kcgv5CR+BBf069dPcWleQy7MvySkYe7tLSJtIZc33nhDHaK0p/T5DLldIdWd\nREP0I4JrrJgFzAJmAbOAWcAsYBYwC7S+BcDD2DNDVrzgggtSEbpGzBr+CYn6CLzMQrijb9++Gph9\n/PHH696ilNCf5p1FLJyESFtssYXi7yQTy0pEmyB0cOMzzjjDnXvuua6R5GfN2IYACBISkQRz7733\n1gDbEAPjm7FB9FuwMRKW0e8RNcAnA25OoAgCNvAxEfy1YhYwC+RvAYK6wH85wAyZp/ADIbyAoFKo\nviCS8pEwsTRpIkFtCK2QHPKiiy5SzBusG4EWEmxSCCKMhFeYQ6P3zOlFtAdiMvhP4SLTBtYBIRZ8\nEiR2+fTTTzXZdQjBruXs/NVXX2nfIjiTuY9nKfSElyQFgYcCT/yWW27RdU65tofwGQGsCBjhMyOx\ndhHWaqyV4H6PHTtWx90Q7Gh1NAuYBcwCZgGzgFnALGAWSM4CBM2TFAuOVwj7IISdwT/hgIcsHs4d\nZP+MqDM83/vvvz+5m5rDmfBzjBkzRrlT7C1CLfgViK+mfyUpHo49eL641/hrEPHOmt9JfyOBFfH9\n8CvhZFsxC3RmC3z55Zdu1qxZ+lwgGI5mxKabbqrPKM8JWGwrlyeeeELxNhL23XPPPW3aEiS37NGj\nhx7x9oNrv/LKK22C4oiKcw4SI5CQkUKCvAjLjl7Bt/HNpRmbBLccfJpXkigyxoZY3nnnHfVtY2f8\n23BIQyzEARBrxXxHG9DGQRgx5BJpyvCsgO8iHBZqIcYEPwjPJcnIieXIs+DLv++++9xDDz0UvB8j\nTzvatc0CZgGzgFnALJClBYifw8fdrVu3LC+b6LXARcAX2T+grRAVPueoJbnK559/3iYwHomLx8XG\n0URgncNn0Z4pug5CwOizwf+BC0G86xprrKFi43HRcd4TP1tEnlDUluh19913d+gbwFOZMmVK9HEi\nr3FRcfhkUSkVFUdcPC4qTj8Ff0NQPC4sbqLikQXtNSQLwP0nCRSYAfu5ohfGOXABktWhE5Nnwrlm\nbQWmhe+DOH4wRITcrRTbAoz74B/EENAP4eneeOONbq211ip2xa12FS0QpHg4Qkl0PoTEQh4EuSsE\nRy1YsEDJBHkKflXsIXX8oX///rqZIatq6OWwww7T4MOQBd0RKGQjgUPpiiuuCPqWsEFExOhHP/qR\nbopCaMy1116rm9ZHHnnE/dd//VcIVbY6mgXMAmYBs4BZwCxgFjALpGQBwC+yq0K4gsgMga6oBUFE\nHDD77LOPCi5nDZYiCgNZjr3MDjvsoAHhG264YW7m2mmnnVT0nXsHcEmAaFaCKpUaDY4AYZBA4Dff\nfFNBVYRf8io4ixAYwWFEwASOuZEjRxZKnBvCJuTu0aNHax3JZkwAdZ52a/R+4dREFIIDkh2OZRyH\n9E0IhYhHQM7lCFk8olH72O/MAnELIJZAMBSCRxCG8yZyRnV77733dE4hIcCIESOijzt85dlfffXV\n9ShNdIjgBcLGcVFx3pP0AvF0soVTaD8i4tEBaYNxEUwaUd7QC9g0BBCEZUItn332mZL1Wftcfvnl\noTZD603iFfBcgvkQ+wu5QNpHPA3SEYRsK9lbgOQJZCFn/WbFLGAWMAuYBcwCZgGzgFmg81jg4IMP\nVsEIiImIbadRTjnlFHfDDTfovoXrZFEQz8ZPgIg1SQKzxJvBDklyiugNAR5gplklWeR+klwKDALS\nadale/fuuq9ALJS6jB8/PogAkrTsBB5EH+RAoBiMH6H+gQMHqjgxwp1gV1bMAmaBbC2Aj42xmeSx\n8+fPV+EIAryuu+46hwhYCIFvjVqMoDYCBBmHCEYE3wbbB5uDX43oCgdC6rwS2EYwIQVuJkFs8GTj\nouJg4P/5n//ZaJWa+h3123///TXQbt68eYrtN3XCnH7MmoU+uO6666poUKh8/bffflvXPnB58a+y\ntgz9eQIvpY8h2IS/GN9PiIXA1aOOOkoFuvF1F0VgBvF//AJHHnmkrh1DtK3V2SxgFjALmAXMAmYB\ns4BZoDkLgI2x10TwOQTxcFpLQh6EMp599lmXJ++6Ocv/69dDhgxRfID9TmkCsiTOn9U5wGERxgZv\nhXMUskgo/QuhbTArRI+SLCQeve2223QPRiLQrMtuu+2mvqIDDjhA99nsBa2YBTqTBcBgH330UTdp\n0iR9FhF4Y+479dRTNR6hswjIRHEmcLSJZ6qFcw6uzXqBY9ddd23XbUgqGeHa0SvJMsG7sTm/JVYr\nEhSPvzYb40JCaeLB4Lw++eSTQQhotTPev//z9NNPawwePgDif0LFQHmmED7EB8J6gGcrdHyafoU4\nPQWBa+KWQi34c/CZ/+QnP9FxEDG3PAti7KyF0YXZbLPN8qyKXdssYBYwC5gFzAJmgTosAIbFmj7v\ntUQdVS77VTASOLV///vfG+Lb0H50BmpJDkfSprjAOO/ZR6GZgG4hiZlI7MjnxOISPxsVRGvZs33n\nO98pKy7O55HgON9j/5VHYd0/WITD0ct45pln3EYbbZR6NWgr3CmOuKg48cXEG8MVRVCcA6F4ODT8\nLS4qHhcWp19nyXFO3UB2gZayAIkued7BtMDhQyiHH364Pnfwta+88soQqlyxjsSNg6nDw4Obv+SS\nS1b8rv2hGBZgrCeGY8cdd9R7h68HLWe0GayEZ4F8VjdN2ImFHdkTAL7IPBByQQCdBSvOzdAdKATR\nAZCSVZYMPSEXFgRkhnxAMneGPCmRnRzSOw6S0BfiCBgS7EHCACahohc2pJAiILIbOF/0u2X1MwuY\nBcwCZgGzgFnALJC+BSJBbASof/aznylxqch7QEQicEQgPgwRMOugahw37JMRDwcsfPjhh3MlrPXu\n3Vv3IpCeERAnA2Leeyzq8oc//EHBOYIUpk+fruS+9Htz5SvgFOzSpYuChezfbr75ZhWkrfyL7P9y\n9NFHq3g/zrYePXqoc2uDDTbIviIJXpHACA7EciHl8+xwANYiBoSDD6F5ExJP0Oh2qiAsQCIMnH+M\nS5CgmyVSJ9XoL7/8Up9J1gZgkEngXJyLdQUH82a8ILqAgHipsDhzyGuvvaYEdL4PISASFY+/IggS\nQlI8iPoIxNOuEOobv0fx98xTkFpoC+uhkMtxxx3nPvnkE10PZCVEl5a98OFAbs9a1C+t9oR4XgSy\nEIuyLOQh3j2rs1nALGAWMAuYBcwCZoHGLUBCQIKaSdyelng4OC+4GsGgJG1EYDrtAjkfTKBbt24a\naEHQZ5YFPBR+FxgCghyXXHJJJpdfaqmlHKTnUaNGuZNPPjkX7Lhnz56K7++8885umWWW0bpk0viC\nX6Rr165qC/oCfRMfEQLz9BVEbRAmxV5WzAJmgXQsAL/z1ltv1eePwDcwEHw7jJc8i6ELSNRitU8/\n/dQdeuihagcSTRDME2GKtB9xZA78o/Hy0UcftYmJR8LiiI4jwg4WzznwEUSiK3FhceycRkH0hUQh\n8NsJqiDIB6GwEAsJVpi7EQAZN25csNg7nGPWlPDaEZjJYr2X5v0mIJb+hcgMgjPM21nzOZJqHz4E\nxjs4KXAw4NMUoUSJXhkzSJpuxSxgFjALmAXMAmYBs4BZoPNa4JBDDnEXXnihrgtD4PGwb0aEdLwk\nTiQ5T8gF3jYC6Ai5sj8Nuey7776awJS2IAgSasGnAJcQjAB+cpKF5wtfEBj+xIkTHTbLuoCDI+hL\nPPbqq6+u8R5Z18GuZxbI2gJodeAXIqEl4myIg/EM/OpXv9LnPev65HW9jvDpZuq00korOQ7mtHj5\n29/+5khcFwmK8wrPHZ8xf6MgfBXh2vFXcPJqPoNLL71UfcCMpXBfQ+VUT5s2TX346DNMmTIlWN0S\nNFfAp7kPcNxbQW+CtQCJNtD4YQxZfvnl4108qPc8I3D38VHhz0kirqMZAyxcuFD7y1577aX1auZc\n9luzgFnALGAWMAuYBbK1QOgJ8CJrkRSJ9RE8C7Qw0ixwaYh/5ygt77//vurlEctHgSfx7rvvLiI2\njo5BJECOGDbvOb744ou2U7KHYs3KPmvllVduJzaOwHgkMh69T3oPhU3hCsPzmDp1alu9sn4D/gZP\nlKOcqDj2i4TF4W+wt4xExcGc+R24QXSQRCtvnY2sbWjXK54F2MOhF3L77bcHIx7OcwM3kthrkouR\n+C3kQgICxgP4klnFI4Rsr6LUnXlpzpw5btCgQcoPJZkEyZSZK62EY4GgxMMB4XE8IIyFgHjIBXFh\nSAQHHXRQu0VViG3CMUSgHoF0oQu6s4GgLZDeyW4RagFwZ0BmYA59kYCQ+9VXX63BIauuumoQt4QF\nGsEGbN6smAXMAmYBs4BZwCxgFjALmAWwAMA6gr7smRDFJgCyqCQZgkshWCFIzNoWQm7WhTqQcKtP\nnz5up512crNnz86V8PWjH/1IhTwhPxdFQJxsfgQ4k90PnOSee+5RgDXrexW/HoLzZOLFoYVzECdR\n0ZJycS9xxlJXBLUhr/G+FQp9goNg8biQOEHNJiTeCnfY2lCrBXjGCYZC4AhcCXGqohQSLSBA/Mgj\nj7gVVlgh9WohSEbQDgfrj6iA52If5jQc/i+99FKbwDjzyVtvvaXECggS4HEIiq+//vp6Ht5zPhz/\nRRCkgNRx4oknKjllyy23jJoY3CsC6Bysf8oRX0JqEOvI8RKIiBgdwQ8hF54FkkQibMfa2Er2FiAJ\nwvXXX+8OPvjg4EX1s7eeXdEsYBYwC5gFzAJmAbNA+BYgSBN8mn00ohFpFAIvwc9Y9993331pXGKR\nc5IADB4MgcJgzmkHWpRWAD4UdkVwEjwxKyEOBAdGjBjhbrnlFtevX7/SamXyf+zN9bnv8HogLFv5\nlwWWWGIJ5TLCZ3zyySe1j0JOZ19MX0VIfOONNzZzmQXMAglY4L333tOglcmTJ2vSOhJm7Lbbbjom\nbbvttg5ct7MUEl/iV8Qmv//97zUpaK1tJ2noFltsoUf8N//4xz8U747EV1588UX34IMP6twHB50C\nPh+JiUeviLAgNh4Jl8fPWct7zo3Q1F133eXGjBmj42YtvyvidwgMwd9IsBKvIRaCR88//3zl8JJo\nmQSFRfIXNWLTDz74QNdt999/v4qGw3MPtZA4Ab8Vzz4Bv0VaY2BXYjwQ0ApV/D/UfmH1NguYBcwC\nZgGzgFnALFA0C7CXAB974IEH3E9+8pOiVa9sfdiXgj0j7pK3+GHZCtbxIXgkXDtEt5MW7amjGk1/\nlX0F8eMkPGOfWk30tekLpngC+heYx7BhwxLvX2A83PMBAwbofjGPGIuzzjrLvfbaa6pfwHPfo0eP\nFK1ppzYL5GMBsFK0B8CmwWbXXnttxTTR7SBpQ2crYMjwqNGVqBefbtRWzGkI9HDEC3gmSQyoE/cp\neiUeB540hd/C5Y4LivOez5hf8PGRrJRxmvE01MJa5phjjtH5k+SJIfpMSDR68cUXu4EDB2ofgwO7\n7LLLhnpLtN4IB6K/wj1B44ekKI36U4pgCJLZwhXg4D7lXUiKS9J7kt/iz7BiFjALmAXMAmYBs0A4\nFmDthwBnqNyKuKVXWWUVxUOIbcya0xqvBxjUzjvv7F5//fU2Hg+Cphy17F0/+uijNlFx9lOIjHO8\n8847+jm6DNHnJBePFzhcXKdUVDz6f/xv8JaqYX38ffDgwcoLmzdvXuES3sdFxeN2YP0PboCoeCQs\nXk5UHDHxuLC4iYrHrWjvs7DAHnvsofvUV199VXGuLK7Z7DWIkUVom3kj9P0fYyPtOOmkk1z//v1V\nh6BZ+9jvs7EAQvb0Q+Zb4kmYX9HcQdfJShgWCIplftRRRzkWaBC5QwYUWfjj9AXoJRto6AWHAtl1\nyKYeesEhglM+5EwWL7/8soqfI/JHYEXIhc0W/euAAw4IRswNUSpEIcn2S2CdFbOAWcAsYBYwC5gF\nzAJmAbNAZAGCUVkvQnCFZEb2VYD1IhaIgIg+Eqjeq1cvJQVmXU+cLNOmTXOIPQPeQsjL016bbrpp\nm4A4YtNkec2biIa4KMG0CIhzn9iH5B1Y27t3bwdpevvtt3fbbLONmz59eiYCufX0Txx0CAEhNkuA\nxxlnnKHktWqOunqukfd3TUg87ztg18/LAiTnYEwkOQAO6SIFDiFMddlll7mJEycuQvrO0l5g0zgY\nIXRAsC4nAP73v//dvfLKK22C4jj7IaKzjkHQgXMwZjIPRWLi8VfWEVnZHiIyiSpCxqaxLb4P5qU8\nyTVJ9MOFCxcqNo24xi677JLEKXM9x5FHHqmkH4g6VvKxAOMOQi2HHXZYPhWwq5oFzAJmAbOAWcAs\nYBYwC+RqAYQZunfvrgll0hIPp4EEUEcJGrMSgSHwEzyXte4LL7zgCCTIssDDIQEhZF0I+1mIYJCg\nDNFuBMTzEg/HxvgbEE+Hj0SdQhbeTKvP0B8IYh8+fLgmOwNDgqSOvwYMAx+JcaLSsr6dt1UtgLD0\nHXfcofgwPmI4qmCBt99+uwoiQcbvbGXGjBkqhICwCUktGZOTKNiW4DSO0kJiTfDY6ECEBbFvAgQp\n4OWR+ArzYyTCwmcdCU8TgAQe+u677zqEnVlXhFgI/mN+RECIeYD3IRZEtllr4bOGo3/00UeH2Ix2\ndSYYkz7GPfrDH/6gc3K7LwT0H547uAT4dkgiv8YaaxSm9qx38OcxPhWpXoUxkFXELGAWMAuYBcwC\nZgGzQCezwJprruk22mgjh1hOVrhxsyYGf4Xj8vjjj7stt9yy2dPl+vvdd9/dkZBy5syZwcfHskeF\n2wa3MU1fR9o3DHFhhDYRWEqjHRdddJHiZ4jGjx07Nu3mlD0/WPhbb72luB3t7CKJ5qyYBUK3AJgo\neB/cZXyD4LDET/BM4/fprIU4pf32209xZDD7pPDpRu2JZgpjDgfYWbx8+OGHbZg22PYf//hHFYCH\n5/3Pf/5Tv0qcFdxuBH/AuWfNmqX4NtofoRTqTyIH5oOiCDo3Yjt0cPDFwwWAh3DCCSc0cppC/QYf\nyp577umeffZZ9WuxTgu1INSPvxsfSJH8IAiYk+CbdTzYuRWzgFnALGAWMAuYBcKxwEsvvaRaiJtt\ntlk4le6gpnCZ4FbmWfr27eu+9a1vaTI+kt7XW+DicsD1qVb+9re/acwa+naRoHj8lfv78MMP699I\nPMV6MiroS0Si4h29brLJJsqDHjJkiGJf0e+L/BoXFYcrGhU4K9gEznMkLF5JVDwuLA4Hy4pZIA0L\n/PjHP3YkoqQfImAdQuH5Yg9I/AD6JsTih1yIv2beAP+Ah2klLAvAc3366ac1kR9rAHiW4FnldCfC\nalnr1zYY8fCbb75ZF3UIBYQEVpfrQqNGjVKROAi8HRHKy/22aJ+RIRKyO87r0B94hOjoZ7/97W/d\nMsssUzRT11SfL774Qh13bGCGDh1a02+K/CWCDwg245kJoRDkwwS4zz77ODajVswCZgGzgFnALGAW\nMAuYBcwCpRZgPwvRDFI2pGZIpkUtJCMiwRJrXICftdZaK/OqYi9wAK5/xBFH5EYGjhqOgDiBottt\nt50SuiZMmJB7cjOcWATUI0iPWDdE+byJnAj64BD76U9/qqLmSQb8R/ei2VfAdfaaON4Qh4FIyf1s\nRcGTjoTECXrGeUfQCP3bilkgZAuAUSKcwBh96623qvhKUdqD8wQxLsShwY3yLGPGjFHBjI7wXHDe\nSuIqkCJIXoigePSK0x/HXqmw+LrrrruIuPg666yTmLA4a4TJkydroopQcXaE2gnE2GCDDZTwnmff\naPbaEPfJMrziiiuqEFyz58v79wiE0K8RmAnd95G3LZu5/jXXXKNBuATFWDELmAXMAmYBs4BZwCxg\nFuicFmCfAUmW/WxaiaoQudhhhx30OlmKwIwcOdJ17dpVCct5CGFccskl7rnnntMkogSirrTSSql3\nMrAREmCCGWdp69KGkVgNARD8H4gBhJ7Mq7R9Sf1/2WWXVV8W/iwSmY4ePVoJ65C8999/f8XWy4nz\nJnV9O49ZIHQLEDAFJxVRFoTG+D+iHzfddJNi2Z05+P/iiy9WERDGEvCfrMTTV199dcdROgd9/PHH\n7cRX8BvedtttmmST+0YhmSZi4nFRcf7/xhtvqJ+Wv8+dO1e/F2LfxQYIfsyZM0f986HyXxEvIUE6\nojn4q1vB/wm/ZN9991XRQhKcEyQbauGe4MtjDcy4SABfUQqBrSSsPf30043/XZSbYvUwC5gFzAJm\nAbOAWcAsUAAL7Ljjjo51eCiFfSr7XkRQQxcPB6+GCz19+vTgxcPhhcF7ARdPQ3Q7q/5JvDKi+mm1\nAzyaJGBwmhFdRfgl64LoE5jQ1ltv7Xj+H3nkEbfccstlXQ27nlmgaQuQXI++DAcSHQv6Mc8Wz1iv\nXr1yj39puoFNnACe6/nnn6/JEPAX4oMmIWWRC/dviy220CNeT7BrxLEQm4LjyhyzcOFCd+aZZ6p4\nId9FK6MU02a9AL+7SO3+xz/+4bgf8P/Hjx+vXOR4W0N5j++dODy0PuAeh74ew+5PPfWUtok4K4St\nv//974dyOxapJ/cFrB1uOMl9uVdFKIj9w90gvnTDDTcsQpWsDmYBs4BZwCxgFjAL1GEB1khwXkhC\n2AoFHiXJ4+bNm6eC13m0CXyGhFfwqxoRD6+nznCS0c6oRT/jyy+/dO+99577y1/+UlZoHNFxRLUj\nIXJiRuOFtTXXIab/O9/5jgqPVxIdX3rppeM/Lcx7dBmimONyouLwLiJhcdbc8MPg7yy22GKFaYNV\npLUswHgBjss+LxTxcO4AnEkSjp533nlu3LhxQd8Unm8wxz59+ijn0Pj44d1O5pwbb7xRY2nQcwLT\nIhmlYRTFvpdBiIcjREIWPwJPGKxDLixyTjvtNA0423zzzUNuihLjyeQMUTZvYbJmDfnZZ5+pEB0L\nU4jJoZaTTz5Z7wsbhiI5bhqxJ0EhEDwefPDBYMTc2XQiIH7ZZZc10mT7jVnALGAWMAuYBcwCZgGz\nQCexAEAJiYsIvsUhREa9opaLLrpISeSAkKzN8wDosRHCoBBz1ltvPd2D5mkv9vIEsoJPgFUUQQAe\ncQEEVOlTCHYjRJB3pmLuFaRpgu8hcENoIiihaKVfv35KfkR8HZF6gq8Ri2nVUiok/utf/1pJlsOH\nD9fspAjYIiTerVu3VjWBtatFLcC4hxgEB3MsTr+iFEj4jDEQty+99NJcq4XY96mnnqoZiRsVzIAU\nwVqmnOMnEhaPRMV5RVgcjA9COqT7r33tazrOMk+UiovXIyz+17/+VddQkHgReAu1IETx5ptvKqkG\nAkXIZcSIESokhjB96Mk4IPNwb3B2EgxmJR8LvP7665oYZ8qUKflUwK5qFjALmAXMAmYBs4BZwCxQ\nCAsQBAChF9wO7Cqtcu6556q4JATinXbaKa3LtDsvgd5XXnml23PPPd3ee++tCdHafSHl/4D3g73D\n+YIvBYabNqZC4kkIwuCRpcKtKTd3kdMPGjRI9+TgobQ9dO7bIg1M+AP2xxzvvvuuu+GGG9x1112n\nCToRmWD/vMcee2Qm/ptw0+x0ZoFELQAGin8MwXDEWcCH8T+BnTHWFkkoN9GG13gyhBkOOuggtQ02\nAYMrQkGcCt9qqX+VALZXX31VhcX/+Mc/6isBksyf77//flvV+T2YN+Mjwisc/D+txCdtF07ozTvv\nvKNiybQJMaFQg1rBEfH9kjya9yGLbEe3Fr4GvORIyChkPwJCRiTYxaeDcFWRknZ+/vnnutdgrcq+\nwIpZwCxgFjALmAXMAmYBs4BZILIAIpwInLC/D2VPv+222yrfO2pDyK9gj3fffXfITWire+/evZVX\n1fZBoG+22WabVNuBvwQfDYk/n3nmmVziFhDKwFdEvAB81JkzZxr2HWh/7WzVhr9LjAvYNGMnPj+0\nEn77299qUsuQcaWk7iU6EiQnwO+Mj5ZYoJAL9xs8lDmGmJC4uBxidiTJjB9gvwsWLHBfffWVjq9r\nr712G54d4doIja+wwgqZmuWTTz5Rnj2JLRl/8/YhN9p4Es6QGJ1E2viHEAEMvSD2xzODCDpt+uY3\nvxlsk9D+YF4nqTpzO+vMIhT2GcRrEmty6KGHFqFKVgezgFnALGAWMAuYBeq0AOLh+JlD13iLmk1b\nVl55ZV2b8z6vwjoUMdrHHntMMZq86hG/LnxbRL85ainsdSKhcQTF4UjBkyDRIP+fP39+mwj5Rx99\n1O6UfK+awDh7Do4VV1wxFwwtXmEwh0hUPP45Sa+ILUZvE56uFbNAGhbYfvvtlVfFvm+ppZZK4xKJ\nnxPcDg47PEqSwMEzDLmATRHjMWDAANW5aZU5MeR70kjdidlBB2O//fbTmJqhQ4e6Y489tpFT2W8y\nsEBxVFQqNJZskQRIATjjbA+5QHyH+Arwe9ZZZ4XcFHUO4FRA4IWJKPQCufrjjz/WoKZQ2wKxGocV\ngQkI7YRcWPifeOKJKgpI8EwIBYfBqFGj3PXXX98STp0QbG51NAuYBcwCZgGzgFnALBCyBSCdDB48\nWMF+9oilgchFaRsZbyEQIjBKJnsAyDwKRGACyEkqhvhx3onFID/feuutKtaNI4xMunkXgFQIZwh0\nICB+3333uR49euRarVVWWUVFV7bbbrs2AfE111wz1zqVuzj7Tpy0ZLNEIAYiJUHlrV4iIfELLrjA\nzZ07V0mjYArgb+uvv74C9TjkcEZaMQsU2QKIO0GYpL8izPH//t//K1R1wVDJLA4xO48kHJExIHtD\nSub5HjhwYPRxoq/VhMVfeeUVR6LQuLj4jBkzFhEWLxUV5//gnXFBahJakoF95MiRibYhy5PRJ669\n9lqdv7t06ZLlpRO/FoQVfB5DhgzJff2RROOOO+44FfZh/WslPwuAtUN22nnnnfOrhF3ZLGAWMAuY\nBcwCZgGzgFkgdwuwJgRfnDBhQqri4WCpJLAEt89KPBzjgueSFPKwww5zzz77rCNRZJaFAF9wZXBR\n+F8XXnhh6peHD8Q6n4AAAgbyLFdddZV7++23FRuePXt28HyrLGyJEOtpp52mCeruueced8011yjm\nxF4aHIy+DP5kxSzQ2Szw3HPPqU910qRJ7o033tDki6eccopyn9dYY43OZo6y7SX5AD7yF154QcVr\nEDMreiFQhzGt3LhGok4CJBAyweeGuDjJTV977TX1CeCr4N4jugL/PS6+gn+5KAXcnjbga2YuDLW/\nsoYDn0ZcDL9B2glR0r5/xE4ccsghjjGF9oQeiDN27FhdI5BwBJ510Xx5rE8R0cdnFXrfSbtv2vnN\nAmYBs4BZwCxgFjALdDYLIB5MorAnnnhChVdDaH+3bt1U3CeEularI7g13HEEcUNJ0FWpTXCSEasN\nvdC/0m4H+2B8B1dffbXu8/OwGfz36dOna1JA9rLjxo3Loxp2TbNAVQvATb733nsVm0ZfgPESvypY\nDLzqUASTqjY0gS9E/sC33npLbUbC3JAL3NYzzjhDBdAvv/zyRfjp+Ng5fvzjH7drJn0EHndcVBx/\n3+jRox0J9iiIh0d4dhzfXmuttRLHzvAbIPIFNhdqYkvWimDTJCU8/PDDVeCwFcT6zzvvPI2TQ2Q/\ndMwdgW6SWuK/e/DBBwuVQBXfOoV4AitmAbOAWcAsYBYwC4RpAXBDkq20Svna176m/Nnf/e53mug8\nr3aBpYEP3XTTTYURD6/XFssss4zjiESB4SLAUYYHAsYWL3BE2B9FYuOlrwsXLnRPPfWU/v29995z\niHJHBf4F+7hITJxX9oPx/8c/yxIriIuKm3h4dMfsNWkLoKnCM4HOQEgxqOjQou8BngDnMPQybNgw\nxZPw6RD7byVMC6AD9MADD2jfRAye5wrdjpATyoV5J6rXuvDi4QiTQaqeN29e8Fl2aAvE8LyyHlfv\nDrV/47LLLlPiA5uY0DM9IBBGtqFIiKJ2KxTnmzisIIqTVTL0xfI///lPzT7RtWtXB6E/hIKTFdvj\nSCOjixWzgFnALGAWMAuYBcwCZgGzQC0WQLiTrKdk0mPPu/zyy9fys8y/s+GGG6pgCEAd4soEP+dR\nEJ7AubH//vvra94i1LvssotDWASyzmqrraZ7sjzsEr8m+/Pbb79dHUiQ6B566CHH3irPglPp/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psyrgbyTw23rrrTVIGnHSrMvSSy+tAqL4LMAAIe6mVQgSIFif6yDYXgSyNnyl8ePHK865wQYb\nOPAdK41bYLXVVlNeHpy2adOmOcTp8esQmN2/f389EF6yYhYosgWee+45nQtuueUW9/bbb7vNNttM\nxfBJKBwJcRW5/nnXDe73UUcdpdghSbSZ60It3H98m+D+YO1JC4EwD2644YZ6lNroL3/5S5ugeCQs\nPmHCBMW5wcHBsBlzywmLM86WYtzgbvjzCKxkrbPYYouVXrLw/wfLRficOYX2IMgeepk1a5YKupO8\necqUKSpoEmqbED5hHUU/vfXWW7W/FbEt+LoJxoW/YAFNRbxDViezgFnALGAWMAuYBcwCxbEAXNxI\nALM4tapckyjBFHvY0At7WvwBcJRCL2DiFMRLQi5Z9i+SrsLjQmeA/X9ehX4IhgIfH0wFQdUi+DTy\nsoddN30LgK2Q5Jd+R3JG4u7xG95+++1uxx13DJ4HnL4F/3UFYkGIe8JPhY5EyAXuNHhoWvh0o7YB\n8yemjAPR6XghKWZcVPzFF19U3BNON7g2BU4342okKh69gmsX2Z+AvgrPIqLov/3tb1uCbwy3nXu4\n3HLLuccee6wmUcH4/S7ae/oePh18B+C/CHoWqQwfPlwTkyC6mCb3pUhttrqYBcwCZgGzgFmgVS1A\nIplGEs+HYA/WvIMHD9Y9aZ68EpKuELtIIrtWiPUDZ2KfCo/y+eefdz/4wQ8K1R2o3/LLL69HLSLG\n4LYIiUdi4tH76P/EB0Zi44VqqFWm5SyA7ibxBfA9Q9PgJFEgCQU4Jk6cGPy9QdMGLRJwfeZJxhUr\nYVuAe3jaaaeprhP9lXgLsOpu3bqF3bDAa19INjZK8whvkcmzSJn8GrnXDz/8sApMXX755W6VVVZp\n5BSF+Q0E+FNPPVUH5o033rgw9Wq0IohbAfwShBZiYcGy//77q1ASAvWhF7JLsABDBLDIjp24nZ9+\n+mlNcHDJJZc4giiLVnCiPfroo1otHDaQ8UMqOLnfeecdrTKigjg544W2ATaQSR6HW2lhUcyGstGC\n464ZUs5HH33kcOIcf/zxKqyHoz5efvOb38T/21Lv432v2fuQh2E66nskNiGolbmD7OOlhLpGn7Vq\n/aUeO3R0LoCV0mepnnMX/btPPvmk3pNG70Oe7WOdRRZrCkln7r777nbVqdb3Gn3Wqp23XSWq/Of+\n++93J598so59CxcubPftVu578TEvxL7X0ZjHTUxrvkWw8aqrrlIRhmbm647GPOof0nwLMQ2AZL/9\n9msjQ9GGohXmwC5duuSe8Idg5mOPPdYdeeSRmhgqbzuReZX+xpiAgHLp2i+v+oFDgLGwdyE4vwgF\nMQXmPPa0P/3pTzULbRHqVa4O9C8ChsGoSHZVlPtarq5ZfgZBbaeddtI9JmM4gdWI7yK0Ds6y6667\nqthn6Vo5yzratVrXAhCFt912WxV7RnQoCqopUovBtHF84KjLO0ECzyhONp7PViCjgLGQ5ZyEK9XK\n4osvrv0EMjNrBvD53/3ud0pG/9vf/qbC4sxHYJI4IxETp0/xXZJckJ1+qaWW0mzukNO5JveW37CW\nbWROgBBBFuhNN91UcfZqbSj63wmoAGMYO3Zs8E5c772K1nFvTBwu/56HjwCyPmuKIhTDm+rH2JPE\nmzrCDwxvKsITUr4OoeNNzNkkTGKdADZGYGa8hIQ3xetdy/s41tko5lzLddL6Tkd9r9rY1Cy2i2jE\nAw880FTTOup7rTzmYTSbb+ufb6th4/V0xlDmW4IReJYR7Ey7sI/+9a9/3RTfoJE69urVy0GqZC8P\nfppHgTSNHwCS56uvvppqFRAnJ3C8SFwW7E+yV+qGAIiV5i1A8BBkcMRdwPYI5gFzR0hg5513Vrym\nEZyl+ZrZGcwC5S0AX4OEshDcEXNGxBehIkSbWTMyPphweHnbxT+9+OKL3eGHH64BbySKCIUPGm9D\n9P6NN97Q5B78nz1i0sLh0XUqvcKhJ7kIuOWwYcMUx37ppZeUH4XgCntU1i4IquATJnFl37591aeP\noBeJWJnf4CMMGDDA7bLLLiocftNNNwUpHA4nH3sQpAintBWEwxGBwpfBehc/Bb6JUAsYCn51fGT0\nTfwrRSzw2hjP4VCQPKjIxfbL+e6Xo75Rjk/eylhNHCNsFjOLbJjla0cYIfVIiw8ZtbFcf4n+Vs9r\nJbzR8Ol6rJjtdzvqe2nh09XO24gFyvW9Vh7zsJHNt/XPtx35Mxrpd/ym3PhZlL4HN5LnLZQS+TZD\n3ovHbY0oQdSm+OehvoejFHKJ7kUW/YtrjBgxQmOrmvXDNmtz9urs319++WXFvJo9n/3eLFDOAmB9\n+OjgyCIUDS552WWXaQILOMn4Wr7xjW+U+6l9FrMA4xR46TnnnKMxa6ELhyO2vdVWWzk40Xng0zHT\n1vWW5CskZEXo78ILL1SskISjJF/o06ePmzp1qsagrrPOOqorgUYA/R7/YSmuDdbImr0I6zGEqOGc\nw8mHT94K4oVgP/Dm1113XQf+zhgUckGnhPasueaa7r777iuccDj+RsQiGaOKJhQZv++GDzamT9IR\n/ypu32rvq+E9hg9Ws2B+f88DH4xaWw7Ti/5W62tHfa8oGE2tban3e4YP1o8PdtRf6rV/R36bovc9\nuKwkCG/FAu8EnnI5La8s2/vzn/9c44dvueWWLC+b6rVoE2tBYjVCL2hrsIeAZwfnBW4o2pTwm26+\n+WZN5jNv3jxXqj1Ub7ttfdrY+rQj/ad67kG1Mb8I61PwBbQG2BOGVsDB4fVNnjxZY99Dq3+5+qK3\nOGfOHG1Tub/bZ2FagDUPazMwly222MKNGzcuzIa0Sq3F4Vio8v777/uVV17Zi2BaoerVSGVEJMkL\nWOpFUKmRnxfuN7L49DJRetoVepGAJDztXoQ5g22KCIZ7cYJ4CQQItg1RxV944QUvGwIvItzRR0G8\nSuCml4nMi0MxtfrST2+99da6zy+bcC9ONf/JJ5/ob2VzpXWt+0Q5/UBEnLw4Av3rr7+u9pWgKy/Z\na9tqc9xxx3lxIHoJetFnWchA7foP4xS2E2dc229qfSNCUl42pvr7Dz74oNaftfsecxnjpQj8e3EG\nelmo+x/96EftviNAkO/fv7+XoN92n9f6H54Z2SzX+vW6vicCidr+un707y/H+14z96GRayfxm476\nnmQc9hJw5Ndbbz0vZAu1EfdZRO7bLt3Is1ZLf2m7QJU31c5FfzviiCO8BE9VOVP5PwspU9stwvrl\nv9Dkp7/4xS+8ZMlr6Cx33nmnZ36nNHIfGrpogj8Sh68XMEzPKIGoXkRx285ere81+qxVO29bBWp4\nI4GffoMNNvCHHXaYPieMe4ynUWm277E3kODx6HSJv9p8m+18S3/p3bu3F8KDF+EF//3vf98/9NBD\ndd/XamMeJyzyfFuuwdiENZAQn8r9uTCfiSNb54O891OMfxKc7bfbbrtU1+T1GH7u3Ll6D0VYpZ6f\npf5dCTL2rJlHjx6d+rVqvQBrfXEKeQEKC48zsMYQp4GuU0RcttYmdrrvidCPv/HGG704hr0QVL2Q\n5YEChLoAAEAASURBVL2I5Pq77rqr4X1PpzOiNbhDC4iT2ItTwYuIlWfvWcQi5H2dB8RZV4jqSUIL\nxU7EQVuI+jRTCfYXrNtZh6RZwPnoa+ybRcDYn3HGGV6EVbwk01QsijpwSCIFxQdE0MNLoIGXIA3P\nfAvOWWnPLMmWvCQg9CK+lmYTMjm3OG+9iH95SQiUyfXSvogEJejcJeI6aV/Kzl/FAiIYp2M9z0tS\nxfCmsPGmjvADw5uSekqSPU9HGDtXSsu/kxTe9Je//MVLIJoXQUv/7rvvekkgor5+xqeoFBlvMv9O\ned9iLVh4o34FSdjjTzrpJMUN6N+Nlmp9r9kxz/w7jd6Z6r/Lw79TCzZeveb/+ka18bPZvpe0fwc/\nbRbYK9jz8ssv788///xaTZnY98BN8RMIcTaxc9Z7IhH/8T/84Q+9CHOmjr3jH+3atWvq16nHBmAD\nIsCgPs84F6Cec9h3O7YAODtcKEkSqL4LfAUidquYTMe/tL+aBdKxAH1SxH88/FhwP/wbjE+zZs0q\n1PiUTuuTP6uIHuizfeWVVyZ/8ozPCDeXMUoEuD1r/1AK60UJsPUSoOFFcEj79mqrrabYdoRxiyi5\nzvXwFyV5lj4D+DhYBxS1iBiLX2KJJbQ9lXD4ota9Ur3wQ4C1S1JrH8ceKn2/yJ9LsKb6hlnL5s0l\nqWYnSXLu119/ff/ZZ59V+2rTfzd8Olt8Osn9Mje/Iz550fbLpZ2V8d7iD77yocUfcB+r4Y2GT5f2\n9mL8vyPfSFr4dC3nrcc6HfW9Zsc8w6fruRP1fTcPfLqaP6O+FoQx3+JDgq8WSoFXx1qgkXi6orUR\nrBbusyT7LFrV6q7PW2+9pfeFuTzkQpwq/SvLfR9xAj179iyE2aZPn64xopdffnkh6mOVCN8C7GPB\nUTfddFN9toiVPuuss1pCMyCPuwM+hX+auGsRXM+jColeUwSv1F9JXHqjce6JVqiJk4lgmephSLJB\nXykehzbOnj27Ha5NvGEUx838s8oqq3gRH1c8deTIkRpL/Nprr2WCrU6aNEl9SCKI3jKxMTNnztT7\nQswu+9rQCxoUIujuRTzcf/rpp4VrDj4ANEnQr2CfnXbhmWlkHR3XiKCOjXLq0m5fpfN3hNHwm6Lz\nV2vBewwfrHT38/28o75Xy31t9FnrCNOrxyLV6mj4YD3WzPa7eeCD1fpLPRaoNi432/eS5q/G2wbP\nk/lWEp7FP26p9/BlBg8enHubDj74YN+9e/fc65FkBVinocfD89RZiq1Ps9fz6Uj/qdZ+V8uYX5T1\nKfHfScaj1mqjJL7HfhEMBE2OVimM3WCdrYA3tMo9SaodYLDE8+C/g3vaKjzOpOyT0Xk+dhldqObL\n7LXXXh6S8ocffljzb4r6xRNOOMF/85vfbInAFhwlLMIgX4demFAQe4WQG2ph0dQq4ixMBpJBVoWV\neR9KkaxUuhGTLHKpVpnnrl7yLoQSnDVxIS1ICTjW6imIvuVVICkhBEmRjCN+1VVXbasK4xHjK/0F\nIhDjEoG7iNO98sorbd9bbrnl/Pz589v+X8sbycjtOfbee28d8xp1qiKchPM+KgQ5ci8l8270kb4i\nQnjQQQe1+6zW/xRRPLxc36v3PgBSRwLQtdoiye911PcQBHvmmWf0ctSTBSz3lQ1LVBp51mrtL9E1\nOnqt5Vw8O7Sl3ueD6xaVvEvwfFwMtZH7kHffw/ELiYCyyy67eITLolJL36v3WePctZw3qkNHr4y9\nksWs7SsIE5LgAZJevDTT99IE56mjzbfZzbeM8YDZzO9RQYxphRVW8G+++Wb0UU2vtYx5nKio822l\nRhKYyzyP8GSRC8Hz3/ve9yoSt7Kqu2St1XUgiReKUsZJEDbjytSpU4tSJa0Ha1IEDxoR60+rIQSg\ns5anPxU9GBoRWQRfJfutgZg1dAjWVjyXiMPzPBCQSdA7SSPYx1kxC9RrAcTpEedg7onvt+s9T5rf\nh5ACgZ8jC0JntbZEYtsErIReEG1DxBMx9LzLe++95x977DE/ceJEP2TIEA8JnLEOoRXGOw7WuxBk\nIKiDHSDGB1mmaIk8GrUl4jGQB0iY1wpjOnMW65ETTzyxUZPY7xK0AMEIPEesE5MqjYqzGN7kfZ54\nU634geFN5Z+UzubfqbW/lLfW/33KvnSrrbZSfDb6lD5GAptSodqi4k2Nioebf8f7RvwK9BOwKXxH\nzF+NiofX2veaGfPMvxM91cm/5uHfqRUbr9baWsfPZvpe0v6dY4891nfr1q1a0xL5OwRi5oA8cEsS\nWeE3yTMZ2Lx58xRPZnxMs+CzZgylPxapgEWtu+66GljMM2AlPQv86U9/UsI+GDJcOPwFCM/k8eyl\n10o7c1EtwFh3/PHHq5AA2B14HvupIgoKFNWGpfVi/gQfHTt2bOmfgvv/888/3zLCLIjjw608+uij\n/csvv6yJf0eMGOGPOOIIxXnh7PMMMCczFsOvhlMER3PMmDHKz1ywYEGueDA+D0Sp99lnn0L4YJLo\n0KzrsfvZZ5+dxOlyPQfrJXw4JOROOwlssw2Fz8E4ha8ni2L4dLZ8yKT2y/SNWvjkRdovl/ZnxnSL\nPwgv/oD7WAveaPh0aY//l+h6nthCHvEHSXHAI2tW63vNjHmGT0dWTv41a3y6Vn9GrS0NZb5lbwQ3\nKJTy6quv6v5uzpw5oVS5Yj3ByFnX3HXXXRW/E8ofnn76aW1L0eMDqtkTgVbuCfNGVoX9G9csCg/y\nggsuUJyFxG1WzAKNWAB+8Z133un32GMPFUVecskllYd633335Yq/NdKWIv0GQeo999xTkw/CQQy9\nzJ07V/3FJHsmcUPIBbwQ3BD9mEb49exFSPQ5bdo0P2zYMOVl9+rVy3/729/W+YE5Aux4ww03VN0Q\n8Nabb75Z5yp8vkmU8ePHK6Y4YMCAlnlOp0yZomMQnI5G7ksSdk3yHIjtF1k4nLYOHTpUbY7IeRaF\nZ6Ne8fByHMJGOHXGX/W+0XjpWvEewwcXfYry1ojIAx/ECtUwvUUtVf6TWvqe4YPlbZd338saH8QK\ntfSX8tZq/2mtulHN9L2k+avxFqA5Rrw+MY+tWoiJpI/lXYjtZ23TiD5S3nWvdH2wduKkiUvtLMXW\np9np+dSq/1RL36t1zC/C+hRciCPUQrw6vD0wkFYob7/9tiYsu/DCC1uhOdaGMhaAk4q2HAmY69UK\nK3M6+6g+CxRLPBwAiom+FYB5xJAglwIIh14Qcl955ZUbFrgtWvsHDRqkgl8AmCGWzz77TMn5CJa1\nQonEEQm2CKUQIETABBvdtAtjYr3k3V/+8pf+hhtuaFc1HMoEO9VayOQbF+yu9XdJfe+kk07yBP5S\nEFiKC2wTZATAEy+I0GGruHgtGYEaTURBMC7na0Q8HAElyFbxEmWNKwdG9OzZs6FA2CKKh5fre/Xc\nB+4rYsMQ+PMqlfoeiQImTJjQrlpsVJjrAWWiUu+zVm9/ia5T7rWec+F033zz/8/eecBNUV39//6N\n5n3VxAJ2Y4klKBbsohIbIirYiDXGrhEVuyiKRkFFEUHsGjsWjAVUrNiwi2AlGltsRMEuxmgSzDv/\n8z1mHmb32TKzO7Nz7zz3fD777D67s3fuPXP2zr2/c87vdK/UTM33bAzexVm6wgorlDjek16HvG2P\nuQpw+LPPPlNnO8SkBMMicW0vyW8tSbvaiTp/KlU03G+//SoWrWjU9rIE5xmev9+27n5L9XYqpEeF\n4j7c15JUH00y53EuG++3UR1EXzMnAZAQzGSzsN4hwOr888/PvZvs8eabb77gzTffzL0vYQd+//vf\nazExgqRtEcg9d9ppJyU3ZR1ji4CfYEsDBgywpUtV+zF58mS9rjg7fBXEqmpq9wG/A8B9iGa551Ip\nFOK9sDBPuy/4N7wGyjTAfb9nz56KT7K/tlUgkia4OU3C20bHCn4IwRkkGkWQU089VfHcjz76yOrh\nkLBGohcBTMOHDw8OPvhgJV6BSJz5L3xAhkUxRa4PYyNAloJzM2bMsHp8YecGDx4c/OxnPwtsWueE\nfWvked9991WsN09Svkb6XdTvkCCSdtJtI+QsHm/60cLyxJuS4AcebyqdETqifyeJvZRqq/S/xx57\nTO/XJJtFBdyBZM1yAkEb8aZGycO9fyfQ5NwkvtSojbBnYa3XKHl4EttrdM7z/p3oFUvvdR7+naTY\neK3RJpk/G7W9tP0748ePV/9so3EAtfRR/hn7e37becSwUTgNf2HeAbOt2o8TI9CrV6/yS5D7/+zx\nwXrKi4jk3rGCdoD5jeB3SBD47VFI7uyzzw5mzpxZ0BH7YeWlAeIyRo8ercUqsTUKBZxxxhltMRp5\n9asI54VMDYJqfsuuC3EwFIykwJTrxCwkZ/30pz8NDjnkkJqXBb8ChPrE8fObYB23wQYbqG+U3woP\nfPIUegVvAyceM2aMEjA3EmNZszNlH0IcTlzVgQceWJjiEhRhhjj8zDPPLBute/+S1Iq/A/sAl7JZ\nuAdQpCeMTW5FXz0+3bp4yDT3y1HbqBdPbst+OdpnXjNv+/wDt/IPotcwDt7o8ek5Gss7BpyetDr/\nIG5s+RwtxXtVz/YanfM8Ph1P/0mPygOfTuLPSDIe2++3xP+AYboiTz/9tK4FKALlukCSwboGAlXX\nhRwnxuI6zvDss8/qOMJ8p1Zdlx122CEghoVY+LyFPpDXTXxmK/xVeY/Xnz89DZA/T140uCO40Oab\nbx5cK0XOfNxi8zomr6Nv377qX4VUznUhZwXina233joAt3VZuB7ghnvttVc7ToA0xgU2zb2J39Kg\nQYO0SHHXrl0VE+e+ywN+FH5vYOQU1aQoCUU22UvGkSuuuEJ/syeffHKcw504BqJLCMnI4bLh3tqs\n0iAOh0weP3N5fF+zbaf1fXIwiT3A/9Iqwf6TkodXiiFMmqvv41d/vMKN5EsnxXs8Pjjn19QR8cE5\now+Cephe9NhKr5PYnscHSzWYt+3lgQ8msZdSbbX/Ly5vFN9s1PbSjl+NjoLi7cRUFFnIS2DdmDf+\nwZqVWEJspkhCzA1xVhA9dwTx69PW8fkk4X+qZXtJ5/y816fkAtlQ8KCWTmt9RvxVly5dClVUYOjQ\noYrX+TjwWlfe7c/w44HFgXnDGeSlZRqYNbfcWK0QAWiNBGMaIdgykhBkRZ8a7YRUKDVCKmyETMoI\n8USjzVjzvRNOOMHIQtqMHDnSmj412pG3337bCHGLkeQiI8TIjTaT6/ckOc9IoqC56qqrcu1HGieX\nDYyRhHt9yE0gjSZb0ga/BQnWMJKo2ZLzJTmJVAc04rxqZx/LL7+8EcLzkqbk5muk+roRQmsjC3Cz\n88476+cS0GV23HFHI05oI44ts9RSS5ntt99ePxNntJFK7UYSZY0QHxlxQOpz2LAAXEaqXBshUTAr\nr7yykUA/I04NbVtIkcLDqj4LWZLhHJL0a4Qw01x88cVm7NixZtVVV9XX9JE5SQCGkjbEuWuEcNos\nvPDCbe8LMZ1ZaKGF2v5v1QtJtjECPJScDh3TR6leXPI+/0jilBHHpOpSiKjbfe7KG9Vsr/w6iMPD\nTJo0ybz44ot6Hffee2+djwWYNuIENg8//LARR53anwT3GHHOqgrq2Z4UhDDihDJCJG/EqWykQqe2\nK0lDRpxqddVYz/bEQWwkyaWkHfomBLhGAJm29yv91to+rPAiqb1UaKLtrSRtSfCi2t64ceNMv379\n2tpw8YUka+u1Yc4KpdJ1qDbn1bM9bFU2KEaqPhoJNtPfavRczdgecylzppDd6nwlBRCMkLmq/WPP\nrFXEaa3nDcfGcyXbK/+tRY+v9BodMZ6oVGo3+nm11wJAlHzEupF7POutcimK7VWb85LYXke8337+\n+ef6e5IqmCWmIaTBZsUVVzSSsGROO+20ks+q/ZNkzqMNl+63rHMuv/xyI04jI8C/KddXNZ20+n3W\nO+hVklnNAQccYBZYYIFWd6HtfKeccoqRhGHtB3N2dJ5uO6jFLy644AIjQWhmzz33VLuPrhda3JW2\n06EXbIr1C3YlpDdW6EqS7o0UaTESZKR7C9b7tgq/S3E0G+5nUn3UCDmsYT7yUlsD3B8lwUcfQsRp\nJNhQ93ngM6xh2BOw1i7fs9Zu1X/aUTQgMLmRgmKG9dcTTzxhJOHCyqGzb+CeOGLECCMFpnLvI5iV\nBGYUBs+V4oNGisspRpW7cmt0QAi1jRCn6CN62DHHHGOkyKiuV8AUJehc90zsm26//XYjJNxGkhf0\nK2BqUiBL18dCXKTP4f/Yf95rCgmwNlwPKSBjmN9dF+YVMCHu6Vw/L/lqAL+HVJw2l156ab4dkbN7\nvOnHS5AX3pQUP/B4U8f27yS1l1oTDL4ppNyXw29BkvHUPyaET21NuIQ3tXW6wotqWGf5HOD9OxWU\nl9JbSWyvKHMeqvP32x8NqPy3Vs+skmLj1dpLOn/aYnvEEIAVSAEm9b9XG18a77O/l8I2Rgq3tzyO\nrVOnTkaCmHVfLwm7RojE0xhS4jYkAVqx22OPPdbgx8xKaF+INgzYYfl9OKtzxmmXPf4ll1xiiDnA\nFohf8JKdBpjfwIl5SPKC+srAIIgrI1ZIEvrNFltsYYVfIzst+Jaz0oAkVqhfjDmdWAwpbG2kgJn+\nxomZ89K8Boh9EzJk9QHh83NZwG+33HJLxWmFeNtp3JC4FOLC8FkTW1lLhMDFrLXWWvooP04IlzW2\nidir8ME+BoybuCtEimYa4od+9atftT34n1gQYkIaFXyzv/nNb9S/feWVVxbiPiAFDAx+A/we7Itc\nFtbm3KOJQSRmg3u1zSLJxGqPZ511ls3d9Pvl/16dvPbLSY3Dlv1y0n6XH18NI8QfWB7LUS0WtyPG\nQ5brsZX/e3y6Y+cf8NtMKwY8id0WZc5jzB6f/vHKJ73fJvFnJLGtesfmbXuffvqpWXTRRet105rP\niUOSAkzO5s1GFcm6AyF2ynUB/yYPMy+8Py39kSOah30J0aZiFsxDeefAEY9PvBk+BDgEiP/z4jVQ\nTQOzZs0yQtyq/kYhhDas4/r372/2228/fV3te/79+BqAzwP8UIpnaJ5HnBz2+K23/kgpmGF69+5t\nyLEhrhV/hqsCd0GfPn3UD8y8Wc4JkMa44BPo3r27PqLt4RdiTUTObvjA/wjfgRBW6aHoljhtcOzw\nQYwAr0NeAnB1IYU0Q4YMMXB7FEGkAKxy34ArnHfeec4P6fXXX1efDtcO7gvi8G0U4j7Iw7TZJ+Dx\nwcb4SZLGX9WyT9YJSfAejw92bHywli0l/SyJ7eWN0SQdW63jPT74o3aS4oNJ7KWW/vksLm8Ux9po\ne+xBbPePo7tmpGfPnvp1+HDYd+UlYDHkoP/xj3/UOIss9hZ5jI04ydNPP13HxNi8lGrAr08bW5+i\nRfa1UanF/xQ9rvx10jk/7/Up/IgzZswoH4Yz/8M5OHjwYOVTIG6amDvXRQpw69zNeOCw9FI8DcAv\nCgYIdxExtxdeeKHi38UbqYUjahlPeZ0TibNDqzd+/fXXdY60/2MBgQMBF4NWV1DOQjPyw9SKmELe\nm0XzLW9THA2BbF6D2bNnt/zcaZxQFrZalUmIw9NoLvc2xInl3PWQoB+taCKEUC3Rn9w2AiHSjH0u\n2XAHAny0O54K1EIO2Pa+EPxotVwqbIkTLJAFeyCkLPr5Sy+9FFDNR4KbAgnkDfgfefnllwNJ1AzE\n6RigB3EMBUKqE4jjTj+fPn16IAEYWo2Xiu783g477DCd26l2JcEQelytP1QSpvqYON6CBx54IJCg\njkAWt1rNl75Uq5QsBJuBOPoCcai3NS8JCW2vk74QYjsdB5WHmxH0S2VWKqSgn0oiRMF6LnE8Vvq4\n6nvo6IYbbqj6eTMfcA2wvSRSzfai1wE7FDJktSsqKVIlV4ivAiFlDrj/S4KPnnfgwIF6TFiBrp7t\nCdmkXn8q70oARSAEpoEkF2tbVOuTIIC6Q2nU9pZYYomASkehlP/WwvfjPMexlzjtcEyctqRgSyCO\npLhN6nHYKbZBRfYsRIhXAiHijN20BNBpf4QgoOQ75deh1pxXy/YkUSugWrIkuwVCBhisueaaOneK\nQ0/P16ztffjhh2rrzJdCiKjzNL8lzvmYzHlUva4m5bYX/a1V+06c98vbjfOd6DFCph4IUBkIYB99\nu+R1I7aXZWVPOufvt62530qwm+qa+2y5SJGGQEgBGqpYH2fOs/F+W66D8v9ZR1FhzeY9MmslCYoK\nBLAr737L/2fNKg6f4Oqrr275uaudUIKQAkmyDiRZvtohubzPvlICtwMhuM3l/NVOKknSij+wB7Bd\nwEqEMD+Qokux1pq2jyeP/jF3s4aTZPJAyJB03yfO8kCIO0r2dXn0zZ/TLg2wP2TOokK8rcL+iH0/\nNoxt5y2SNKW4CvNqEUQK2il+CI7gonDPANtifqsm2A24kRRbC8B9WS+zL5SCH7rWYr/CA3xNkuEC\nKb6q+IcQaClOB24ipOTVmk/tffoJZgjWQiVr1wWbkiSuYJtttnF9KIXpvxTgUbz522+/TXVMHm+a\nGLiGNzWCH3i8qeP6dxqxl2qTjBQG13uuEJ+VHMI9mntxuW/QRrzJ+3fi+xbLsfByv0KJEdT5B5vB\nRo488sg6R1b+OKntNTLnef9OMf07rNHr+aIrW10QNDJ/NmJ7Wfh3VltttQC8oBXCHg2/fB44Pfg7\nGKQQG7ZiqFXPMWHCBJ3jpAh41WOa/QBbloLy6i9ttq0svi/k4RqPUC3mI4tz+jZ/1IAUL9GYpI02\n2kjtUIKMNVZJSGy9irwGYmng7bffDqQQgsYqsV6T4u2BFPkL0sYeYnWmwAfhKwYDzSqOrZWqEwKs\nQAhSFQONxiG2sg9pneuZZ57ROPY99tgjMzwXnBidEecJtickKopfEw8oyZs6d2MbQogRbL311oGQ\nY+hxQsoeCEl7UA/3J3aKeEBJAs1sDGnpO247F198sepl5MiRcb9i9XFHHHGE+vGEONzqftK5Rx99\nVHWfVoxd3AF7fDoffLqZ/XL5tY0TT27Lfjnad9Y+Pv/A3fyDOHijx6d9/kH0Nx++Lse9w/fjPsex\nvUbmPI9PFwefTurPiGt7tt9v119//UAKIMYdTu7HCbFlIOQgufcjjQ6EOWdptJV3GzvttFMgRRLz\n7kbT5wcHksJhTbfTSANSDDDAR8R63wYBtwD3CPNxbeiT74MdGsBGhVgtwE8KtsVjr732CvC12WK/\ndmiq+V7AE8H8ik8V/7frQk4UOfLEtGaVu9sqHU2dOjVYcMEFA3gG4uR2t6pfnAffP/YyZsyYQEi5\nNJcZ3hEpgqn4IZjKYostFuCX5DVrYHzmxOe7yk0S6pcxc++qlfcbHuvCMznfQg4XCNm+1b6/MJ4P\nDoNWCvZLTFFcqcYRUR5TVytXvyPykzQSfxX3moTHVcN7PD7o8cHQRuJgeuGxSZ6r2Z7HB3+M2ff8\nJKXWVM1eSo+q/18l3qjwW43YXhbxq/SHHD74DOJwaIX9d/VZivUEBx98cO7dJ8aE9c29996be1/S\n7AAcW/CrdITYVL8+bQ2fT7l9xuF/Kv9Ovf+rzfl5r08vueSSYJFFFqnXfas/J5ZOCp0FxK0XRcAi\nuGe++uqrRRmSH0cFDYB7n3baaRozypqNPYqXTDUwKxkzaEZ9wenBDR5CWtclJGeBVNd1IbAbUlFh\n9Hd9KNp/AtSxMxxvLgoOEoibpTKTi91v1+dbbrlFJ3upptXuM5vfIOl7ySWXrEpinXbfsdkkwbs4\npKQSR91usFAkWSMUnKSQLYfC/1LRPvxXb8hSebUdMSQEsWxEX3vtNT023HAT8B6KVOJVInISa+I4\nxyhWAOEWIpVelcQnbKvaM8enSYoVJ/isWl/C90k0AwSBMJLrCLEmRI2VBKduUtJN28jD49geRMs4\nF7EJBHIrdBPqJfw/SvrJYjCO7QHckXQUJVsm6I32AQnjSFLbw1mHXeP8alaS2Eu9c8Vti6QtiMeS\nLLhtC96VStd6jUlEqyX15rxKtkdhBIJHomQAUmlcz4e9hZKG7RGcGTp/IWGrR5qapu2F4+C52XYh\ndGQs/O54ENxUSRqxvazA+bB/9Nffb7uF6qj63Oz99u6771bbiBZdCE8WFn1Imuwfd87jPLbdb8Ox\nV3uGGASA8vjjj692iBXvDxs2TAn+KC6Tt7BWR2dffPFF3l1pO79Ue9X1z5NPPtn2ng0vzj77bF3H\nUxzDJoFImgJFLgDAJNz//Oc/V3LXIhCo5mkHrEdZ/xBsxj6HwEtIcwmytC1YNE89dcRzs25kn8de\n0maR6re6d3j//fet6CZB4xQ+qke6YUVn63SCPQZrdZvJ42sNgfmNhCXIvpsR1jZgJ+CpkMZRNG2z\nzTZTTCIkYEFPBKsTlMNeDJyJfS1rEBzvaSSdsK7BURsWGmxmTDZ897LLLlNSkzfeeMOG7vg+iAbW\nWmstte+0lZGUnMXjTc1jndFr2Aje1Ah+4PGmjuvfacReojYafY1fnHtduXAf5l4b9auFx9iGN4XJ\nRmH/4jx7/04cLdU+hnUfNtIoeXhS22tkzvP+neL5d5Jg45UsuJH5sxHby8K/Q0AhyZ+tEPyE4FXX\nXnttK07X7hz4uym814qCUe1OHnmDpG589llidew50XUYSxA5fe4vKYbO+CmE67Hg/C4HfgMK70I0\ngK0Qr/TEE0/k1yF/Zms1wD0SgnCIwlmjLb300kogDpG4l/Q1QIFDMMporFf6Z2lNi+CokFyzPv/q\nq69ac9KMzkIsJ2sI7uFx4jWz6AYFIJi7SZYF195vv/2CjTfeWONI+W3yoHgscUZ9+/ZVIj5i/Ijv\nJikyJD+HGKwI/g50TJFRfi/46osgJ554ouIoYBG2C2RLkNvxm2i1eHw60IIMrYyHbHa/XG4jceLJ\nbdkvR/vOPOvjIbOPh4zqnNdx7KX8O5X+j4s3enz6x7yMSjHg6LAj5B9E7acRn1z0+7yOY3uNzHke\nny4OPp3Un1FuY9X+jzN/NmJ7aeHT7K8oBOSKkA8Yzelzpd+V+glZJ/vCIsiiiy6qhRFdHwsE6Lvs\nsksuwyBfkH01Pi5bhBg9Yp5feeUVW7rk+5GjBj788MNgyJAhwfLLL6/YF/mB4F3RvMQcu1e4U4MZ\ncr8j98Q1joJKFwMstXPnzsFWW20VgK26LMzXrJ969+7tFAl6WCyT4pcUtARboVAm5NRRTJu95o47\n7qgFzylGTpy2Dfl09WyGArDk9g8aNKjeoU58jh+B+XbdddcNbC4GS6wHvkp8JK0W7DYJeXicGELG\nUC9Xv6PxkzQSf5XEFurhPR4f9Pgg9hQH00tidxxby/YawWg8PlgcfLCSLdWyl0rH13qvFo9FI7aX\nFj5Y3ueJEyfqGnHGjBnlHxXuf7AP1sU2CHHD5J0XSZjD4axqNAfBJV349Wnr+fPi8j8lsaN6c36e\n61Ni/eeff/4kw7HyWOIwian74IMPrOxf0k6R187ePcprmbQNf7w7GiA+DP6dX//610FS7jB3RmlF\nT2fNJTfWXEVAbCPkUEYch6Zfv3659iWNkx966KFGgF9z1FFHpdFcrm1cccUVZtq0aUYCHHLtRxon\nF0eQOeaYY9TOhAw9jSZb3oYEjBupgmkkYa7l5077hALE6/U46KCDjCQEpN18Zu299957Rhy2Rqpc\nGCGEzuw8jTYsiZpGCHSNkJvXbWLSpEnmzDPP1ONef/11I44SI0lSJd+TgIq2/4V83wiRjhECorb3\neCEOPMN5ZeGp78siWp+F6EWf+bP44osbIdE2Uo3IoMN6IkCJESenHibFJdpeV/uegIU6ZtvmXXTB\n71WIpY1UUtVnSWSsOAxJbjR/+ctfKn7mwptxbW/PPfc04vxVm5CEDCObQh1eWrYnRNhGSLnaVCaO\nTMN7kjDa9l6tF0lsT5zBRoAuI44dI0EGtZqN9VkSe6nXYNy2sDvuj0L6X69Jaz8PfzdSmaxmH+PM\neTQQnfekIIGu6dBTKJJEZCRR0Ah5oRHHrb6NvpuxPQkO0vmR+VUCgowEsRsBtsNTtntO2/bCE6TR\nLnM39wrmeu4DQrZlpHpjeIq2Z9dtL+6cx4Dj2F7U7op+vw3ny+iYQ8PABiXR3wggGL4V6znunEdj\nrt1v0QX3mosuusgIGWksfeRxEGswru3w4cPzOH3JOc844wwjYKiRJNWS9/P8h3WwBK+bfffd10iC\nYp5dKTn3CSecoHsxCWozkjBe8lme/2DvkmBiJJjOCFFqnl2pe+6NNtpI14LsR4RAru7x/oDqGpCC\nVEYCxIyQBxghBzIXXnihPkvytpFgSzNgwADz3HPPVW/Af1JIDWAPYHnnnHOOESJka8f47LPP6p6f\n/YMEQuTeT3GsGNaU4LlCfJl7f5rpAOtDbIC5IMSJmmkvj+8KIYqu45rFcyWI3qy//vpGkuHMySef\nrDgcew3wPPwr7I3vueceM3jwYCMJJ7q3FDIA9buIk03nUtbNq6++uuoTvXLPlaJ9uoeTQJO66hFH\nna6xWPtFcb+6X7T0ACH/MULCZ4444ggj5DSW9rJjdUtI6RUT2X///XMfuMebmsc6w4vYKN7UCH7g\n8aaO699pxF5CGy1/Dtsqfx9bRirh0K7hTeVji4t1ev9OuebS/T+p7bk+56E9f79t/n6bBBuvZLGh\n3SXB622xPfZHrB/D+bnS+NJ6jzFLkS4jxZzSajJRO+zfmKsl6TjR99I+WBJvdH976aWXpt10W3tg\n1VLY2VxyySVt79nyYt555zU333yzERJTM2LECFu61eH6scYaa6h9CLmvPr/11ltGyKFN165dFVNm\nr++lY2tg6tSpiocRNyeFJowU2lP8S5IoDDidJLJ3bAVlMHopXqiYIfi4FDzM4Ayta5J4He75+Kwe\nfPBBs9BCC7Xu5CmfiRhNxsL8yBqGmKY8RIizDHO3FA9WXFsStIyQ+BghUVEMWwp1Gd7bY489jCSM\naHwffv6ePXuaZZZZRn3ZQmSiayGw3Oj38xhPs+cUgg5DvDQ4PjGNrgtrIikeoNdFSOOsH86wYcMM\nawgX8iH8fjn//XIjBm3LfrmRvvOduBghx+Kj9PkHaMIOwfbCecOOHiXrRVzb8/h0fb026pOr33L7\nI1yf8xhR+Lup5PeJjjjOnMfxUYy16PkHIa4c1ROvQ6y2nk7Lv5fk/7xsjzjWL7/80giRXpLu5nrs\niy++aLp165ZrH9I4OXbFPpLYJ9dFinwZYq8222wz14di8rQv8gX79Omj+1FbFEmuRxjX949//MOW\nbvl+tFAD5GHccccdmi8iJLbqvwAPI3928uTJillzD/OSvgbA2shZJHbWJY6CSpqAN2LrrbdWPJVc\nZbBVV4U8WTgHmLOJaSdP0BUBjyZvmLz3sWPHmuOOO0595B999JHmEeOHkuK1RsgK9RoJCZtyybBW\nwSdFrDc5RkISbeADGTdunGENECdGO2sdcS3o1/HHH699y/p8WbePn4HcAuJm8OkQZ2CrsFbApmyP\nM4iL0aDnOHvl6D7Z50snz5cO7TkO3uPxwXRip5vhiOB65clPEtpLms/1bC8vjCbNMXp8sHl/XHg9\n6tlLeFyc53q8UTbZ3lNPPWVWWGGFirkFccbq0jG9evUyxF6xb8lbWNOyZyLGpyhCnNLAgQPNlVde\nqfhhUcbV7Dj8+vSoZlWo34/L/xT3ZHHm/DzXp+TTw6HmuhBPD7eGDdw9aeiS/SE8EeSyhzyDabTr\n27BTA/DFkG8B98GGG27Y5pe3s7du9yqfqOCIzk4//XTz+eefOxGQGel2xZcQST722GMG0pi8Aq4r\ndqyBN3FIE6RMItqqq67aQAt2fYXkMkiVcQS5KJA7k8TCjZANpOuCbbHYcm2RcsoppxicuAceeKCV\nl4CAJBbaJC7WE6lUqkAkvwmCT1ZccUXzwgsvlHwtCs5jg0h5sFcYhBMCZCUNRP6BcBdhbqGfkL9F\n5bzzztPfJ0TbbNYhOurfv7+ZMGGCkvfy+qSTTmpHxAXp9DXXXGMgRLJVcBoeffTRurDB4Yezr9zp\niV5J3HFV4toeuoBMHocXTmwCZBCpElQy9LRsD5J/qbLWBpIQFPDKK6+0nQu7hNwYMCWp7eEoPfbY\nY83aa6/d1l4aL+LYS9zz1Gsr/D1jeySMuSjMKdhLvaCIOHMe4w9tT2r86AakUvAI8x7k2JBkM1dV\nkqjtEexTac7jewQSvC+EwBwv1QCNVJfUsZAMRwJdJSLSrGwvzXa5V/LbItADok8C9KLiuu3FnfMY\ncxzbC+2O44t+vyXBE6kUGMk8zLzcKMllvTmP87p4v2UNBLEjJJEQU9gozGHcS7m/008CnvISAn5G\njhypJLOs2csL3+TVL4hdmNch7M6SXCXJ+PjNsI6GRJR9GXsdGwTydwJoWSeSZExAnc34yuabb65J\n9/R1kUUWMRDYe2lOA5AxQLrPA6cyawrwNnAdiD2k2rf+xj3JR3N6tv3bJP1wrVkPM3faKgT9Q0ID\nkYUNZLffffedYrk4B0O8xlbdxekXhNuQQIGluCgkfxD8TbAve6SsBIyJYqY8yoW9LUHr4OIE6YTP\n+C+YW/HLIOxJ2LuAD4I9h8+85rHooosqBsJ6eujQoeWncfJ/ikOyHmIN68UODUD+Q7Jtjx49cu+Q\nx5vSuwSN4k2N4Aceb+q4/p1G7KWaldMWfrZyPw64FVIJR3cRb4qOPy7WyX3T+3eimkv3dVLbc33O\nQ3v+fpueDcXBxiudrZH50xbbW2+99dTPQIwC+GbWAqEle21IYjp37pz16Urap8goCQ/4CSjmxPXO\nQ9jX4suEIA4MJIvkW/y9hx56qGLo+Brq+X9brQfiAhg/8U4kxFAE00s+GsAvhQ+IB0Q1V1xxRRsR\nK8n6+NZs8Q/lo6GOdVaSwcC58MURD0SMAvgV83ar5+yOpXmjpCzEYRHPxz3CZaFA4/bbb68xjfgn\n8Pm5KuzxIGYhEYsYzDhxpHmMlf7hDw5jB6N9mDZtmhLlQPpBMglxVcS4gnHjB0H4PlgiMSbRZ17b\nSPwOeQnzEr+VIviTb7jhBi0ccP755+u4otfPxtf4moi95xHug2zsZ9gnv18ONdH8c6P75UbObMt+\nuZG+8524GCHH+nhItGCPeHza5x+E1tioTy78fpJn1+c8xurvt0mueOmxSf0Zpd9u7r+8bI89CtIK\nLLo5Df34bfJRIO0kId91Afv75ptvzOYSp+u6PPLII7pfTTv/rNV6mTlzpsb15mlfxJNSVJL4Nwha\n8xZyX8jxWGuttcwRRxyhsfl598mfvzUaePPNNxWXHjNmjMZhQvxMfvMOO+xgyIfwkq0GmAvIMYBc\n0PXCDMyt2A/7bZsx3ThXFH86+DT+GXgBbMWna40FEkgKWOH/gPMgFApgrrvuuvoI3+OZOG1ys5kT\neIBF8gwZFmsy8ubBqPC3d+nSpeQBvs11z1ogtCXmgZwH1zg9KukG3yC/GThK4PSx2R9InjCxHpdf\nfrn1viePD1aytnjvhX6HLPKl4+A9Hh/0+GA8S012VD3bywujSTaK2kd7fLC2fpJ8Ws9e4rYVhzfK\nJttjvQc+0REEHIh4vUcffVTzDfMc86677qr4C8XbDznkkDy7kuq5yaUnNpUYDAqje/H+67RtgD1p\nLf6nuOeLM+fnuT6lcJOLWES5/sEW4RyD9xX+lyWXXLL8EOf+h8ie2PtBgwYptu/cAHyHE2kAnypc\nezvvvLP6ccDNwXK8pKuBXMnDX3rpJTNq1CglDqfagcsCKAaJKAko1YgkXRofEy3B16eeeqpL3a7Y\nV0hQIKnn+rhIvI1zgIQnnMgkA7ouU6ZMMZdddpm5Tiqskujoirz88stK8nrbbbdZS163xBJLaDBJ\nSGJQS7f8tgEkSExg4QtBX7lEyUxDEkiCK6IEVMstt5w6tOtdS0jfEH6DOMTKiXR5H9JJHGNs1CEy\nBHSDNIbXJIZCVBQVnDz8tnGyl5NxR4+z5TULWZxRlfr61VdfVSSdsKXv9foR1/YgXCZwC+K/vn37\nqjO0Uttp2R4EHzjQcTojVG6P2m9o10ltDwIzgrYI6MhKatlL0nNWawu7Q0LnVNJ2bTgecjTmFBxr\nIeBbqV9x5jy+F9oez8xr3LMgi4mSGZNohtSa96K2t+yyy1ac87A/+o/jnSAxngle4Z7PRh4QtVyy\nsr0s2oVIh/U980O5uG57cec8xh3H9kK74/hwXirq/Zb5hj0GVcLKhTV7GgGx1eY8zufi/RZwD9JJ\nHBokXkNAbaMwh1Hs6MILL9T1WZ59JFCLCqsAovyWbBDmjdGjR5t99tlHH7aQVvzyl7/U68VcBaEG\nwWc2CAn5BHKiJ4hYbA9QI2kdm+Mevthii+l93QY9FqEP7DchCuJBIggEIATOsQ/EPkiyx3ZdJnEo\nwnVKewwEyvbr189ss802Onem3X6a7REUDFkFc5YNQnAAWAlk1a4L44DUmb1SuAdzaUzsI7kvQGjH\nGPIS9hoUVeNRKSgJDDFKKh6Siz/xxBOa6BVW2gY7hECHuRfSbXA8HpCMM1dT5d4lIRgbfJoHJDNe\n8tfAv//9b02kO+644/LvjPTA403pXIZm8KZG8AOPN5VeN483/aiPpHhTWFAb7CpasCgsuFGJPNxF\nvClqLXGxTu/fiWot/ddJbc/1OQ8N+vtt+nZUCxuvdDaX77cEFBI/AF7UCsIW/Nr4CiGt3HfffSup\nM9P3IJnEv06yOFhkXkIcGTjoueeeq4kKWfTjsMMOUzwYQkoSImwTAt8feOAB89vf/tYQ81iEIHPb\ndJy0P5C4Qx4OTkdyA68hjFlzzTU1QYgChVmQ3Sftpz8+fQ2AXzEnEe8G6QK+ArAeGwiD0h+tfS0S\n2I/OuS/iI3ZZiM3Fvwxm+OSTTxpifFwVYpV23HFH8+2335pnnnmmZlyTrWOEFA6fOrgtRO5R0o+Q\nhIWkYQhYwudbbrlFC2dS8BUhxhS/Avt6nsMH/+dxT5g6darGLGJnJHq6LqyF8H8Q4+ZKPDu4M3tQ\nVwod+P1y+r+SpPvlRnrgOlYTFyNENz4eshELye47Hp8u1W1avpFoDDhnsD3/oBmfXKkG4/3n+pzH\nKP39Nt61rnRUUn9GpTYafS8v26NYGXsTV/KeiZsGKylCbjOE26xTKBbnujz00ENmiy22KMlLcnFM\nNtgXOYHEsOGrGD9+vBVqJDaP/FdyDCHAgKDVSzE1QGE7csspZgnBMLGT+LYOOOAAp3MzXbtaI0eO\nVL8Q/sRtt93Wte6X9JdYafKeyRu7//77DQTVrgq5vdttt52BqAtSQRdjcylezlyOXeGfjyPsQ4m9\n4AEGFRV0AY4dEovzDHbPPWPWrFl6KPnQ5HFFicX5n0etXOnoeWq9BmeHqGn33XePPaZa7eX9GTrl\nGkFUzzxsO4EavDbdunXT+0Teuqt3fo8P1tNQ9c8bib+q3tqcT+LiPR4fnKMzXnVUfLBUC839F8f2\n8sJomhtZ6bc9Pliqj0b/i2MvcdqOyxtli+3hQyBuZr/99oszPOePYb/So0cP5crKO6aTmA/Wt9df\nf32hyMOJQ4UTg4Lo8Ay5uJ9K29D9+jRtjRrltKvG/xTnbHHn/DzXp2B3RYnrBm8844wzTIiDxblG\nth8DZ9L666+vuD5zuZdiawDOHTBC4gzBDOGhAkv3kp4G5k6vqWQtEXTNopCAfYjGXBcWX3PPPXch\nKrjgyAV8hsA3DXA572tLkCI3dsimXBScDC+88IImPhLA4bJAnEP1Jqr5QvLlkpAIyQKE4D+bhaCY\nTz/9tGYXSfCn6hRJc+Gilzk5KoCjXK9QwqrwJF8R+B/Kn//8Z0PiRb3kK27mVNZlg4ZUS6rFgU5A\nDMc9/PDD2i6O9HJhwU4/LrjggpKN74wZMwzER7YQH0b7/dprr5ntt98++pa+RveffPJJ7lXW2nUs\n4RtxbA+SP+yFBGukkt3xflq2x/0Mh2B4vmoBASw449oewUUkI5GoFBXI+NOsVF7NXqLnjPu6Wlv8\nXvitQxzqqoSEAMx71dYscec8dFBue3feeacmfkP4FgpEBNgMRGnVJGp7OKGrzXkQhHMsm/bFF19c\nE98IIuJ1uWRle1m1SwEIwPpK1Z+KYHtx5ry4tldud1z7ot5vKaDB5v7ee+/Ve0C4tiUBlIAYAJ9m\npdqc5/L9FgJVSA64j1Yq+NKsztL4PnMwiZaANpBnVJuT0zhXnDYgTWXtPm7cOCWgjfOdrI/Za6+9\nzHVSQIn9EPs78AMbBIfSzTffrP2i0I0tgs2zF2bOINA7XM/Z0r/yfuy///66Dzv66KM18C9PEp/y\nvhXlf0hgePD7Zq8IkTh7QnQOyTQkMAQCQhzlxV0NEDjMdWQ9zDUO1wo2jgjCZdbxEFzX2hu0qu8U\nbcMRyHqq0n6iVf1I6zxDhw7V/Sq4rotCoQNIxChGaLMdk2hAwUoe5cI+BeJUguEJaCLJCeIc8A8K\n/YVBV4yPz0IycZ55gDXwXF4MsPw8efwPoQlrDZzoXuzQAHtEbMoWn4HHm4z+1pvBOpvFmxrBDzze\nNOf33NH8O43Yyxxtlb5iD8oaj8SpKHk4+3jul+W+J5fxpujI42Cd3r8T1Vj6r5PaXhHmPH+/bf5+\nW26J1bDx8uPC/xuZP22xPbBVEniIVWiFgHcTwwB5dzWfX5b9gPCSoEliI/LEHSmsTJFT7gmHH354\nJom4YBoQc0OsedBBB5Uk9WWp47hts84i8YQ5DEyoCAXc4o7d9uPAOPr3768PkrOIh6KIPBgyZK18\nRsySF7c1QFwIv0FiKiAOJo6D+YJ5w2VCDdeuCgVAIajefPPN9bfmWv/L+wtxw4MPPmggJKtUMKr8\neJv/5945bdo0JR9Zeumlbe5qxb6xx4ZcizhKCFSixOF8gftwSMKy5ZZblrQBnv3++++3kYq/8847\nGoPC/h7/SVgok3ivKJl49HUW8wi+pD59+qi/++qrry7ps4v/TJkyxeyyyy4675K06oLw26YIEER9\nFARyQfx+Of/9ciN2Yst+uZG+h9+JgxH6eMhQW3Y8e3x6znVgnYCkFYsbjQGnXZvzD5r1yTG+pFKE\nOc/fbxu/3yb1ZyS1r1rH52V7rIOjuSS1+mjDZxTGWmONNXIpnpT2+IkTLd//pX2OVrRHDt2kSZOU\n7LoV58vyHKF95U1gBO5Lfi8krJCt2iDki0J8gf+EeBvbyUxt0JlLfaCQBH4HipiGxLUUWOvVq5fV\n8aEu6ThuX8eOHav+n1GjRhnyc1wWCAeJmf/yyy81TsnGWNu4+mUvtuuuuxpwAzBZF+fAjz/+WHNS\n8BOQX5VG7Dd5LazLeJQLOHiUVBy/F+d999132/BscH5i1UJi8fD18ssvHwvrpGgq9ydye+GMCffO\n5X1x5X9wEH73xImwJqnEO2HTWO677z71PxF3n4Y9tWJsHh9sjJ+kkfiretczLt7j8cE5mgznuI6I\nD87RQvOv4tpeXhhN8yOc04LHBxvHB0MtxrWX8Phqz0l4o2yxPWLT2Bs2k29TTR+2vk/8LPGrNggx\nvBRhYg1dntthQ/8a7QO40vDhw82ll16qcbqNtlOk7/n1aWPr02o2UIv/qdp3wvfjzvl5r0+JL3UZ\nXwn1zTP7DOIahwwZopypnTp1in7s5GtiuHfbbTcdD5iYK3FcTirbkk5jx3CFkPczYMAAjeeEB8MV\nnMQSNVbtxlxVP8n4A6pJvPrqq+o0CTfjGZ8ys+afe+45Q2Dv6NGjS0hsMzthhg0DiOCk7Nmzp4L1\nGZ6qJU1jY1deeaUS5+RNYNfIgHEAQJJDQlMIQDTSji3fgfyNpNXLLrvMli7F6gcEniSJsNGyXSDW\nIwmklnz77bf68S233GIg68RRwhghaOEzyLdx0M2cOVOdTSQxQJLAJprjSAIKheqsJFGUF4GI9uGj\njz4yBEzF0d/EiRPVcU776BwnerkQOEMSwiKLLGIYw8UXX6wPiKUgmKlGhEwfSarld1VPQgIkQJtK\nUqut77//3px11lklycpUsoU0iqS1ckE/JKiwsHVZ4tgeRHCAcji+Pv/8cwUuGDPOVUiGQ8cwQbcQ\ndDOHU1k3ru2hR0itQoFgFdAtDtlkHNsj+Aw7xgZDuwPkggSUvlaTtOwFvWywwQZ6X6t0rqS2R9IU\nzl+XCRYhkISAOzrnlOsm7pzH96K2R5ITGxEq0YcCWMExfBbdiDZqeyGRHEEAzLXMuxtvvHF4urbn\nRmyvnr3QeNx2a9kw7RD0NGbMGANAHwprY34v3CPKpQi2F2fOi2t7He1+C0jFfTZKgk3RIggvIMmO\nSi3bSzrnuXy/Zb8MsAewSuChrXLEEUcYAtggk8xbQvBw8ODBJUlBefeLfRAOqUprwrz6BtEOwawE\nJFFMxSaBkJt1IA+Sum0XispRJI+ANPY/XrLRAGswnLus0djbMef8+9//1iR1yIVIUGLfyn7Ci1sa\nCIs0cc+GjMt2HO/QQw9VrOS4446zQtGQd0GaAa7runCvZM8NcWfeiUaN6BJH+imnnKLOWZfJZphv\nCTBn3wqeA8EG63bucSQrsKaHSJX3sDsCbrhfsxcEn+vevbsW3oJwBWyHatD8Xri24EJvvPGGBks1\nouNmvkORMPbCFL3xTsZmNJnud8EUCCaDiN4G8XhTdayzlXhTEvwAu/F4U8f27ySxl1p4E4VtCUiB\nCDTcU+AnmjBhgt7jyu8dLuNN0fk2Dtbp/Tu1fYv1/Ir15s+ktleEOc/fbxu/3ybBxmvNecwDSeZP\njrfJ9thvkezaKsGXjz8ZDDwPoQgS5CK1fNKt6Bd+AIg8KVaflVDwEp8//kcbhX3Leeedpzj/888/\nb2MXO3yfNtxwQ8WNWatRaI/7MARPPIghDH24HV5RDimA4rcQCoN/Dhs2TGPJwKzAqYjXyYLw1yH1\ntLSrxBQSgwUBMzF70biZlnYkpZOBVYITQkpfKVYnpdO0pBnwdK7Jrbfe6iwJOr5Wfu9guGDTSQRb\nXHHFFZXYMyx6fv/99xtIxIllwu9AAcOTTz5Zi4MRv4iPkeID7E0WWGABw76M/TFFJ7l/4Dtnrmn0\nvgGOTgFkinLefvvt1hQXT6LX6LHg/xDNbLrpplrEIfqZra+J82PPw7y11VZb2drNdv3y+2U79svR\nC1MP9+FYm/bL0b4neR0HIwznRJ9/UF2z9eylHlYTtlyvHY7z+HTHzj/ABuLGgNfDp2krlDi2V4Q5\nz99vG7/fJvFnxJ3zsD+bbQ8MkBweVwQcmYJfrgu+EMhHK+UUujY2CmSxjiLu1XXBvmwgxqKwHXlK\n5PLbJOeee66hECux5F7c1wCYEmS7xEFSbP7RRx/VwrJ/+9vfFDfiN10eQ+L+qO0eAfMp+SX4Eo8+\n+mi7O1und8QkMRZ8v/hEwRBdltCXDQZbKY/U9rHxewdDnH/++TWHoRW51uS9gLVyz8D3TO4EZOKs\ngXjmf+wcXgfiIshlplAl/5NLTbwEcdmDBg1SrJt1E/n6oYAZgE9Dtgfpvuv+HMZFTB/x5+iGcdks\n5JoTM0+xE66zK+Lxwcb5SZLEX9XbK8fFe7Arjw96fDCcX+rhKnHwwSS25/HB0ph9rgM6Zo3H+s7z\nk8zh3Kk35yXljbLF9sjFJ4apGq9V+Nss0jMF/uBDiXI55TU+fP8U2iHWp0hCDi35yuBd7Au8GI3h\nqcUjhY68/7pyjksS/qd6c3WSNULe61POz/xQFOnfv7+ZZ555NB+7KGMi/wButeuuu64oQ/LjiKEB\n+BYomgfXEgTy1fg8YzTlD4lqQDYgLRcBIAOpZhAcf/zxLT932ieU4NJg/fXXD2Shm3bTubQnpGGB\n3DQCIe/I5fxpn1SCBPT6cJ1clH322ScQx08gCdkudr+kz/zuxQEeCJlRyfsu/CObx0CCG3LpqszX\ngSR1xD63JB0EkqATSOJDze9IkkMgRIGBOIuCyy+/PJAEheCnP/0SVEymAABAAElEQVSpzmVCdB1I\nIoZ+vtBCCwWSJKNtyQYzEDKgQBwrgSzCgquuuioQh1MgZOJt55LEChjaVF9C2qbXW8gbAyEIbTum\n2gsBdwJJxNC+85sVB1ggVdfaHS4JYXoOzlP+kOrx7Y4P35AEET1eKpCEb7V7FsAiEDJH1SFt8xuU\nJOB2x9VqSzaXwdprrx0I0afOP1IAIBCC6UASqNq1wxvi3As22WSTip/VelNIjQMhzKt1SMOfSfKL\n6ipJA3FsT5z0gVT0Dei7OCfVdrAP5gYJqNDTSfEKPbcQBgWSdKLvxbE9SQgMxIkZiBMwkIILAXYi\nCSuBEOTXHUYc2xNCrEAcwO1sDjsRh3DA76aapGUvQqSk5+d3KQ7EdqdLYnuS2B5IYnfw0EMPtWun\n1ht33XWX9kEW4rUOa/gzqTIeSHGARN+XBDj9rdb6Ur05j+9Wsj0prhBIQlogzvaAsTMnSCGMklM1\nY3tCrh387ne/0/Zod9ttty1pm38atb169pKk3Vo2TB+lKFAg5I46hws4FAjJcSDANx+1k0ZtDz3x\nm85K+C37+22pdrO830qVd10rSPJnMGrUKP2NsYYol1q2l2TOo10b77fl4633v5AuBnvuuWe9w3L9\nXEDIQIgjAxv2X6yH2dsyR9kkUvAmkGCtQByVNnVL70f85pinbRIJxAukkFYgZB8BazbbhTUa93P2\nMtF9ku39LkL/uI+wl2Mvxn1dnO/B6aefHogToQjD6xBjYO/MvF1tHWmTEqTSqe752ePaIJKkpv0Z\nN26cDd1pug9SUCaQAksV971NN96CBiSgPxAisYD1qusixd50r8e+O4lwP3z33XcDIRwPhJRL8cHd\nd99dcTKwCOZpHmBn4pAPevTooftt5m0J3gnYi0uSTeprStYSrFXZ63ixRwP4DZj/wTGyEo83uYk3\nYQ9x8QOPN3n/ThJ7qYU30Q6YBpiVJIWpfwy/ZrU5yka8yft32vsWk2Dh2EBU6tkLx0piWsBah/UN\nPlrWP+VYZz28nnbi2l6jc5737xTHv5MEG49jw67eb6WYt/rw+P20QsD6+J0n9a2m2bdVV101AIPP\nWyRwU/397BmzEmK9eNgs+JaJnbENU7dZZ3n2DawBfzOxHfi18WmzRvBirwbAC4jvAsth/hWCFo1V\nw2/kJR8N/Oc//wm222479YGF8Vz59CSdswqxtMaZCSF9Og3m2IoQuCrWeumll+bYi+ZOHe6ZsoqF\nrNY7KVCssfL33HOP+hkPO+wwXYPgZxTyJ51/mIOWXHLJQEgzAuLPhFhcY22FWLyqH4B2haxPY7+J\nR3VdiL/Eb7PmmmvGisW0ZbzEihAjnXc+hMenW4dPp71fjhtP3ihW4+Mhff5BtfkyDt7Idz0+3bHz\nD5Lg3uFaq1r+QWiLcWyv0TnP49PFwaexl7j+jDj4tO33288++0z3BUKEGf5UrH4GTyEWR4oyWd3P\nOJ178MEHVffED7ku+JvJ3XRdyJljr2yLfZGDIkUFq+Zq5qVvsGj0JEXL8uqCP2+TGhCyP82fFtIu\nzbUm1pA8ay/5aoB8gEUWWSSQ4gEBWLXrIkUONWZSCLhcH0ogxHa6/oCfwEVhbQt+R2yz7XknX3/9\ndUDOADi6kC4FQrYUkGdIfho4Ng+4e6SgcsD+jxgmeCCEbC8gP99lIY6d+6sruRJwcsChkLdNYRN/\n+tOfYl/6OBwRNFYvV5/7Jth8R+MniRt/VWuvnATv4Vp4fLBj44PYABIH06uHDyaxPY8Plsbscw08\nP8kczqdyzp1acx66S8Jj0ajtZeGP45rvvffeDKHDCHmCcIFdfPHFVoxZiugEQuBeiP1hVKHg5fyO\nbNFztG9pvPbr08nt1JhkHox+ud78moT/qVZbSdYI9C/v9SmxWsQGF0n+8Ic/KGZRhFz18LpIoQTN\nKfexwKFGOs4z/CFwTMKziU/TS1MamEX1opYLJIsE08Yh9Gx55xKe8FohO4WsFKeQ68L1gODqyCOP\ndH0o2n8If1k4ukA6VEnhTz31lDpN4pAuV/q+be8RWM/vvhqBsm39DfsDERR2BNlNHsK5k5CZ0kfI\nwCH5riflc3A5GTDOpPJjaJP3pRJtMH369HanCMnDSdaF9B6iIBxoNgjjw9FB8GGzEqctqdJYl/gf\n3eCMa4RwzDbycHQax/Zw0Ec3JegAsC4U/q8W4FXL9lhbQDSEkLw9a9assMncn9OyFwby6aef1k0K\nj2N7zCsETCQVG4N3cV6TMCpVwGoOp3w+K5/zqtke75NENGXKlKD8O5zQZtuLYy81lfbfD+PYML9t\nAEn0VUsatb0swPloP/39NqqN5l7HsZfwDARVkzRZTeK0FWfOwy5tvN9WG3e192+66Sbde7K+slUI\nKuL3JBUpregie5CllloqsAk8ZN2zyiqraBEeK5T0306Q5I9TiWBq20SqEQfzzjtvAMDtgrDmgPAc\nEusiFAJzQeflfQSjO/bYYxXjIhlmMykGRiB++Xqw/Hv+//w0wF6da2VbwYdKGmFfSjAtDipbBOJl\nSCuKIM8995yuJSDqcFHAd7DlpFierWOlgBYFtdIOGmc+hliFIG6CAlizbbPNNkGXLl00WJr1JA+w\nL96jMAfHcCxY+UsvvaT4ZFK9UbSL4ok2r6eTjqkIxxPURMG+KF6Y9rgaIWfxeFP1q9BKvCnsRT38\nwONNQTvcsiP7d+rZSxy8CdsjyBW8s5rYijc1Qh7OGL1/p/KVjmsvlb9d+m7c+bOe7TU653n/Tvui\nuK77d+Jg40lsuN782ajtZeXfIfmY5NCon7n0V5f+f+xPKDCRl5x77rkaMMl1zVM4P7E/xx13XGbd\nILGNfaHNsXjsLdnLUBDPizsaIOGZIpRdu3ZVG6PYPZika7Fs7mg8eU8h19lrr70UFyLpDEzolVde\nSd6Q/0bqGoCIArwODNd1eeutt5SwAPzTdQFnxY961FFHOTsUyE6wrYEDB1o1BtaZ+Knvvvtu9aHj\nF9pqq62C5ZZbTtehIY4dEotTWJSYWXxexOSxTijC/MUeFYx+iSWWCFwqHIAfwpZ8CI9Pp/vTjoOv\npL1frjcC2/bLYX+Zp+hbEomDEdJeeexF+T61I+PT9fSdBKup1ZbHpwONVY7iQuikI+Yf1LKT6Gdx\n5s/o8dVeNzrneXy6PZ7nOj6NjdTzZ6Q153GuRm2vWXx6/Pjxuv5nfeGC4Cckx5l7sesC/gyGVwQh\nljhOjqftYw3ty5bfA2TmxL3bGHNK/DLYJrmNXtzQALkmEOxutNFG6jtYeeWVgxEjRgT4T73krwH2\noBRZXmeddTKNMWzVSK+//nq1M7hJXJcJEyboWmn48OHODmXIkCFKcgzZsavCfph7DoXQIa0GwyZW\n+he/+EUblk1sBUUze/fuHRxxxBFKRggHC5gv37dZyKUE56LIuQvCnEWxAxt8HugtCXk4+vX4YGUr\nS7K/rRd/laStyr358V2PD3p8sJZ9VPrM44PtteLzRdrrJHwnLXtJa86jX3nhg6FOwmc4MSjectVV\nV4VvdZjnvn37Bv369bNivMRysNYpQkGmcoUSK0cu5+zZs8s/cv5/vz5N7xLGmV/j8j/FaStOz21Y\nn7IXu+CCC+J015ljIFgmBs1G/pdGlQg3JWMiL8JLx9PA66+/rtgVPIF5F11zXPuz5pIba0vlxRdf\nNFdeeaWRH6+R6r4tPXfaJ5PEESPVn40EbZg11lgj7eZb3t4555xjZKNiTjvttJafO+0Tyg/TSNKe\nkc2H2XTTTdNuPvP2ZAFmJDDAbL311kY2T5mfL+sTSLVEc8UVV5izzz7b/OxnP8v6dKm2LxVJjVSr\nMFtuuWWq7WbZ2MEHH2wkCMIIkU7N05TPwZKEUXK8VMiuOE/z/sYbb2zEeVRyfPk/AnoYcSgZIU0q\n/yiX/yVA1Dz77LNmu+22a/r8cdqSqqgGHdQSCQjR+4gEF9Q6zJnP4tieOBqNLOLbxoR9iDOy5P+l\nl1667f/oi7i2J1XijATaRL+a6+u07IVBCBGZ6dWrV83x1LM9IcI24jQ1Y8eOrdmOKx9KwJeuLVm/\nCKBQtdv15jxssZLt8b6QARghHjbl82T5yWyzvTj2Uj6GSv/HsWF+25J0VXPOL5rtxZnz0Gc92+vI\n91sB4IwUfqhkdvpeHNurN+fRUFHut7vttpthnhFSg6o6y/sDIUw2UpXRCAFg3l3R8wtphxEiCCOk\nwVb0h06w7pFgGnPvvfcaIUCxpl/LLrusOfroo82ZZ55pJLDbmn7RESFbVwxp2LBhRpLHrepbpc4w\n70vCk5EAPLPffvtRtK/SYf69DDUARjdy5EgjSYFGEvrNoosuaiSh30hSuxEiCCPFwWquGzPsmm+6\nggbAivmtSCCqYX1lu4ATse9gTrJBhHzZSIE3tXkb+tNsH6TyuxEidNOnT59mm2r597EL8NyePXsa\nIYJo+fnTPiH33BtuuMFIEoxh352mcK/s1q2b2XnnnY0k+xkh9Tb333+/Yc8oAXg6fz/xxBNGkruM\nVFDXeVwI43QdvMsuuxhJqjPsAzp37qx7ddbJ+AJYYz344IPm7bffNuwloiLE1Gbo0KFGgmgUr4x+\n5l/nq4ExY8aY3/zmNyV4Yb49+vHsHm+qfhVaiTeFvaiFH3i86UctleOWHm9qDm9Cq5JYr3hnaIfl\nz0XBm8JxxcE6vX8n1FZjz3Hnz1q2V7Q5z99vq9tSHHuJg43HwdjDXrh2vyUOgX2YJLOGQ8j8Wcgi\njSQbZH6eaicQMl0jiaZGkrCrHdKS91l3sJcjBgj8PQuRAlNGSACs9odgg+BDxNpJMkoWavBtZqCB\nhRdeWH0hr732mhGSarWzI4880gjxq8Z/glV6ab0GhNDKCJmBWW211RQbfPPNN9XX+PHHHytutOaa\na7a+U/6MJRrA1yKkyOaiiy4yG264Yclnrv3DvVSInY0QAOm9zLX+R/uLT5fY4u7duzvrI2AM4OnE\nGHBPtUnw6+On3n777c0xxxxjLr30UiPkK+b99983QihlJJFF/ZDHH3+85g/gl5QEYcW08RVLkWmN\n8SP2eN999zX4l4jVmzJlinX++Fp6Z+yTJk1S/zcxBa4Iseou50P4/XJ1S8tjv1y9N0Z9W0WKxY2D\nEaIPHw9Zyypqf5YEq6nVksenjcYq+/yDWlZS+lmc+bP0G+3/8/j0jzop98l15PyDWv4MtJXWnJen\n7RG7QiwieLwLAn5Nzgu+YteF/Rc5ta7LJ598YqTwlwHzdl2wLynGaM3voVOnToop4KuwTcDRllpq\nKXPAAQf4GHLbLk5Zf8h5x0fA9fr973+vuTrEmINRg/ngP/WSrwbIw9h7773VJwlOHc1JzrdnjZ1d\ninOqrRHvSuy8ywI+uueeexopqmhOOOEEJ4dy5513mtNPP119VGDUrgp7EnINiWcgflrIPs1TTz1l\npk+frjg18ddCIG0OOuggzacBo/7DH/6gay0hGtffFb44sPrBgwcbIbg32GpWsQBJ9EyOBPdT4hP6\n9++f5Ku5HSuEbkaIHpU3IrdONHFijw9WVl6S/W2t+CtaT9JW5d78+K7HBz0+WMs+Kn3m8cH2WvH+\nuPY6Cd9Jw15oK605L098MNRJ+MxainiBzTbbLHyrwzzDufb4449bgXUQy7HBBhvo2rVoFwA8grW8\nEOYXbWgNjcevTyurLc78Gof/idbjtFW5F6Xv5r0+nTlzphGi7UJwwEY1S/40uCWcGcRBFUHg+oBP\nAv5hcr69dCwNkB8C7gQHLfyl9fhRO5Z2Eo62leznkrgVyAULevTo0crTZnYuAegDSSoJqNDgulBV\nct555y1MlYkbb7xRK2KKA8/JS0N1TwlmC9566y0n+1/eaSHNCdZff33rK5CW91s27lpt6oEHHij/\nqGX/y5SuVdCSnpDKPrIJCoToJ+lXmzqeih702YaqqOUDoXIulcDTkDTakoSXQEiYGu6OBB429f1a\nJ77tttv0OtY6ptpnedmeBAIE4ugMpLBHta7l9n4a9kLnZ82aFTRbxVoSmAIhTAykwEBD+pDkJrUN\nrnMWIk7mQIjAGmqaateSsBRQAa2VYqvtpWEvoR7TsOFmbe93v/tdIAl5YZdSf/b32/RUmoa9hL1J\noy2b77fhOJM8C7AXSAJWQCV6W4V1hADKgTgnrOiirVVWd9ppp0ACrFp+36p1Ubh3SDB1IIFgtQ7L\n5TPwJEkECKgiKInWufQh6UlZt80999yBJCYn/ao/PgMNSPBiIOS0gTiFdT0rAZKBBDcWBnfJQGUt\naZIKsVKYLJBg1eCHH35oyTmbOYkE1Cpehy3ZIFSrX2mllQIhD7OhO033Qcij9fcpgb5Nt5VHA9iF\nFMYJqF7vunDfFcKZQIKZrBsKeIQEfgVShEXndQkID4QgJxBC8UCSNdWG2N+xHmV+ETJ6xUGkwKj6\nPySBRNeprcYOrFOkJR3i98L1kgTDTHvk8ab01OvxpmS69HhTMn3VOjoNjChsP422bMabvH8nvNLp\nPKdhL/QkjfmzWYzd+3fa24T377TXSaV3mrW9rPw7YD3ca6WAUKVuZ/Le+PHjda/BufOS3r17Z+ov\nizsufPJZY8lSUCogJkICuuN2q+XHsbdcZ511gi222KLl5/YnTE8D/KalcG/QtWtXnVeEACcQwhkr\nY0/SG7UdLUkAeCDkGIrZSCC4xrlNnTrVjs75XrRpQIhyggUWWCAQUom291x+gY9WElACIXp2eRga\nh7vddtsFSy+9dCBEZM6OZYcddtAxfPbZZ86OIdpxSZQNhEAxkIS4QIqJBxdccEEwYMCAQEji1J+D\n75g1LA9yD4ipFoKdQIqiB9ddd10ghC5WrX3oE30VYpnoMK1/TT6EJPvr/d2Gznp8Or2rkAa+EvYm\nDczH1v1yOEZ+v5JUHv4b+zmvGHCffxD7EgUen46vqzhH2ooR0vc05iraSWP+bHbO8/g0V6JUbLW9\nNOwlHGkaNtys7TWLT4MTCYFBOCTrn1dccUWNibS+o3U6SEwhaxn2Va7LmDFjNN5QCDBcH0qAfZ18\n8slWjYN9NLZiI6Y4efJkxQikGJlVOvOdCQIhRAqkCFQgBd/UfojBHT58eCBku149Fmpg6NChGpcr\nBWEt7F2yLoFJg0336dPHqhyiZKP48WgpCqt5PfDFEMvuorzzzjuBFFwJhIDLxe5X7PNll12m+fVx\n8SC4cYjZv/baa4NBgwZpLPbqq6+u2Cr3Vx5Cgqy8QPjzyIu64447gmnTpgXff/99xT6k+SZY0aKL\nLhpIQVhnfjPoFJ/amWeemaYqGm6La9gIvu/xwfYqT2N/G7aaRlseHwy1mc6zrRgNo0vDXmgnDbyn\nWYzG44NciVKx1fbSsJdwpGnYcLO21yw+GI4lfJaCYYEUoAr/7VDP4C+sL2zh8SOPc7755itkjN8e\ne+wRdOvWrXD25den6V3SNObXsDdptGXD+pScYTjn8ozxD3Wa9jOYEjykV155ZdpN59YenHdwJg0b\nNiy3PvgT56sBclHgFgFHmTRpUr6dcfPss6jo0jKRaoPq9BK295adM6sTAQyTpHTRRRdldYqWtgvJ\nDE5cnF+uC2NYfvnlA6km6eRQCObH6WCbQ71RZUr1Vd0ASnWxRpvI7XskJ0Aslqew+YnrrKnUzw8+\n+KDS25m899577wWAJ/R5hRVWCK655ppCzCmZKEsabTYJyVby8FBfrbQ9CkYsvvjiansQhBZhnRHq\nMe3njz/+uKlCDjaD8+iKQMFWrmW87cW30GZtL21wvrzn/n5brpHi/G/z/bYRLQNY4sy4+OKLG/l6\nS77DPCxVDK0B6959913FIZizbZLXX39d+wVOYpMQYAnxJgF9tgm/Z5KoDz30UNu6VrU/o0aN0uv8\nyCOPVD3Gf9B6DUBUSkFACBVYAxC4ChmMjXbfeu207oyzZ89WUt+VV17ZGYccwaerrbaaNUTnkE5A\nftDK/XdWFgJZ9VprraUBvlmdI8t2ITbhHsXcUgSh2B3k2y+//LJzw/nqq6+CF154Ibj99tuDESNG\nBOBEW265pTr/o8QsOMyZfyhOcsghh2iS/S233BKQuOUTgVp32fGBQPKeNZl7M+QsaMPjTa2ziaRn\n8nhTUo1VP977d6rrptInNuNNzZCHh2Nt5frSY+yh1us/Nzvnef9OqY697ZXqo9Z/zdpelv4dggXB\ndFolJHqCJd1zzz2tOmW780BmwN7Ghn3LaaedpsnCWRWdJuGYZGQbi11GLwzkxwScjx07Nvq2f+2o\nBiCfYN4Cc4PMGsIAcAYv6Wngu+++C66++mol3mdOJdEJAh2bCyenN3r3WmKO5xpBcJzVfN9KrYAX\nch994oknWnnaTM51+umna1LQs88+m0n7rWiUwulcjyIQ/6AvsALiFyl2WU3wjZF7QAEcElmPOeYY\nLQxDAQvuPcyLPLgH8dv7zW9+o34Hiqo8+uij6g/KGksN+879jz6dcMIJ4VvOPIP5L7fcci2NIayl\nHI9P19KO25/ZvF9Gs8wnPv/AbRur1nuPT1fTTPL3PUYYX2fNznkeny7Vtbe9Un3U+q9Z22sGn4Yo\nieJA+N5cEPy93P8fe+wxF7pbs48h4fY//vGPmse58OFvf/vboGfPni50tWYfbbYv4jkPPvjgmv3P\n68OTTjopmH/++QPIT73krwEI5yDHhYgWTArcBXIkYle92KkBikjggwNHc13Isdpwww2DVVddVck7\nXR4Pv5ntt98+WHLJJQPWai4Kfui1115bH0XwfXANKKgxzzzzBEOGDGn6koBBc+8Hx77wwgu1QGav\nXr0UcyW2nDUnz/C4UPycYjtw7XA8c20aGDZ5PfxeuE4uFWE5/vjjg8UWW8waAkuuVSPk4aERtTKG\nEJtj/0afPT9JeAWqP3t8sLpukn7iMZr4GmsWo/H4YKmuve2V6qPWf83aXjP4YKV+gfPAz9cR5Ycf\nftBYBorW2CDwbcC5Ba9Z0eTFF1/UddEDDzxQqKH59WmhLmfJYGxYn7IfoyBWUeXAAw/UXOg09ty2\n6OiUU04JOnXq5DxWZos+XewHmClxdcQojh8/3sUh5NnnWf+Ps8vNNXMRpnfzq1/9ykhgrBGwPvPz\nZX2CnXbayUgQrxECDSPOoqxPl2n7U6ZMMeJ4MEKoodcn05O1oPHzzz/fDB482Lz11ltGiCdacMZ0\nT7H//vsbCfQ2QmZlhBgw3cZb3JpUjTUS2K72JUmMLT57c6d75ZVXjJAWmQkTJpi+ffs211gT3xYH\np5HgXSM3uiZaac1Xud6S5FVyMiHCN4zBS/oakIWPueqqq4wAVqk3zv0Am2vREqHp/ktgXklfBeQx\n8847b9Pt+gbaa0CqbRkhzDPiGDfoOW3Zbbfd9FpKkGXaTWfSnre9TNRasVGpoGrQNzaYhfj7bRZa\nLUabWd5vG9WQBLgaSQI2Up210SYy/54E/xgJpjRvvPFG5ueKcwJxxplp06YZ1vg2rU25lhMnTtS9\naxb31Ti6KT+GuVYSac3AgQN1X13+ed7/S+CSkaq5RgLLjJB95t2dWOfffffdjSRkGHHYOYlRxBqk\nowdJ8KrOVULib6Twma5Dwfv23XdfIwGORpJ/HB2ZG90WsgHFiIVgyayxxhrWdxqsTgI8rJl/JDnK\nSGCk2uu5555rvf7qdfDmm282++yzj3n11VcVS6x3vG2fDxgwwIwbN868/fbbRhJ+bOteov5gW126\ndFE89PLLL0/0XVsP7t+/v5FEEvPmm28aCSg3EmCsDykyYyRQve1/CVQw4kDXYXAdJbDd/PKXv2x7\nRP8H8/TSnAbAHVl3slY/++yzm2uszrc93lRHQR34Y483zbn43r8zRxeteJUl3uT9O624gm6ew/t3\nSq+b9++U6iPL/7K8366yyipGiDeMkEtnOYSStjmnkAmYs846q+T9Vv1DPMYSSyyh5weHz1Nmzpxp\nll12WXPllVcqPpFFX7i27E0//PBDw/3TVgHrv++++9Qn8vOf/9zWbvp+JdCAFCczQlJkhKzVSDFY\ns+666xohEtc5RwhdE7TkDw01QJytJI+Za6+91oA/EZMkRd+MFPcMD/HPFmoA3FMKDWqMNDiZyyLE\nGWaLLbYww4YNUz+oy2O5//77Fb+VguNGii47ORRi1jfZZBNzxhlnGCnK6eQYop2WJFmz6aabGu4f\nzz//vGlkPQBeCkbNfCmkYvrM6/B/IUjRUxJXwO9xxRVX1MdKK63U9pr3pXBmtGsNvf7iiy/03icF\nOI0kozrlMxUyE0O/pTCFOeiggxoaf9pf8vh02hotTntZ7pfRko+HLI6tpD0Sj0/P0ajHCOfoIutX\nHp8u1bC3vVJ9ZPlfM/db9l7bbbed+eSTT4wQAGbZzVTaJrfsqKOO0n1JGvuCVDrVYCNcNyGGMo88\n8kiDLdjxNeJTpciU7nuFuMSOTjXYCykGaPBJsO+1Jd49HMro0aONFDs1UnTVur4Rh7HeeusZIat2\n3p5Dfbv2DN5CzgE4AfGD+Njw6YD3L7XUUq4Np0P1F5yM3H7y+q+77jrnx3744Ycr1g52iL/ZZRk6\ndKg588wzzaRJk5z18UjxQUNeEvk9xOK7Lqyb8GXCEyNES5nmzJFTTqw8/C08iMsOn4W8UVUJ7gBu\nDadQ+YN7Yj1hDSUE9eqb4jez9NJL1/uKFZ9zHRg38dCsy20Q8EFsHYzadvHxq629Qh4fnKNvj9HM\n0UXWrzw+WKphb3ul+sjyv2bwwfJ+sRZaeOGFNf5pv/32K/+4Q/xPTj9YqRDgWzFe4s8+++wz3Z9Y\n0aEUO4GuyXF0HSONqsSvT6Pa8K+jGkhjfcqeGCy2CLy2Ud2Er9l7S5Et5aAkj6EIQp43+drHHXec\nOfXUU4swJD+GBjQADgR2Sj4KMfsHHHBAA610yK980zLW6xEjRijRJMG+rgtkMVLZSgmGXCcO51ow\ngfbo0aMQxOFskknSA1h1kTgcMjuSjyDMcZ04HNu64IILzIwZM8zw4cP51ykhUUSqkuZKHO6UwqSz\nBBi5HmTkms59f3/UgCds8paQlwa87eWl+Y59Xn+/7djXn9ETrEiQ9+TJkzW4x0aN4PgiWRlC2O7d\nu+feRRKOu3XrpuQdffr0yb0/YQeGDBliKLIEEH3ssceGb+f6zL3tyCOPNBTlYl9tGwkGRNx33HGH\nIWAPAn0XCFoJmt9ggw3MnnvuqU5IT0idq4mXnHyuueYyvXv31sc333yjgXEQiW+77bYaFE6hJojE\nKYrmJV0NgKuCFRPQ7QJxOM4H5mnuIbYULrjooovM999/byBhd11mz56tzj3Iw138veF4veKKK5TM\nzIX7Uj17GTlypIGEpAh+HMZKYDr3YpyH4O08SPyBmKZcIHiZPn16G5k4JOOQi7/wwgtaeBVivLDQ\nHgFfOKchY4k+85qHbWuo8rHa8P+TTz6p+s6iMKIN42umDx5vakZ7/ruNasDjTY1qzn+vWQ34Oa9Z\nDfrvN6oBb3uNas6u75Hgzzq9lQLJ7TPPPNPKU5aciz0N+ASF8PImD0f/BCCDb4OhZSEEgxJvRLKJ\nLeSPlcZ5zjnnaFExMP/zzjuv0iH+Pcc0wL4fHwkPCIfBfnhNjCVFC/DVkYTvpbYGwFUhZIGYBYKW\nZZZZxkCUxO/ZBdKt2qMr/qfca5jjb7nlFsXAXB4xRMgUJ4b0zXWyLkhzwNN4uEocjm+DBN3NN9+8\nED4Ofhsnn3yyFjKfOnVqQ8ThtEGSJPMkD4juywUStJBIPCQXhzhl7NixmgzL8fg++X5ILF7+vMAC\nC5Q32+5/kk/xayO07ZpvG98GOuioydrtLmgDb/j9cgNK819pWgMen25ahb6BBjXg57wGFee/1rQG\nvO01rcKWNPD4448ruacrGAa5zsTCFCGn76GHHjJHH310S65zlieBkPTzzz/X+NQsz9OKtrEvcs9t\nIw5n7JBhgttC+L/TTju1Qh2xz8HvkZg1fEsU6AMP8dIaDYAHUsiSgpbvvvuuYi2Qp2IjReCDaI0W\n8zsLcZzgudyDi0D4RL4QfpLbbrvNeeJwfD6nn366XhdXi8MyF0BENG7cuEIQhxODj89+oYUWUm4S\ncOYsBUI3cj8q5X9AHh6SiRNbz4MC3PCM4BdA8MGWE4rzPwUhwxh8Cow//PDD5oknnnCGOJyxETPQ\nuXNn079/f/71klADHh9MqDB/eGoa8BhNaqr0DSXUgLe9hAqz5PCnn35aeRN79uxpSY9a3w3woWuu\nuab1J65yRuJWd9hhB80DJL+vSDJw4EDNY37ppZeU+65IY3NhLH596sJVmtNHcHhitgYNGjTnzYK9\nYu+84447Ki9DUcjDwTKOOeYYM2rUKOW28eujghltzOEQ7wiOT8G5Aw88UIvY4vPxUl8DLSEPhzyY\nHylVfDt16lS/V5YfwY0CIqGtttrK8p7W7x5kPSS5EERcBIF4CAIPV2/mLN6pYuJCFcd69kJ1Dypk\nMhm7RuT+wQcfKCEdjnkvXgNeA14DXgNeA14DXgNeA14DNmlg/fXXN6uttpoGNFIF0UaBMIHqhRRF\nsoE8fM0111QnCYTmNpGHQ1xJgDsFsACzbAE16RPk4QQsA7raJhDmYl+DBw82o0ePtq177foDeeit\nt96qBOLgYmeeeWa7Y/wb+WuAZPmDDz5YHyTeQyJOcbdzzz3XMO9SqZJEeVt+p/lrrPEeEIiPYx59\nZ0Us1XjvKn+ToIbXX39dCeYrH9HadyG7BwOFsGiRRRZp7ckzOBvEzh999JGBYMtFAYdeZZVVCkFE\ngaMc8nBI6XG2FUGoOs31gZy+npAYRLBQtYChf/7znwbcGFLx8AG5OCTY3DPQXyj8NiERp63y5+WW\nW87MO++84aEd9hniGdbp7G28eA14DXgNeA14DXgNeA14DXgNNKKBPMjDweRvv/12jUvKOvG2mk5I\ndmCPQ0wOgbN5yoABA5QwhJgzCiimLYsvvrgSNYNX20weThIwuC/YOsnAK620Utqq8O3lqAGSnnhc\neOGFuv+HUIAHvjBIxCET90XESi/QZ599psXcLr/8cvPhhx+aXr16mfHjx5u+ffs6R0JbOrKO89/H\nH3+svkv8lxT2dV24h5BkQEHTvO7faegQUmfmHO6PJEy4KuDPn3zyiZJ/uHw9Qv1DTkbxEHwd+LCz\nEsiSeFQi5cFvBKF4+MDXyYPCDRDOU8wBAbdeYYUVKpKLL7nkkvr7AFMH8yavwDUfFD5IfLzEOXgi\nsKws0bfrNeA14DXgNeA14DXgNdBxNABZ4WabbebMgCE7B691XaZNm6Z7RvAk12XixImGvVYlck3X\nxjZp0iRr7YtY/F//+tdaAM828nCuM34l/AbkV5PDUARuBZvtF38VJM2QA0N2jz+NAnxZYjY268PV\nvoFPUYCB6xmSCbs6FoiUDznkEM3J2WWXXVwdhvYbfw9FECja52phS7BS+n7YYYeZnXfe2enrEXYe\nvP3Pf/6zmTJliolTPDL8XhbP3OM22mgjfUTbh/Nl+vTpSiYekorzTNF2YrDxfeAr4J5OG6wH4Vgh\nJvvtt9/WOGzb8V58HldddZXmHtlYbCV6PfxrrwGvAa8BrwGvAa+BxjVAgRPIWylm3VEFDIYcedZ3\nNuhhm2220TgKcvroV5EEfJScO/I8b7zxxiINzY/FayB1DVC4ap555tE41dQbt6jB448/XovIEtfF\nfFwEgceGomNwE7vKL1CE62DDGIYOHaq40LHHHmv+8Y9/GIrLeamtgblrf5zOp1SSBLA74ogj0mkw\nx1ZIAqPSBJVZXBcCgnGkUE0CwmrXhYrAJOqcfPLJTpI5EahNdXQCTIoQFD98+HBN+GHh4ZpARkeA\nxq677upa131/vQa8BrwGvAa8BrwGvAa8BjqABgi4gogCMMzWwBLW0iTI0kcb9jcE3hJwB9FjNULI\nPEznxBNPNJAnsJdlf26DgN9AlMy1O/LII60jciAhHocXif4EIELQYbusvvrqSnROsOEWW2xhOnJ1\naduvFf2D3OeMM84wAM2PPfaYFmsAbOYBhgZZBolBNsxtLugz2keId5mLISZg3nNB/v3vf6stMOd0\n6dLFii5DmAWuW4TqqbNnz9big/yubAgaSXqBn376aSU+wsH8k5/8JOnXrTt+2LBhSmoN2VkRhABy\n/Dm33XabkgM1O6b//d//1Xmg2lyAU5JAdtab0edHHnlE3/vqq6/ausB6BlLxSo+OQC7+ww8/6HVx\n0XfQdhH9C68BrwGvAa8BrwGvAa8Br4HcNQBh82uvvdbSfqyzzjrm73//u5Ixrrzyyi09d3iy7bbb\nTnEp9qIQiOYpm2yyiVlrrbXMJZdckgl5OGMjMLhbt25Kftm7d+88h1vz3JBIU8AUzP+OO+6oeaz/\n0E0NLLzwwlrMj4J+EKpCIM5rMDp+i9iAC/6KLLU/efJk/R2AxVA4bf/991cShrzmyyzHWvS2wWu5\nz7qC49e6Hvhh7777bvPoo48afscuC74rCED4rc0333xODoX4aNYNJDb+4he/cHIM0U7PmDFDC+Xu\ntddeOudFP2vla0hh1l57bX2Unxc/F3h1SCwePo8bN05x6++//16/wrxNUVFIgPBl4/+YOXOm+vSI\nrwAft13w7dJXYgi8eA14DXgNeA14DXgNeA14DXgNNKOB7777TnOHXcmDhnyRQmCbb755M8O24rvh\n/p09jusCoVQRYoUh7bTdvvbcc0+N7yV2y0aiYWLyKK6I/4CCV17S1QBxyWPHjlXM6YUXXlCfEjkQ\n4DU22kO6oy9eaxQrgJcAHwz5Fy7Lv/71Ly3O2bVrVx2Ty2MJC1tC7gy+66JAYE1BAWJ3KQZZBLnz\nzjs1Rwm8fZVVVrF2SOTcLLvssvrYaqutSvoJfk1RSIj2IT9j/obbA56VW2+9VY+FAA7cF6LO8gc2\naUNODyRn4PT417x4DXgNeA14DXgNeA0UVwPkhhUB62nmClEkjfUZsXPgMXkLRWbY/0MeDsmoDWvD\nNHVCPvvBBx9szjnnnELE2KSpG9+W10BUA8QG4h/52c9+Fn27cK833nhjwwNcoyjk4eylicE+99xz\nDTntrsd3Fs7oWjwgbIC4WPh48PeAE3uproG5qn+UzidvvPGGEoZBbOZC8GitUQNwn3LKKbqAJTHJ\ndaGCLol0BMwWQUaMGKE25kpwRlTnEP5Q4XPHHXcsxM2ZoPiQyD3vaqVRPcd5/e2332qFT+zI9mqk\nccbjj/Ea8BrwGvAa8BrwGvAa8BoongYgIfjmm2/MAw88YO3gIIf96KOPzHPPPWdFH7fffnuzxBJL\naCChFR36bycWXHBBc9hhhxkKGIWJuTb0D8ILqv+SNGyjQDjRo0cPAyk8+2kXBOIQiKcJOvzyyy9d\n6HKH7yPO4i233NLccMMNBpyDoD4CEyGAh+zkrLPO0nmuwysqgQLAWiDVhczXFZyYAPTPPvvMDB48\nOMFIszsU8mHIw3GILbTQQtmdqEUtX3fddUo+MWjQoBadMd3TQHxM4M+2226bbsM5tAYhyKWXXqrF\nTIqSNENRW/w4/fr1a4lG0dtqq61m+vbtawYMGKDFTiCMIymJe/+sWbPMyy+/bAjYpwDqRhttZEgQ\noajoSSedpHa06qqrqoOTdWv37t3NHnvsYfh9QHJ0//33m7/85S+GJFXXZeLEiaoTxufFa8BrwGvA\na8BrwGvAa8BrwGugUQ2ArbLObqWsscYaWjzqpZdeauVpS87FuDfddFMlQi35IKd/SE5g70OsTRay\n5ppr6t4bbM5moagYAdlg6iQ2eym2BvBPkHQEaQ4xsSRErbfeevoAT8zq92CjVknqv+mmmwzJYWAZ\nxKJCpI+PkN+tJw638arV7tMVV1xhIHi+/vrrnSWoDkeIT4dEOrA3isK6LPjcmW+Ikebe6KKwbsPH\nSxHyvAugpKU/xsPa7LLLLkurydTb+elPf6qEKvgxwK3xMZE0x3xNkg3zNUQsJJt+8cUXSuDC+9gb\nWDfkRiTlQPbO74gxQ2R/8803aywIPjQbBLJESHJICC5CsVcbdOr74DXgNeA14DXgNeA14DXQkTXw\nzDPPmNmzZysO64IeHn/8cSXIBZ9yXSCNBf+ea67MU94zVRWY2bPPPqvxp5meqAWNc02IibLZvojN\nRucTJkxogUaSnwLsYPTo0cqxAJbsJR0NkOdADN4yyyyj+QRdunTRYmjE5xGzX5QYyHS05UYr4If7\n7ruv2WmnncxBBx3kRqdr9JL4YmLmb7nlFiXXq3Go9R8NGTJE42AZC0UIXZSRI0eqPw+flqtjiOqd\ngpFgtfjqIUt0VcCvIT4nZ4f7OP7GDz74QHN3mBMoqEquAcSUcJWAZVOMg+PBrCGGo9j5brvtpvw/\n+G9Zg4F1t0qID8dHQG5HEWyrVXrz5/Ea8BrwGvAa8BpwTQPkc5IbVl4MxbVxNNtfYgco+mcTvsE+\nkoI0RYzZZB1MEXj4+7x4DXgNVNYAsbr33Xef8ndUPqJY74I3sX8mLrIocuSRRyrHp5/rinJFmxsH\n2D6xy2B5cJJQENBLZQ3MXfnt9N6F2ADChN/97nfpNZpTS9dcc40uGLlhuC4//PCDOe200/S6QEjh\nuhCATOIJhCAuOvaYsF5//fW2SpiuXw8I6Tt37qwkeK6Nhd85vw+cJl68BrwGvAa8BrwGvAa8BrwG\nvAZs1MBSSy2lxMkUhKIAkY0CiQqEABDEQoyYt1AYiCBCiBcJXiPIyBYB1ATAuvbaa63ZQ62wwgoG\nwnVIzUngtlEIsCLQi+fDDz/cxi626xOECyT0H3LIIea2225r97l/w14NELwPWT2PadOmGbADgvnB\n1rbeemtz4IEH6m/GprnFNm2CfV111VVKmssc44L885//NMOGDdPf7NJLL21FlyEGoUI7FVRdF5Ls\n0O8BBxygCRyujYc1zuTJkzX4x7W+V+ovuDp2jnOtCEIS0Pjx43XOoRiEDULgOmTm1QrTEuhOQH/5\nA3Jx3vv666/bhkHwz/LLL6+P5ZZbruSZ922vlA6xDHsE+urFa8BrwGvAa8BrwGvAa8BrwGugUQ2A\n17CObqVQDI3k1VdeeUUTUFt57ui58AuccsopSmADTpCn7L777uaYY45R0mwKJ2YhEL/26dNHSS6J\nQbRVIOXs1auXJgY///zztnbT9ytFDSy88MKGYqw8SIqCOJzXJIdDjAvOsu6666Z4Rnuamjlzpvrc\n8Ht8/vnnWrwNsvBNNtnEnk76niTWAMl0JJgMHDjQCv9u4gFEvvCf//xHC/py3wD7dFkgct577731\nHgP5s6sCoQd+AYpYFkEuueQS8/DDD+v8bzseW03fYOfEniy55JLqr1lsscUMRXJYZyN///vfNWeC\nueGvf/1r22vueRC4cD0Rxo/vL3z88pe/LHn9P//zP3pcln8o+kx8SlGI6bPUlW/ba8BrwGvAa8Br\nwGvAa8BroL4GWPOyrrUlXqxejyE732CDDZwnJmWc6J4iYK4L+DCxh64XM+M6uGBfiyyyiBYhvfXW\nW80ee+xhpflAakqeAPHjxLXl7duxUkkxOwVxLPkNd955p+Hag5eh1yWWWCJmC/4wWzVAPgiFAPC1\nuC733nuv8l2MHTtWcTKXx0MRCbA38NDVV1/dyaHA3YFvnTyyddZZx8kxRDuN/wPOHoonFIVYC58q\nMdLYW3iPJOY6LN4cHT+vP/nkE0NBybffflufec19ARybNRjSqVMnLaz5q1/9SrFjnsPXafLQcA3o\n86GHHqrn9X+8BrwGvAa8BrwGvAaKqYHHHntMB7bFFlsUc4AJRvXrX//aPPTQQwm+ke2h5OtDaE7u\nMkUJiyTkqkOcSjH4U0891fz85z8v0vD8WLwGUtEAe0F4Iikw2RGE/IGVVlpJeWmKgKFxzZjbmOvY\nXxN77WocXkewv1aNEdyLAm0U0QDnwdZt4QholQ7inCdT8nActnfddZd54IEHnK/4/P333yswjCPJ\nFYKbWgbAohfCCYgniiDnnnuuTvyHHXaYc8PBtlikA25T4dh1eeedd5QMikm3FUHfaerr//7v/8wF\nF1xg9ttvP0OClxevAa8BrwGvAa8BrwGvAa8BrwFbNQAhB8W6ADwgLLFR+vXrp4QhEGPbIBQIInAN\nIkn0Z4uQhLv//vsrUAvm8JOf/MSKrgG0UgkZIpxqJJd5drRr165KSsN+mutJALDtwj7zuuuu0+R+\ncBmqGntxTwMURzj//PPN8OHDFfeESJzAfgIMIW+ACNnV4NisrgaE6wREQjhia9GLSmOnOAEkZLYk\nJH3xxRea9PCHP/yhEA6wMWPGmI8//tga/VaygWrv4VDGLnBCEWDiuvzlL38xXA8eYdC162OiuANB\n/jvssIMzQ4GQpRa5+DfffKM+Hfw6ELPwzIMgNJ6ZI0LhngQxd5RYnNfh/3li3/hD8BueffbZYXf9\ns9eA14DXgNeA14DXgNeA14DXQEMaIFj022+/bei7zXwJXJJ9VJ6y3XbbGYpSQkCSN1Fv586dDf1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qWxjumMIv1WMiEPx3H1zDPPmOeeey79Hre4RYJKcTgBdC+44IItPnv6p+OmR+AspGRFEMi3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\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rZ4vRu5DjVqyy+qXzFsB3x7XMsxPekyuuuMJpndMiD4eggSTSxo0bO92YdJTD0fruu+/a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EnY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EHkoK5Ry4n9IeCgabAT5isrjMeAwdu8V853bGm/b9iwYQaQCZsCUzH6H3300WpF36VLFwlK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\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w3hZ/CCwQDX3jG98I9+ABBxyQmR8LknF5/X7kWsR84W6OPPLIbPXVVw9xzuKcxIiR8MdO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\nTYeQFks4D1rEYC6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BTPD3vvzlL9f8ue87wVqyL5wQ1smjjjoqYKditi/5KHXi8uXwFzEK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PgawKp/JkMSf1at9nEbQuesaAZuG0R0/1ivGpxTFG9bA8wMg1wqDAoMB2UYBh3MEfOUy8Yvk2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\nv31497vfPXD5KBcrX3XVVceDWT7tEPAUrQ7ENVzlDSde4k+YqXB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YDA+9aWcftj2K63Ns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PQHmTym73bllVcWeWO6/SYw6AQkP+u1lX2zyIIxkyg/LBxkAxQLmMmD/NB+R6EecoOSMDbM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\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QcF2BAwcOmOv5hQsXlnPnzsmyZcvMc0s1atRw3UJTMgQQQAABBBBAAAEEEEAAAQQQQACB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Hj0bc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\n6aZTod8V7l1t/Q282unGs888gGEsa5oAAQIECBAgQIAAAQIECBA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wnzIctzEcj9X0pHkZ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r/99rbZZpvV5Bq1c11nQsATTL7NNtus0fvM9KKf/vSnQ/D6FltsMdNiM867/vrr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\nECBAgAABAgQIECBAgAABAgQIrIXA/wfaaLlssIYo4wAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "expr = a.dot(a.T).sum(axis=0)\n",
    "expr.visualize()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "That's quite a complicated graph! Before the computation is actually run (by calling the `compute` method on the array), the graph is simplified with several optimization passes to improve efficiency. To visualize the final graph to be run, we can set the `optimize_graph` keyword as `True`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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3e/dus/3sqVOnEjqNYwgggAACCCCAQFQLXL16VVq3bi1T\np06V7777zryPBJCXX35ZRo0aJW+88Ya8+OKLkVBkyogAAggggAACCKS6AP23qU7ODRFAwEECaayl\n4V0Oqg9VQQABGwscPXrUrHSXMWNGWbJkieiAtkhKV65ckRYtWsjixYtl6dKlUq5cuUgqPmVFAAEE\nEEAAAQRCKjBnzhxp3LixPP300/Luu++G9F6hyNw9q7ds2bLy/fffS4YMGUJxG/JEAAEEEEAAAQQi\nUqBLly4yevRoMzm1Zs2aEVeHMWPGmNX6Bg8ebOLViKsABUYAAQQQQAABBEIkQP9tiGDJFgEEokWg\nHwPvouVRU08Ewixw4cIFs2LcoUOHzEp3hQoVCnOJknf78+fPy7333ivbt2+X1atXS6TWI3m15yoE\nEEAAAQQQQCBhgXXr1smdd94pzZs3l88//1zSpEmT8Ik2P/rrr7+amLVhw4by5Zdf2ry0FA8BBBBA\nAAEEEEgdgTfffFP69OkjkydPlqZNm6bOTUNwl4EDB0qvXr3k66+/NpNrQ3ALskQAAQQQQAABBCJK\ngP7biHpcFBYBBOwpwMA7ez4XSoWA8wS6detmthvTwWo33HBDRFfwxIkTUrVqVSlSpIjMnz9f0qZl\n1+6IfqAUHgEEEEAAAQRSJHDy5EmpXLmyFCtWTHTVu/Tp06cov3BfvGDBAqlfv768//77ojEsCQEE\nEEAAAQQQiGaBhQsXyj333GNio+7du0c8hcZ3uvrdmjVrpHTp0hFfHyqAAAIIIIAAAgikRMCp/bfz\n5s2TdOnSpYSGaxFAAIFABfoxWiRQKs5DAIFkC0yZMkU+/PBD+fjjjyN+0J0i6Ba5OjN21apV8tpr\nryXbhQsRQAABBBBAAAEnCHTq1ElOnTolEyZMiPhBd/o86tSpI3379pXnnnvOdMg64RlRBwQQQAAB\nBBBAIDkCBw8elDZt2kizZs3ECYPu1OC9994z7ZOtWrUSXeGFhAACCCCAAAIIRKuArmbs1P7b119/\nPVofK/VGAIEwCLDVbBjQuSUC0SRw+PBhKVOmjDz00EMyfPhwR1Vd66MzQX788UepUqWKo+pGZRBA\nAAEEEEAAgUAEdDvWRx55RObOnSt169YN5JKIOOfq1atm1bv9+/fL+vXrJSYmJiLKTSERQAABBBBA\nAIFgCjz44IMmFlq7dq3kyJEjmFmHNa8dO3bILbfcIl26dJG33norrGXh5ggggAACCCCAQDgE6L8N\nhzr3RAABhwqw1axDHyzVQsA2Ah06dDDbsW7evFmyZs1qm3IFqyC1atWSM2fOmMF3bDkbLFXyQQAB\nBBBAAIFIENAtZm+88Ua5//77ZeTIkZFQ5CSVcdeuXXLTTTdJnz59pHfv3km6lpMRQAABBBBAAIFI\nF5g1a5bcd999ZoKFbjXrtKSruzzzzDPy66+/StmyZZ1WPeqDAAIIIIAAAggkKkD/baI8fIkAAggk\nRYCBd0nR4lwEEEiawLJly6RmzZoyadIkad68edIujpCzf//9d6lUqZIMGTJEOnfuHCGlppgIIIAA\nAggggEDKBXr06CHjx4+XLVu2SJ48eVKeoQ1zePPNN6V///6yadMmKV68uA1LSJEQQAABBBBAAIHg\nC5w/f17KlSsnVatWlYkTJwb/BjbIUVc41vrlzJlTFixYYIMSUQQEEEAAAQQQQCB1BOi/TR1n7oIA\nAlEjwMC7qHnUVBSBMAjooLuMGTOambFhuH2q3fLZZ58V3WZt586dkilTplS7LzdCAAEEEEAAAQTC\nJbB3714pWbKkDBs2TDp16hSuYoT8vhcvXjSr3tWuXVs+/vjjkN+PGyCAAAIIIIAAAnYQGDp0qLzw\nwguybds2KVy4sB2KFJIyrFy5UmrUqCFz5syRevXqheQeZIoAAggggAACCNhNgP5buz0RyoMAAhEu\n0C9thFeA4iOAgE0Fli5dKvrXt29fm5YweMXShsjjx4/Lp59+GrxMyQkBBBBAAAEEELCxwDvvvCOF\nChWS//znPzYuZcqLliFDBrPN7JgxY2Tfvn0pz5AcEEAAAQQQQAABmwtcunRJ3n33XenYsaOjB93p\nY7j99tulfv360q9fP5s/FYqHAAIIIIAAAggER4D+2+A4kgsCCCDgLZDGZSXvA7xHAAEEgiHQoEED\nOXfunCxevDgY2dk+j+7du8u3334r27dvl/Tp09u+vBQQAQQQQAABBBBIrsChQ4fk2muvNR2y3bp1\nS242EXOdrnpXqlQpefDBB2XIkCERU24KigACCCCAAAIIJEdAJ5Z26dLFtHEVLVo0OVlE1DVLliyR\nu+++W3TLtTvuuCOiyk5hEUAAAQQQQACBpArQf5tUMc5HAAEE/Aqw4p1fIk5AAIEkC+iWq7pFw/PP\nP5/kayP1gueee050y7Xvv/8+UqtAuZhjl+YAAEAASURBVBFAAAEEEEAAgYAEvvjiC8mcObNZBSWg\nCyL8JF317r///a9ovc+fPx/htaH4CCCAAAIIIIBA4gIjR46Uhx56SKJh0J1K6FZrt912m4wYMSJx\nGL5FAAEEEEAAAQQiXID+2wh/gBQfAQRsK8BWs7Z9NBQMgcgVGDdunOTLl0901kS0pBIlSpjZsboN\nGQkBBBBAAAEEEHCywNixY6VVq1aSKVMmJ1czVt3atm0rp0+fNiscx/qCDwgggAACCCCAgIMENm/e\nLKtXr5YOHTo4qFb+q/Loo4/KtGnTTLzn/2zOQAABBBBAAAEEIlOA/tvIfG6UGgEE7C/AwDv7PyNK\niEDECWhnbJs2baJuy9V27drJjBkz5Pjx4xH3zCgwAggggAACCCAQiMC6detkw4YN0r59+0BOd8w5\nBQsWlHr16onGuSQEEEAAAQQQQMCpAhrr6Ep3tWrVcmoVE6zXww8/LJcuXZKpU6cm+D0HEUAAAQQQ\nQAABJwjQf0v/rRN+x9QBATsKMPDOjk+FMiEQwQJbtmyRP/74w6yCEsHVSFbRmzdvLpcvX5a5c+cm\n63ouQgABBBBAAAEE7C6gkwy0M7ZGjRp2L2rQy6dbrs2bN4/tZoMuS4YIIIAAAgggYBcBjfVatmwp\nadNGV7dBnjx5pG7dumZCrV2eBeVAAAEEEEAAAQSCKUD/Lf23wfw9kRcCCMQWiK7/go5ddz4hgEAI\nBBYsWCDZs2eXqlWrhiB3e2eZM2dOqVKliqgBCQEEEEAAAQQQcKLAwoULpU6dOk6smt86aWfs+fPn\nZcWKFX7P5QQEEEAAAQQQQCDSBA4fPiwbN240A9AirezBKK/GeosWLRKXyxWM7MgDAQQQQAABBBCw\nlQD9t/Tf2uoHSWEQcJgAA+8c9kCpDgLhFtDArWbNmlG3zazbXTuiGXjn1uAVAQQQQAABBJwk4B50\nFq0D74oVKyYlS5Yk1nPSj5q6IIAAAggggIBHQCdY6Ep32q4XjUlj3CNHjsiGDRuisfrUGQEEEEAA\nAQQcLkD/Lf23Dv+JUz0EwirAwLuw8nNzBJwn8OOPP8qdd97pvIoFWCOt+9atW+X48eMBXsFpCCCA\nAAIIIIBAZAisW7dOLly4IHfddVdkFDgEpdS6a7xLQgABBBBAAAEEnCagMU7FihXNThZOq1sg9XHX\nnVgvEC3OQQABBBBAAIFIE6D/lv7bSPvNUl4EIkmAgXeR9LQoKwI2Fzhz5ozs27dPypYta/OShq54\n7rpv2bIldDchZwQQQAABBBBAIAwCGt9kypRJSpQoEYa72+OWGusR59njWVAKBBBAAAEEEAiugMY4\n7nat4OYcGbnpan9lypSRzZs3R0aBKSUCCCCAAAIIIBCgAP234olzadcL8EfDaQggkCQBBt4liYuT\nEUAgMYE//vhDXC6XaaRK7Dwnf3fttdeaDmkCNyc/ZeqGAAIIIIBAdApofFO6dGmzBVl0CoiJc3Wi\nydmzZ6OVgHojgAACCCCAgEMFNNbTgWfRnLT+tOlF8y+AuiOAAAIIIOBMAfpvRei/deZvm1ohYBcB\nBt7Z5UlQDgQcILBt2zbTEVuyZEkH1CZ5VdDZsddff71s3749eRlwFQIIIIAAAgggYFMBjW904F00\nJ62/TjTZsWNHNDNQdwQQQAABBBBwmMDVq1dl586dUR/rlSpVijY9h/22qQ4CCCCAAAIIiNB/K6b/\nmv5b/teAAAKhEkgfqozJFwEEok/gxIkTki1bNomJiQlK5Q8dOiQzZ84UfdXBfLfeeqtkzpxZpk6d\nKpcuXZJ69epJuXLlZOHChfLrr7+aezZr1kyKFy9u3p87d06mT58uTZo0MXnMmjVLChcuLPfff7+k\nS5dODh48KN9++60Jtlq2bCk5cuQISrnz5Mkjx48fD0peZIIAAggggAACCNhFQGO9okWLBqU4Onht\n8eLFsm7dOhOX3XjjjSa2mzFjhuns1JiyY8eOcurUKRkzZoyJ/QoVKiQPPfSQ5/6bNm2Sv/76S+6+\n+275/vvvzeokGtMVK1ZMtPN4+fLlsnLlSqlZs6ZUr17dc11K3uTOndtcTqyXEkWuRQABBBBAAAG7\nCZw+fVquXLki7lgnpeVLqE1POzoDjfXC2aanMS8JAQQQQAABBBBwkgD9t/88TfpvnfSrpi4I2EuA\ngXf2eh6UBoGIFtCO0ezZswelDtqZ2ahRI1m0aJEZbNeuXTuTb4sWLSR//vzSqlUr+eSTT8zAu9q1\na8vSpUulb9++ctNNN5mBd9qR+8QTT4gunzxo0CDTEZszZ055/vnnpWHDhtKgQQOTtzYqfvXVV2aA\nng7CC0bSjmK1ICGAAAIIIIAAAk4SCGas9/LLL8t1110nPXr0kJ9//lm6du1qBt7pBIny5cuLNgjq\nwDuNLdu3b28G/OmECx14p+V47bXXTIynky4mT54sGuctW7ZMevXqZSZWjBs3zky40DjvpZdeMt9V\nq1YtxY/DHesS66WYkgwQQAABBBBAwEYC7tjGHeukpGi+2vR04F0gsV442/S0/m6LlBhwLQIIIIAA\nAgggYCcBjW+CEedpnXzFevTf2umJUxYEEEhtAQbepbY490PAwQIauOmgs2Ak7SzVvNz59e/fX1at\nWmWy1sF1cdMtt9wS65CufNK5c2d59tlnzUA8fdWkK929/fbb0qZNG9F7aNLV9AYOHGhWRtGtYlOa\naKRLqSDXI4AAAggggIAdBYLVSKer3Y0aNUomTZpkqlmlShWzQrG7zmXLlvXEfXpMYyvd9sud9LPG\nbjoJY+/evSam01WRtXx58+aV119/3ayIrMf0va7cMm/ePAnGwLusWbNKmjRpRFeFISGAAAIIIIAA\nAk4RcMc2weiQTaxNT738xXrhbNPTdsgzZ86Ixqsa85EQQAABBBBAAAEnCNB/+89TpP/WCb9m6oCA\nPQVSPsLEnvWiVAggEAaB9OnTm20pgnFr3W5MZ7i2bdtWDh8+bFZE0RVNkpJ05RNNN998s+eyMmXK\nmPcVK1b0HNN7XbhwQQ4cOOA5lpI3uoqeWpAQQAABBBBAAAEnCegEhsuXL6e4StqJqTGZrl43ffp0\nk1/Pnj2TnG+OHDnMBAodYKdJG88KFy4spUuXNism67EsWbKYrWd37typH1OcdAtb7YhVCxICCCCA\nAAIIIOAUAXdso21aKU2R3KansZ5OymXQXUp/BVyPAAIIIIAAAnYSoP/2n6dB/62dfpWUBQFnCTDw\nzlnPk9ogEFYBnRWqsyaCkerUqSPaATthwgTToTp69GjJmDFjirNOKI+YmBiTr85oDUYK5syRYJSH\nPBBAAAEEEEAAgWAI6MA292ooKc1v2LBhogPnmjZtKvfcc4/ZpiKleer1vmK9YMV57voHYzWYYNSX\nPBBAAAEEEEAAgWAIuGObYLTr0aYXjCdCHggggAACCCCAQPAE6L/9x5L+2+D9psgJAQRiCzDwLrYH\nnxBAIAUC2kgXjAY6LYLOLn333Xdl9uzZUqhQIXnsscdkwIABKSjdP5cmNmM1se+ScmM1cDdYJuU6\nzkUAAQQQQAABBOwsEMxYr1KlSvLLL79Ily5dZNGiRXLrrbfKsWPHUlx9X/Gcr+NJvaE71iXWS6oc\n5yOAAAIIIICAnQXcsY071klJWWnTS4ke1yKAAAIIIIAAAsEXCGabHrFe8J8POSKAQOQLMPAu8p8h\nNUDANgJ58+aVs2fPSjBWFPn0009Ft3eoV6+erF27VurWrStDhw41dXVv43r+/Hnb1N27IIcOHZJr\nrrnG+xDvEUAAAQQQQACBiBfQWE/jnJSmCxcuyNixY81EhQ8//FBmzpwpf/75p0ydOtVkrbGeneM8\nLaRakBBAAAEEEEAAAacIZMmSRTJlyhSUWC+xNj31snusR5znlF819UAAAQQQQAABtwD9t/9I0H/r\n/kXwigACwRZg4F2wRckPgSgWuOGGG0ztt27dmmKFP/74Q+bOnWvy0cY/3YbMPZhN71OiRAmZOHGi\n7N69WzZv3iyTJk0y5+ogPR2wp8k9S1c7d93JvT2Y94oq7oGCwejgvXjxoilT6dKl3bfkFQEEEEAA\nAQQQcISAxmBbtmxJcV1cLpeMGDFC9FVT/fr1TZznjvX085EjR2T06NFmQoe+Hj16VHbs2CF///23\nuUav1RjOO87TLzTW847z9JieF4w4T/PSOFc7i6+77jr9SEIAAQQQQAABBBwjoLFeqNv0FCuQWC8c\nbXpaNo113e2b+pmEAAIIIIAAAgg4QcAd34Q61tP70H/rhF8MdUAAgaQKMPAuqWKcjwACPgWuv/56\n0xEZjA7ZjBkzSo8ePWTYsGHy5Zdfig7E005XTbpV2MsvvywbN26U8uXLy+uvvy4dO3aUokWLyl9/\n/SXbtm2TlStXes5/7733ZOfOnWYbs+HDh5s8XnvtNfn999/NeR9//LE51r9/f3Mf8yGZ/+i9r1y5\nImXKlElmDlyGAAIIIIAAAgjYU0Djm127dolONEhp0tisTZs2MnnyZBk0aJB07tzZTLTQfFu2bCnV\nq1eXxx57TKpWrSq5cuWSypUri25PO2XKFDO5QuM2HWC3bNky+eqrr8yAu759+8r+/ftl6dKlJoY8\nd+6cDBgwQPbu3SsLFy6UMWPGpLTYZsJHyZIlTcyb4szIAAEEEEAAAQQQsJGAxnqhbtPT6vqL9cLV\npqdl0/rTpqcSJAQQQAABBBBwkgD9t2L6jum/ddKvmrogYC+BNNZKAf8sM2CvclEaBBCIUIGyZctK\n8+bNpV+/fimqweXLl02Hpi77q4PwcubMGS8/Xbnk0qVLZpsyfU2XLp2kTRve8cRff/216UTWmbmZ\nM2eOV2YOIIAAAggggAACkSqwYcMGqVChgqxbt04qVqyYomporKerFOukieLFiyeY1+HDhyVfvnzm\nO437dPuzcKcWLVqIlv2bb74Jd1G4PwIIIIAAAgggEFSBPn36mN0lUroSSiBtelpwu8V6Gm9q+6NO\n/NUJIiQEEEAAAQQQQMBJAvTf0n/rpN8zdUHAZgL9wjtCxWYaFAcBBFIucOedd5qV5VKak27hpSl/\n/vwJDrrT77TzNXv27PpWYmJiwj7oTsuxaNEisyILg+5Ug4QAAggggAACThIoV66c5M6dO2ixXoYM\nGXwOulM396A7fW+HQXc6Z23JkiVy1113aZFICCCAAAIIIICAowS0TU93nDhw4ECK6hVIm57ewG6x\nnq60pys7qwMJAQQQQAABBBBwmgD9t/TfOu03TX0QsJMAA+/s9DQoCwIOEKhTp4789NNPcubMGQfU\nJulVWLBggagBCQEEEEAAAQQQcJqArixcq1Yt0XgnGtPGjRvNyiy1a9eOxupTZwQQQAABBBBwuIB2\nxurEiIULFzq8pglXT2PckiVLJjoxJOErOYoAAggggAACCNhfgP5b+m/t/yulhAhErgAD7yL32VFy\nBGwpoB2Ruu1rNDbS7dmzR7Zs2cLAO1v+MikUAggggAACCARDQBvpFi9ebFYDCUZ+kZTHnDlzJE+e\nPFKpUqVIKjZlRQABBBBAAAEEAhLIkiWLVKtWTTTmicak9WYybTQ+eeqMAAIIIIBAdAjQf0v/bXT8\n0qklAuERYOBdeNy5KwKOFShYsKDccccdMmHCBMfW0VfFtM558+Y1K8H4OofjCCCAAAIIIIBAJAs0\nbdpUTp06JTNnzozkaiSr7OPHj5cHH3xQdOU/EgIIIIAAAggg4ESBFi1ayLRp0+TcuXNOrJ7POm3b\nts3s4NG8eXOf5/AFAggggAACCCAQyQL039J/G8m/X8qOgN0F6DGw+xOifAhEoED79u3lm2++kZMn\nT0Zg6ZNf5DFjxsjDDz8sMTExyc+EKxFAAAEEEEAAARsLFC1a1KwEonFPNKXffvtN1q5dK+3atYum\nalNXBBBAAAEEEIgygdatW5tBd9quF01p7NixUqhQIbnnnnuiqdrUFQEEEEAAAQSiTID+W/pvo+wn\nT3URSDUBBt6lGjU3QiB6BFq1aiVXr16ViRMnRk2lV65cKZs2bRINWkkIIIAAAggggICTBXTw2axZ\ns+TgwYNOrmasun366ady7bXXSs2aNWMd5wMCCCCAAAIIIOAkgXz58kmDBg1EY59oSVeuXBGdVNKm\nTRtJly5dtFSbeiKAAAIIIIBAFArQfxuFD50qI4BAqgikT5W7cBMEEHCsgDZO/f3333Ls2DHzd/To\nUfN6yy23yBtvvCGPP/54VDRaaV2LFy8u69evl3379kmePHkkd+7cntds2bI59jdAxRBAAAEEEEDA\nuQLnz5/3xHka72msd/bsWcmYMaP069dPhg4d6tzK/3/NtN4jRoyQ+vXri66GonFe3FgvQ4YMjneg\ngggggAACCCDgPAHdrSJum971118vH3zwgaxevVqqVq3qvErHqdGXX34pu3fvlpw5c5pJxN5xnr7X\n42nTsn5BHDY+IoAAAggggIDNBei//ecB0X9r8x8qxUPAIQJpXFZySF2oBgIIhEBg8eLFMm/ePE8j\n3KFDh+Tw4cOm0/X48eOm49XXbdOkSSPjxo0zM0Z9neOE4xs2bJAKFSqYRjhd6S+hpDNmc+TIIbly\n5ZK8efOKziC+5pprTKetrp7So0cPUS8SAggggAACCCCQmgI6oGznzp0m1tNBdbqKnXsixYkTJ+Ti\nxYsJFkc7H3XwnXvCQYInOeRgnz59ZODAgWbbNV9VUgvtlNWJFxrr5c+f37xqZ61uWaaD9kgIIIAA\nAggggEBqCvz1119m5bojR46YWE/b89xtejrY7tSpU2bHioTKpLGNrnzn9C1ntWukfPnyJqbVQYgJ\nJW2vy5o1q2nT01hP2/T0T+M8jfs6deokxYoVS+hSjiGAAAIIIIAAAiEToP/WPy39t/6NOAMBBIIi\n0I+Bd0FxJBMEnCvQtm1bGT9+vMTExMjly5cl0LG6Xbt2NSvhrVmzxqwC5+RVQB544AHZtWuXvPPO\nO6LvL1265LPh0vuX4p4tq42ZumqgvpIQQAABBBBAAIHUEtCYRScF6Kp2GpdorOcv6Xnp06cXXRnk\niSeekI4dO8qAAQP8XRax3+ukkxtuuEGee+45MyBxyJAhAddFJ17o7OLWrVvLhAkTAr6OExFAAAEE\nEEAAgWAIzJgxQ5o0aWJiN50o6muyqPe9NM4rXbq09OrVSx577DH58ccfHb3qnbZ5tm/fXhYtWiRd\nunSRzZs3BxQTq5k71ps2bZo0bdrUm5H3CCCAAAIIIIBAyAXov/VPTP+tfyPOQACBoAj0Y430oDiS\nCQLOFXjqqadM5bRjNtBBd6+++qoMGzZM3nzzTdm7d68MGjTIsUAzZ86Ub7/9Vt577z259957RWeY\n6Lay2vjmL2mDp56nDZkMuvOnxfcIIIAAAgggEGwBnVihcYjGI4EMutPzsmTJIgsWLJBmzZqJbtUw\nePBg2bRpU7CLZpv8tNNZVy1+9tln5f3335f+/fsHXDYddKfJHU8HfCEnIoAAAggggAACQRBo2LCh\nFChQwMR5gQ66q1y5sqxYsUI6dOggd999t3Tu3DmgAXtBKG6qZ6Er3PXs2dNMJrnrrrtk+fLlUq1a\nNTNQMZDCaKynqxw3btw4kNM5BwEEEEAAAQQQCKqAu70pKf23ffv2pf/Wat/0l+i/9SfE9wggEFeA\nFe/iivAZAQTiCdx8883y22+/+R14p1svDB06VHS1O3fSwXfaQfn777+LbqnqpHTu3DkpV66c3Hbb\nbTJx4kRP1bTzuXbt2mZVlEA6sXU2bZkyZTzX8wYBBBBAAAEEEEgtgT/++MOs6Obvfrr6ia6Op4Pu\nNDbUpI1QGgfpwDQ97rS0dOlSqVmzpkyZMsUMNHTX7+OPP5Ynn3wyoNi4bNmyJo52X8srAggggAAC\nCCCQmgJvv/22vPLKK34nWegEi3r16snUqVMlc+bMpojallepUiUz+UBXg3Naevrpp82qxFu2bDHb\nxmr9dCXoVq1aiU609TdYUePjV63Jxy+99JLTaKgPAggggAACCESIAP23CT8o+m8TduEoAgiETIAV\n70JGS8YIOEhAZ38mlnTAnTbQ6RZa3oPu9Bq9Vgfc6bYN7lU/Essrkr7TlU+OHTtmVrvzLrd2sP70\n00+m3toI5yupWd26dRl05wuI4wgggAACCCAQcgHdSqx+/fqJruyh8UzhwoVNfOMedKcF021nhw8f\nLkuWLDEdsiEvbCre4MSJE9LBWumlUaNGsQbdaRF0i93JkycbMzXwlTRG1i1qSQgggAACCCCAQLgE\nNG5JLF7Rcun3Dz30kOjWtO5Bd3r8pptuMrHMCy+8IDo4zUlp3rx5ZrWXgQMHegbdaf0yZcokunWs\ntmNqLOcvderUyd8pfI8AAggggAACCIRMIND+2/Hjx9N/az0F+m9D9lMkYwSiXsB3L0HU0wCAAAIq\nMH/+fJk0aZJkzZo1QRBtnMuQIYN899138vDDD8c7R7/T1eBWr14tuoSxU9JXX30lI0aMkE8//dR0\nRMetV/HixWXVqlVSvnx5nx3ZOhBRt7XQbWqPHz8eNws+I4AAAggggAACIRU4e/asiWcOHjzocxUU\nHXR3ww03mEF31113XbzyVK1aVV5//XXRDlmN95ySOnbsKDo7dvTo0QlWSbfanTNnjmTMmNFMQEno\nJN2Wd9y4caYT29+KKQldzzEEEEAAAQQQQCAlAjt37hTdieLGG2+UmJgYn1npJFqNWRKaPKpxng7A\n01XgdDU4J6S//vpL2rZtKy1btpRHH300XpV0oqzGgM8//3y879wH1LNixYrSp08fs8uH+zivCCCA\nAAIIIIBAagkkpf+2devW8Yql/bfa10n/bTwas5AM/bfxXTiCAAK+BRh459uGbxCIWgHthB01apQZ\nNHbPPffIqVOnpEWLFvEa4LQhSgfkLVy4UBo0aODTq0KFCjJkyBDT2KezZyM96ba7OqO1W7du0rx5\nc5/Vueaaa0S3KLvzzjsT7JDVwXm6Pdur1rYURYsWFd22Q7epJSGAAAIIIIAAAqEU2L17t+lI1Pjj\nmWeekcqVK0uJEiXi3VI7X3Vg3YoVK6RAgQLxvncf+N///ie1atUyHbKHDh1yH47Y10GDBplt1nQ2\ncP78+X3Wo3bt2rJs2TLJnj17vDhZ7bSDWgfmPfDAA6IrC+pkC11Jj4QAAggggAACCIRSQNvpmjZt\nKqVKlTKTaRs2bCiXLl1K8JY6sO6DDz7wubqbDjDTDtk9e/bIU089lWAekXTwwoULZnU/jd8+/vjj\nRIs+YMAA0RXxEkrq2aRJEzNhuVy5cmabXm3zZLJFQlocQwABBBBAAIFgCQS7/1Z3tqD/Nl28x0P/\nbTwSDiCAgD8BFwkBBBD4fwGrE9bVq1cvV548eVxWJ6HrP//5j2vt2rXm2wMHDrisgXYu6/9TzJ/V\nmejKly+fa8OGDQH7WdtbuKwtK1zLly8P+Bq7nahGRYoUcdWsWdNlNdYFVDw9z1oVxWWtDujxU0sr\nmDXXWx2w5r3VIGq+r1evnuvbb791WSviBZQ/JyGAAAIIIIAAAoEILFq0yPXggw+amM4adOeyVkBx\nHT582Fz60UcfxYtVrE5al9WgF0jWJh+NZW699VaXNSM0oGvseJI12M5lbSvmsjpZAy7e1q1bTXyo\n8bE7Vta4z+qgNnlYW7O5rAkbLquD12VNWnF17tzZ9fvvvwecPycigAACCCCAAAL+BDRmswaSuazO\nUxOPWJNAXV9//bXLGiBmLtXP3u16Gu9o/BdomjVrlktjHWvCRaCX2O48bWezJha7cubM6Vq/fn3A\n5fv8889NnKxmGutpnFetWjVzvTXQzjVz5kzXvffea2LI66+/3mVNtnBZO1sEnD8nIoAAAggggAAC\n/gTov/Un5HJ5999aKzX7v8A6g/7bgJg4CQEE/Au8If7P4QwEEHC6wJIlS1zWym2mAa5w4cKufv36\nuazVSuJV29pK1jSyaUObtSqKy9qyIt45iR24fPmyy5px68qdO3eSGrgSyzM1v7O2YXNZ23O4rBX8\nktyApo17Tz75pGmE00Y6HYCoA+68U9zGupIlS9JY5w3EewQQQAABBBBIsoC1Xarr008/dVlbYZmO\nwho1argmTpzo6YR1Z3j69GkzKEzjFO1UtLbfineO+1xfrzt27HAVLFjQVadOnYAH7PnKKxzHtUPZ\nWtXF1bNnzyTffv/+/a4yZcqYWFk7tXWAY9yksd/777/v8p5sYa2MwmSLuFB8RgABBBBAAIGABXSg\nf+/evV158+Y1k2itrVNda9asiXf9tGnTTCyocZ7GKtYqdvHO8Xfgiy++MHGiDiyLtKRtbtaKfa5M\nmTK5Fi9enOTi6wRZazs2z0QVHdQYN23evNlMtsiWLZuJq62dLVzWzhZxT+MzAggggAACCCAQsAD9\nt4FR0X8bmBNnIYBAyAQYeBcyWjJGwOYCOtp/9OjRrkqVKpmGt+rVq7smTJjgunjxos+Sr1q1ypxb\nvnx5lwYxyUna+Wtty2UG31lbcyUni7Bcox3J1hZhpqNUV/9LbnrllVeMoa56kljSxrquXbu6tLFO\n/2isS0yL7xBAAAEEEEAgrsC+fftcL774ouuaa64xnYTt2rVzrV69Ou5psT4/99xzJk7p0aOHSzsn\nk5PWrVtnVk/WVVX+/vvv5GQRlmt0MKJ2puqKz8mt+7Fjx1xVqlQxhtow6itp/t99952rfv36pvNa\nJ1sMHjw4yRM7fOXPcQQQQAABBBBwvoC2qbVs2dIM+i9UqJDL2jI20bY6nRCqk211h4vZs2cnG2jQ\noEEm1nn11VeTnUdqX6ir/rVv395MsNABiMlNGt9pG12BAgUSnaDiPdlCBzrqzhZMtkiuOtchgAAC\nCCAQfQL03ybtmdN/mzQvzkYAgZAIvJFGs7VWNSAhgECUCFiDxmT48OEycuRIsbY9kFatWsnTTz8t\nVatWDUhg8uTJYnUSSo4cOQI6P6GTrKBRWrduLVZDn1idnNKkSZOETrPNMasDWRo1aiTWCi7y/fff\ni9XAlqKy/fDDD8bbmo3sNx9rqzb57LPPZNiwYWIFj2I11sl///tfUx6r8c7v9ZyAAAIIIIAAAtEl\nsGLFCvnggw9kypQpYg26E2tlD/MXSPxiDRwTq0NRrBWKU4Rmrewh1nZbYm3jZWIna1vbFOUX6ovV\n65lnnjExsdWZLCmJsaxt3mTOnDkBG1qTLUycZ60gY6pprVIj1gQNsVZZ/j/2zgR+qun944+UNqmE\n0r5YWqW9tKdFC5Joj4qKyprwy1r6FRH90p6iRZaUECUi0aokS6RFK1oQKtnu/3yO/53vzHxnuTNz\nZ+beuZ/zetXM3OXcc97n+Z5z7nme8zzJrjbzJwESIAESIAEScBkBFQpLlKc6GT9+vGzatEnq1q2r\n5y/KAE+U196otfn4449FbTQQFckh6rWRLlAhbeWmm26S/v37y4QJE0R50It0eVrPKa/O0qVLF1Fe\n7mThwoV6TTORAn399deCPGvVqhU1G6hdlEdlPTdfvny5qDC0ep7Xt2/fhNZVoz6YF5AACZAACZAA\nCbiSAPW3sTcb9bexM+MdJEACSSHwCA3vksKVmZKA8wgob3V6oQeGcyrUq1bAYpEMxmTpSGqnrSgv\nboLFOhUSQ0aOHOnIhboZM2ZoQzcVlk3UrlgpUKBAOnCJ8oyiF+uwoInFOuUZRS/WKa8sXKxLS4vw\noSRAAiRAAiTgHALKY7GocFdaCQuFqvK6ppWw2GAB5Wo60t69e6Vt27aivCTLnDlz5LLLLktHMSI+\nE0pTGCYqr88yZswYGTZsWMTrk3lSeUYR5Y2amy2SCZl5kwAJkAAJkIBLCXz33XcyZcoU/U95FJbO\nnTvruV69evXSVqNXX31Vunfvrued8+fPlxIlSqStLOEe/NlnnwmMErG5ZMmSJZY3HYfLL5Hj2GyB\nNb3Zs2frbLDZYsiQIXLhhRcmki3vJQESIAESIAESyAAC1N/G14jU38bHjXeRAAkkhQAN75KClZmS\ngEMIqFAKWgkLLx7r16+XmjVr6oW5rl27pk0JG4wGC01QxmKxEErPcuXKBV+Slt9YyIS3EZQJRm7w\nUnfeeeelpSzBD+ViXTAR/iYBEiABEiABbxKAURuUsPBmfOTIEbn66qv1XK9BgwaOAIKduk2aNJEd\nO3Zoo7aHH35Y8uTJ44iybdy4UXr06KE9CkN5DaM3FXot7WUzN1tg/o7NFph/Yk7KzRZpbxoWgARI\ngARIgARSTgBreZgTYINFoUKFZMCAAdrTnAoZm/KyhHogynX99ddLzpw5Ze7cuY6JaAFPc5gjw6Mx\nyoYoEiinExI2WyCyxcSJE/U8FFFFENkCG1YS8brshLqxDCRAAiRAAiRAAtYJUH9rnVXwldTfBhPh\nbxIgAQcQeCSHAwrBIpAACdhM4ODBgzJixAgpU6aMXljC54cffihQMPbu3dsRRne7du2SZs2a6Z2e\n8CKHkKpVqlSRRx55RBA6I10Ji3PPPvus3nG6YsUKreiEsrhq1ary5JNPas9z6Sqb+VyEHsMC3b59\n+3Q7I/xtpUqVtCcZhLBgBHGTFD9JgARIgARIIDMJwKsd5nSlS5fWisR+/frJt99+Ky+88II4xeju\n9ddfl4svvlgb3TVt2lQmTZqk51PYzJDO9PPPP+v5HUKzQWldo0YNgZeWypUr6/lyOsuGZ+fIkUM6\ndOigw9V++eWX0qpVKxk+fLj2IgOvKAhvxkQCJEACJEACJJC5BKCExdwEczpsUsV8YNq0aQJvwogW\n4QSjO6zbYX7SrVs3OXHihC7rlVdeKR07dpTdu3entXEQbqxhw4bamxwifRw/flxvYIDnO6yXpjsV\nLFhQGwRu27ZNXnvtNb3O2L59e7ngggu0kSXWR5lIgARIgARIgAQylwD1t/G3LfW38bPjnSRAAikg\noDopJhIggQwhoAzrDKWENZS3DqNIkSKGCuFqqIU5R9VOhZg1xo8fr8uodp0aajen0b9/f0OFSDMe\nffRRI3/+/Iby7GE899xzhlpsTGnZlQGbUb9+fePUU081lGLTUIpZQ3mS0WVU3bGhFKGGUiAbW7Zs\nSWm5oj0MTNVindGyZUsD5Tz//PM1Y7WLNtqtPE8CJEACJEACJOASApgXKcM645JLLtHjffXq1Y1n\nnnnGUMpOR9Xg0KFDRpcuXXQZMc/D3OSdd94x1IYBQyk89W9lWGasW7cupeVWYWWNcePGGeecc47+\nh7kmkvKGosuEeR7KqkLPGk6bQ2FO+sQTTxjly5fX81IVttdQmy0M5R0vpQz5MBIgARIgARIggeQR\nUEpYQxnWGcqwTq9LKU/GxgcffJC8B8aZ85o1a/S6HdbOMHdSnviMv/76S8/3VNhUI1++fMbdd9+t\n19PifERct23fvt244YYbNDvMlz/99FOdj/K+rMuJNUi18ddQm23jyj+ZNynjSkMZCeo1UZRReTs2\n1GaLZD6SeZMACZAACZAACaSYAPW3iQGn/jYxfrybBEgg6QRGwjMSEwmQgIsJQAmrQjsYajenXkiq\nVq2aMX36dEPt6HRcrVSIVEN5F/EZsmGBDv9UGC1fWffs2WOo8LMGFsTKli1rqHAQxo8//ug7b/cX\nKKvVTmJDheHVZVGhHYxNmzYFPEZ55tNGdygryoXFxfvuu8/4/fffA65zwo8vvvhCK4xhwIjFOhgQ\ncrHOCS3DMpAACZAACZBAfARgyDZq1CijRIkSeg7SqVMn4/33348vsyTf9eKLL2rlK+ZL5jxPefXQ\nyljz0W+//baeD+K88uZmYOEMytpkpf3792sl9llnnaWVmXfeeaehQlL4Hgclt2kgaM71ihYtqjc1\n+C5yyJdwmy2UZxSHlJDFIAESIAESIAESiJXAJ598YqgwqHqD6plnnmkMGzbMUF7jYs0m6dcfO3bM\nuO222/S8yTS6y5UrlzZ2Mx+uPOEZY8eO1Zsc8ubNa6gQqgaMypKZ1q5da/To0UPPkytUqKAN6/w3\nJ0ydOlWfM+em+GzevLmxc+fOZBYrrrwxR+Vmi7jQ8SYSIAESIAEScCQBU3/bqFEj6m/jaCHqb+OA\nxltIgATSRYCGd+kiz+eSQKIEDh8+bIwePdooVaqUNgpT4RwMFRo10WyTcj+UqWPGjDGwIOeviMVi\n1xlnnBHSs50KRat3e2KhDh78OnfubCxcuFB7oUu0kJiswdgPO2GhDMaCIXYSY8dJqKRCevgM78yF\nOtwDryOrVq0KdUvaj5mLdeXKldOLojAohGLbf/Ex7YVkAUiABEiABEiABMISUGGyjL59+xp58uQx\nChcubAwdOtRQ4WTDXp/OEwcOHDAuv/xyvYjob8SGuZ8KgxuyaJiLQemJuVWxYsUMGMTBg4odHo+/\n//577T0Zhn3wZAclNjZNwIgxVEI5TI93KI9ZB8w/4f3YiSnUZgsVssyJRWWZSIAESIAESIAEgghg\nnWzBggVG48aN9VyoSpUqBgzEnLiJFkXHemPp0qWzGbBh3oRNFcEJ9fjf//5nlClTRtevdu3a+veO\nHTuCL435N9a1PvvsM+ORRx4xVHhWnT82Ic+bNy/kZg7M//zneSgz1iax1ghvyMncABJz5f7/Bmy2\nWLx4sXHppZfq+iGyBXhys0W8RHkfCZAACZAACaSWAPW38fOm/jZ+dryTBEggrQRGnoLHqxdOJhIg\nAZcQUItLohZbRC0oiVokEqXMlEGDBokysHJkDVRYVunVq5d8/vnnohbHAsqolLH6nAqTFnDc/8ev\nv/4qajFSZs+eLStXrhS1WCbKO500bdpUqlatKiqMhf6nFNL+t/m+q7Bi8s0334jy+iZbt24VZSgn\nq1evFrULV1TYWP387t27i1L4+u4J/nLkyBFRYcmylV8Z34laDBMVkkxUmFxRRoTBt6b9N5i/8cYb\nWmbeffddUYuSokJWiNpNLcojXtrLxwKQAAmQAAmQAAlkEcC8QoWPl/Hjx+t5T+XKlUV5r5XevXuL\nCtuVdaGDvqlwXbqMyhOwKMVltpItW7ZMWrdune24eUApYGXOnDn6n/I8oucnKiSYqBBhUrFiRT3P\nU95LRBkgmrf4PvEqqzzW6Xke5noqpJgob4CijNIE88x27drpuZ4Kbavnzb4bg75gLtq/f/9scz2l\nlBW1CUQmTJggyiNz0F3O+KnC0ArKP3HiRFGGmaLC0IryLiNt2rQRZUDojEKyFCRAAiRAAiRAApqA\niuggM2bM0OP2vn37BHMUjNvKwMqRhJShl6jNH6Iia+j1uOB1PawroU6YM4VKuB5zM8z1XnnlFcEa\nnzLGE7XpQWrVquVb0ytZsqTOPzgPzC0xv8E8D//WrVun88P87+yzz5Zu3brpeTLyipTAF+UILj/W\nGC+66CJ57rnn9GekPNJ1TnkM1HNRrItiHbJPnz56XU8Z46WrSHwuCZAACZAACZBAGALU31J/G0Y0\nQh6m/jYkFh4kAbcSeISGd25tOpbbUwQw+L7++utaCfvee+9pJSQW5qCEVSFFHcnijz/+EBUWTf+D\n0i+UIhYFX7p0qVYMWqkEDOCwUKZ22spHH32kF92g5EXC4hMW/E4//XT9HYt5+Ke8pujzWARUHuqk\nfv360qJFC/1PeQvU56z817JlSwH74EU63Iu8ixQpohcilbcXK9ml5RoooaE4xoInygzjOxjhcbEu\nLc3Bh5IACZAACZCAj4DyVOszntqzZ482GMNcT3ls813jtC8op/LIJzDsD5eiKWOD74NCFfM8/Pv4\n448FzzDnXthwYs71MM/E5gr8M8/jXKVKlQRGe5jrKQ8yel4Y/IxQv6EwxiYLGD6GS1AQw8DNqZtd\nzPcFbNABP2y2gNEmDAbBhokESIAESIAESCB9BLAegzF67ty5enMA5lBYj8E6lVOTipqg53rKY0vI\nNT2sK2Gj7cyZMy1VAfM3GM5hnoK1PSimsc6HhHVDbDLBnAWbHlRYW72mpzye+PI+99xz9QZazMkw\n16tRo0ZIYz3fDX5fUMYbb7zRN2/0O6XXx7CZ45577pH7778/4mYN//tS/Z2bLVJNnM8jARIgARIg\nAWsEzPUYbKKl/pb6W2tSk/0q6m+zM+EREnAZARreuazBWFyPETh69KhW8D399NN6h6cKF6p3wsJr\niJM9WGzYsEEvvm3fvj2iAhNGclB0wiNJPAkTWihk4dEOi3WmsR2OY7EO/woVKiTwkoLFzHifg7LN\nmjVLVGjakIt0OI/2wEKdCkkmkyZN0jtvcdyJyV+5v3v3bnGLXDmRJctEAiRAAiRAAokQgDdeKGHh\nwQLKS9ODxXnnnZdItkm9F/OdyZMna+8n2OAQbnMF6tOzZ089h4q3QNhggXnerl27BB5XMNeDsR3m\ndOZcDwZzMDIrXrx4vI/R92F+DSNCzCNDJdQHGz3++9//yu233+7ouXjwYp0b5CoUcx4jARIgARIg\nATcTwJxiyZIlehMt5hiI2GAaxWM9zKkJ63S33nqrNhKER7hwcyOUH8Z58LYbb8JaHjZeHDhwwLem\nh/mfaYSHyBLYNAt2mPvFm7AOBg95kTZZYJ4Hb3yYlzds2DDeRyX9PrQHNmebmy3Axoxs4WS5SjoY\nPoAESIAESIAEUkyA+tvIwDFnof42MqNQZ6m/DUWFx0jAFQRoeOeKZmIhPUfgq6++0p7JEOoAi1zw\nTIbFObd4JitYsKBWjkZqOCgve/ToIc+q8GRuSFYW6cx6PPDAA/Lwww+bPx37iYkvwtnBCx52HLtl\nEdixQFkwEiABEiABErBAAIZrb775plbCLl++XM/vMM/DfC8RhaKFR9tyCcocKXSs/0OgbEa4Vzck\nzEn79esXUbls1gMeWqpWrWr+dOwnF+sc2zQsGAmQAAmQQAYTwGYBeFjDWgs2DyD8OwzZ3BIGvn//\n/jqiQ7QmQgQOzDUS2eQa7Rl2ngd/GEBGMr7D87A2hnVZNyR/T4pu2cTjBq4sIwmQAAmQAAlEIkD9\nbSQ66TlH/W16uPOpJEACAQQeyRHwkz9IgATSRsBUwmKnaOXKlWXZsmU6TOu+ffv0Lka3GN0BIIy5\nEHoViz7hEryjXHPNNeFOO+544cKFdbg3GEJGSgMGDJDhw4dHusQx51CXjh076oVHKJCbNm0qw4YN\nkxIlSmhPLvBYyEQCJEACJEACJGAPAShh4ZkC3tkQmh7ecmGYBi8fMLxzg9EdSLRs2VJGjBihyx9p\nXgRlLK51S8KcKFJ9MK/NkyePvPzyy64wugN3zF+HDh0qO3bskIULFwrCteFdAyF5J06cqL0HuqV9\nWE4SIAESIAEScDqBbdu26Tkd1lQQshTRBeDd2PQK5+TIFf5sR40aJc2aNYs6L+rUqZNrjO5Qv+7d\nu+tIFf519f+OuR7WY7FBxi2pSpUqMnXqVMHa8X333SeLFy/W7xodOnSQt99+O2J93VJHlpMESIAE\nSIAEnECA+lsntEL4MnhNf3vbbbcJ9bfh5YFnSCBdBCJbkKSrVHwuCXiIAEJmIZQsdlS2b99e77yE\n4RoW7LAjFmEV3JZgwPX5559LvXr1wi7UQRnbqlUrV1UNi3ShEsJRnHbaaQIPhVOmTNHfQ13n5GPw\n2uK/WLdo0SIu1jm5wVg2EiABEiAB1xBAqFTM6UqWLCn/+c9/9Pznyy+/1Jss4A3OLUpYEzjKC2Uy\nlHmYp4baaIFjV111lavmRIUKFdJtg3ldcEJ9EHps06ZN0rlz5+DTjv9tbraAh2NstmjSpIncdddd\nWiYRNheGeUwkQAIkQAIkQAKxE4ASdunSpdrDb8WKFbXRFjYowBDKXOuLPdf03oGQrPAMh3krUqi5\nKjbTXnvttektaIxPj7bJomvXrvLxxx9L+fLlY8w5/ZdD2Yy5HRSw2Gxx/Phx7WERhoSTJk3iZov0\nNxFLQAIkQAIk4FIC1N+6p+G8pL999dVXqb91j2iypB4icIpaIDA8VF9WlQQcQwAKLizCIfwEFqx6\n9eolt9xyi95d6ZhCJlgQhG+oXbu2bN68WS/Umd0NlJddunSRuXPnJviE1N4OTzXw5If2MhPqgrAa\nTzzxhNx0003mYdd/ou1gAArPPO+//75gARneeHr37i2nn3666+vHCpAACZAACZBAMglgzoOQrBhH\n4TUDRluDBw/WoUxh4JUpCeGtGjRoIMeOHcsWohXzCHj2c1PC3BRzHXPOapYdCuiNGzdKqVKlzEOu\n//zxxx9lxowZWhm7d+9ebTCAdxF4KQylYHd9hVkBEiABEiABErCRwG+//aY3XyKcLLwXt2jRQm+0\ngKexSB50bSxCSrIaOXKk9nSMh/mvheXLl0+HmcUmVDcltA8MJc1ws9hwgXlfo0aNZOXKlW6qStSy\nYrMF5BPzW7RTnz599PtIhQoVot7LC0iABEiABEjA6wSov6X+1sl/A9TfOrl1WDYPE2CoWQ83Pque\nJgLvvPOOXHHFFdoaHV7FEAoAO2HhKQ07ETMpzZkzRz799FO9SxYe7mCkhuTGnbEoN7y6IDyX6QkF\nSkkoJ7FwB88vu3fvxmUZkVBHeKp57733ZMuWLXoREqHK4K3njjvukJ07d2ZEPVkJEiABEiABErCT\nAAzQJk+eLAj71KZNG+1tAl4nsGB35513SiYZ3UFJeffdd+v50Q033BCAEcrY1q1bBxxzww/M0c35\nKpTm+Pfggw9K7ty5ZeDAgdkM8txQp3BlPPPMM2XYsGFaNhcsWKA9oaDNILvwjAJZZiIBEiABEiAB\nEggkgLUQrIlgbQQexuBFFgZO8BCHeUQmGd3t2bNHxo8frzdSIEqCuRaGuRK8x7nN6A4t2a1bN99m\nEdTjrLPOktGjR8uqVatk1qxZgY3t8l/VqlWTadOm6TVneC80I1tgYww2CDGRAAmQAAmQAAlkJ0D9\nLfW32aXCeUei6W8Z2cJ5bcYSeYSAUpgwkQAJJJmAUlwZyrDOUIZ18DBpqFCsxiuvvGIoA7QkPzl9\n2SuDOyNv3ryGUsjqQqiB3lALdbr+OP7777+nr3AJPHnevHm6Dsroznj44YeNf/75x0D7qgUto1at\nWq6tlxUkR44cMR599FGjdOnShlpMNtRinaEW66zcymtIgARIgARIIKMJ7Nq1y1CGdYYyrNPzH2WI\nZijD9Yyu86hRowzl9ddYvXq1rufLL7+s6465rlJqurbumN+gDsowzVBef3U91qxZYyjlsvHQQw+5\ntl5WCo75O2QXc/WCBQsaKgytgTk8EwmQAAmQAAl4nYAyrDOUYZ1eC8GayJgxYwyskWRqOnnypFG3\nbl29joc1L/xWUR70HAnzJBXeypVVV5Es9PwVdVBGk8bBgwd1Pe655x4jT548hvJw7Mp6WSk01qCx\nFo01adS/UqVKhtpsYSjvjVZu5zUkQAIkQAIkkLEEqL819NoP9bfuFnHqb93dfix9RhAYyVCz6k2T\niQSSRQAe0CZOnKjDOJ04cUIQYx4hnKpXr56sRzoiX4RkVUZoUqJECb3r19wVq4zt5LbbbpPChQvr\nHaWOKGyMhUA4Eezshfc3eL8z0/bt23VY3c6dO+v2No9n4ifcGC9evFiHz0MoDrVY5wtDC8+GTCRA\nAiRAAiTgFQIIxw5PIAirWrx4cbn55pulf//+OjR9JjNYsWKF9mg3btw4Pbc167pt2zZd/xEjRmgP\nMOZxN33CYw3aFN6o0aZmghe4IUOGyJIlSwLmgOb5TPpEGNrp06drz3fwzN2+fXvdzvD0zEQCJEAC\nJEACXiGAdTyE6fzf//4nn3/+uTRu3FiPh4gOYK5zZSqLwYMHy+zZs2XDhg1y4YUX+qr5/PPPa+/O\n8JimDNV8x930BR6b1eYRUZtpfe2IdS54q4Z3EGV8J/AMnMkJkS0g12hPeC7s16+fDBo0SMqXL5/J\n1WbdSIAESIAESCCAAPW31N8GCESG/KD+NkMaktVwI4FHaHjnxmZjmR1P4IMPPtAKOxgnFStWzKeE\nRQgDL6Srr75alPcT+eSTT3T9vVBn1BFKdxjlIZRDcMi1TGXgv1iHMGx9+/YVLNCWK1cuU6vMepEA\nCZAACXicADYSKA+4WlmFcbBhw4ZaCdupUydfmNJMRnTgwAGpUaOGNGvWTF588cVMrmq2uvXu3Vsb\n3kEhW7Zs2WznM+0AFuuURxst63i/Ud67tfFhr169hJstMq21WR8SIAESIAGTwN69e/UmWhihKw8o\nOjwpNtFi/uOFNH/+fL1x+KWXXpJrrrnGC1XWdTx06JDeRFylShU938uksMHhGlF5RtGbh7HBBJst\nOnTooOd63GwRjhiPkwAJkAAJZAIB6m+pv6X+lvrbTOjLWAfHEaDhneOahAVyLQEoYbE4BQ8ZKkyT\nNGjQQG699VaBEVrOnDldW69YC/7EE08Ido/CW4gKXxDr7a6/fvjw4QIGH330kV6wc32FLFYAi3Wm\nZ5T9+/frxTosTF966aUWc+BlJEACJEACJOBsAlBGQSkFA/tff/1Vunbtqg3u4OXXK0mFqJLmzZsL\nFJPwgFKgQAGvVF3XE55vMMeHIhabTNzq6SWeRsP7zYQJE7TRKeptekbhZot4aPIeEiABEiABJxL4\n8MMP9ZreokWLpGjRoqJCq8qAAQPk7LPPdmJxk1KmrVu3Sp06dfRm0qeeeiopz3BypuvXr9eeDVXo\nWe0Rz8lltbNs3GxhJ03mRQIkQAIk4EQC1N/+2yrU31J/S/2tE3solilDCNDwLkMaktVIIwEMUpMn\nT5apU6cKQqxee+21WgmLhSqvJSxSQhk7atQoGTZsmNeqr+v7zz//6PBjCLUGbyhFihTxFAcs1mGR\nGopZ7BzCTmGEZYNnlHz58nmKBStLAiRAAiSQGQRgTI9QTAsXLhR4LzaVsFDIei3deeedOgTrunXr\npGrVql6rvq4vQpDVrl1bEGZu5syZnmPAzRaea3JWmARIgAQymsDJkyflhRde0AZ3iNpQr149vYm2\nc+fOOhxpRlc+qHLw7oe1zEKFCsnKlSs9V38TB9Z3Md9/4403pF27duZhz3xis4UZhpabLTzT7Kwo\nCZAACWQsAepvs5qW+lsR6m+pv836i+A3ErCdAA3vbEfKDD1DYM2aNXohYsGCBdq4auDAgYJ/CC3r\nxXTw4EEddgOKSISkOuWUU7yIQdcZCsmaNWtKxYoV5a233tJeUbwIY/PmzdoA7/nnn9ceYeC+edCg\nQZ4IzebF9madSYAESCCTCPzxxx86jCo8GcOQHkpIeDJGuK3TTjstk6pquS4wPIQn5zlz5kjPnj0t\n35eJF0IRe8UVV2gjxP79+2diFaPWydxsAcXsqlWruNkiKjFeQAIkQAIk4CQC3333nW8T7U8//aTn\neJjr1a1b10nFTGlZunfvLsuXLxcYIJYsWTKlz3baw66//np57bXX5OOPP5by5cs7rXgpKQ/WNuHp\nG5vNYbRw+eWX643mLVq0SMnz+RASIAESIAESSIQA9beB9Ki/zeJB/e2/LKi/zZIJfiMBmwjQ8M4m\nkMzGIwSghH3ppZe0wR3CayG0GBbmunTp4lklLJoeirfWrVvLt99+q5XT2B3r9YTFuUaNGsldd90l\nI0eO9DSOw4cP+8LQHjhwgIt1npYGVp4ESIAEnE3g+++/18ZUU6ZMkR9//FEbmmGuV79+fWcXPMml\n2759u573duvWTfNJ8uNckf0DDzwgjz32mDY686Kna/9GwmIdDPDmz58vefPm9YWhLVu2rP9l/E4C\nJEACJEACaScAr70Ys15++WUpXLiwDiUL72bnnntu2suWzgJMnDhRG1UtXbpUWrVqlc6iOOLZJ06c\nkEsuuUSXZfXq1Xp+44iCpaEQf/31ly+yhbnZ4pZbbtEbcRjZIg0NwkeSAAmQAAmEJUD9bWg01N9m\n50L9bRYT6m+zWPAbCSRIgIZ3CQLk7R4h8MMPP+hQstjlh0GoU6dO2uDOXITxCIaw1Rw+fLiMGzdO\nsBjklkVhAABAAElEQVRVo0aNsNd57cT06dP1Ii52yXbo0MFr1c9WX3OxDovccGuNEHUIQwu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OCVG5s9169fr9dNixUrZu8DPJ4buGLtH4Z4CDVthqFlZAuPCwarTwIk4HgC1N+mpomov00+Z+pv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\nIAESIAESIAESIAESI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2IduzO9zwsef8L1eWgDL463scoLOIVLmCsgRXsPMu/PdNnjeGu2\ndHI/Y5Vhjrccb5UX7wChVJ61RXlGkdGjRwccj/YjVtnL9D6P421kiYlVXiLlFuv6YKbLHsfbSNIi\ngr9NrFH6J6yh16pVS1Q0Af/DUb/H0n9yvOV4G1WgYrggFtnL9D6P4210wYlFXiLlxvGW+ttgvaGd\n8hIpr1jWBznecryNJEuxnotF9jje/muzAsZeXE9GvWORF1wfLsX6vpLpssf323CS8u/xWPUPkXKL\nRYaTMd7aYvny2GOPiXI7KDAU8k8dO3b0/YSHLhiIwBAOhjcwHIEBFBRliFMNi1YkKN4xkTYN5pTb\nfH1drly5ZNCgQQLPdJUrV5bZs2fr6+fNm6d3+A0dOlRuvvlmmTNnjjauGjJkiDRr1kywGyZSwk5o\nCPyuXbu0wRueDSMtlAfHL7jgAvnmm290FqYhoJkfjASRcD0SdolVr15df4/1P+UaURtSgQ0MUJKd\nwH7UqFHJfkxS84e3Oxg9mrJjPiy4HZ566ikZMGCANvRUoWy1xz+TcSTZg0ezRx99VBtD4Rn4Y23R\nooWo0MD6UcmWvdy5cwsUBsFyh4dD9rZv3y6QGyT/vzV9IMJ/MNCymm+EbOI6BbnD3/Qbb7wR1/1O\nuSlcn+cve5H6PNQDRmbYnYx2Rr9jGhNH6/Ng+ARvDpDJsWPHCgyMcQ/6RBUSW5Qb1aiYUM5ixYrJ\n/v37RYWm1oaqn332mf4bQb+nXPRakhH/+kZ96P9fgJ3YwUmFTdY86tevH3zKtt+ZLnv+fUAk2YvU\n50WTvWT3eakab20TKosZcbz9d04TSfYydbyFiNjV58U6dmd6n+c//kTq89AGXhxvY5UXcAqXrL4H\nmfdnuuxxvDVbOrmf8cgwx1tvj7f+Eol3HGzyxBoV5CKWFKvsZXqfx/E2svTEKi+Rc8s6a2V9MNNl\nj+NtljyE+lakSBG9iTP4HNZWVEin4MOWf1vpPznecry1LFAxXBhN9jK9z+N4G4OwqEujyYvV3Dje\nBuqUIq2tRFrT88p6shV5iSR7sa4PcrzleBtJnmI5F4vscbz912YFfL24nox6xyIvuD5civV9JdNl\nj++34STl3+Ox6h8i5RarDNs+3qoJQ0CaMGGCoYx6Ao5F+6EM6gzlPSviZXPnzjWUhyvj+++/19dt\n3rwZFkOG8hwV8FuFz/TlozzzGCqEoPHAAw/4juGLCklrqN0pxhdffKGPqzAOhvJCZihDLN91999/\nv85/ypQpvmORvijDF0N5y9OX1K1b11DWlb7L1S5CQ3no8/02v6DsqIMyCDQPxfWpJrU6/nm+fPl0\nfsrzno9LPBnee++9Op9IMd/Hjx9vqF2QBhhbTdOmTTNQtmSlJk2aGMowznL2yghE11Mtdka857zz\nzgtoI9XBGe3atfPdY8qiv+wpj2CGCktjKENP33Vff/21fh7kzUzJlD3lcVE/T4WLMB/n+0T5IXuH\nDh3yHbP6JVn54vlWZE9NWLL9TUcre6tWrfTfSLTr4jmPPgkszb9/K3nY0efhOZBFZXDne6TVPk8Z\nXeoyK0+bvntRDzWgGGrXlqEMjn3Hw31RHu6M5s2b69PKgNVQRsO+S5MpI76H+H1BOZSBrN+R2L6C\nG9rwlltuiXhjrLKnDBB1vioMb8R84z3J8dYwUj3eoq2syouVdrXS53G89e54G06G4unz4umXY+3z\nUF6Ot4HvGG4db+ORl3DyGs97UKyyx/E2895vIU+JjLfxyDDHW463kLvly5cbWNvBuwH+qcgKOGw5\nxSN7sfZ5KAzHW4634YQylvXBWGWP421mjremLGFNC+tByou9eSimT6v9J8dbjremYFlZDzGvjfRp\nVfZi7fPwTI63mTHe+suPVXnxvyfUd4632alQf5udiXkkFnkx77HyGWl9kOMtx1tThuwab8388BlJ\n9uIZb5XXKOpv/WxW3Lqe7C8j/t8jyYv/ddG+R3tfiVX2+H6bOe+38egfosmb//lIMmzzeDsyYY93\niHOPXZ6hvHKphU5fglcleCgrWrSo9nCn/sD0OdOK0bzQP4zn0qVL5auvvpJgL0ht2rQRPFcZSunb\nEG4RrvSrVKliZqO96uEY4gJHS3v27BF4kcJz4FFPGWKJagTfbfCKFyohzjISPEclklB+ZdSmQz8+\n+eST+hPe+5KZChYsqL0OwmuaWxPCBCNF449QwY888oi+9ssvvxTsAA2WO5z0lz14yVNGnwJOZoI3\nJuxAUy8h8ssvv+jDyZQ9U+78y2WWBbIHT2lqIDIPWf5MVr5WCwCmB5Q+2wAAQABJREFUZttZvcdJ\n1zmlzwOTiy++2IcGfeuNN96o+zJ48IyWlDGZwI0qEsJ8m9/xO5UygjC5GD9uvfVWPDqpibL3r/dW\nE7J/3+KV8daseyo/Od4Gyh3Y+8teJo+3oeQs3j4vnn6ZfV6g7PnLXSx9HtrRbeNtPPISSl5xzMwr\n+Hyk9yDKnj2y5+b322B5ifW3KXf+f7dmHuHegzjeBsodePnz88p4i3carCHhfQh9Nzw2L1myxBSf\nqJ/xyh7fb7PQ+ssdx9vY12xiWR/keBvY78Ure5kw3mJsVJvWRRkPh527Zf2Vhv5mtf/keBsod6Dp\nL3teGW9DS1F8R2ORPY63WYz95S7Tx9usWotev05krmfmxfHWJJH1Sf1tFovgb7HIS/C94X5HWx/k\neMvxNpzsJHrciuxxvM2i7NXx1iQQTV7M66J9Wnlf4fttYL8Xr+y58f3WXIsLlqNI+ofga8P9jibD\ndo+3OcMVxOpx5VVNUHEzNGy4+5S3O210h4WAPHnySJ06dfSlCHnpn/wFCUZSSMHAGzdurI9H6vyV\n9zgdPlF5BNPX3nDDDToco/6h/oMRVf/+/UV5fZJvv/1WcL3yliTfffedLt/dd98t1apV0+FtEQIS\ndVS79rWxk5mH2kWovyL0rR0JjBDHevXq1bJw4cJsz7PjGWYeJlMYHNpVfjPvVH2ibSEvkKdICeGL\nYWSE8KZNmzaVChUqyMaNG7PdYsqesoLVhmGXXHJJtmsge1jExwue8tSU7TwO+MveunXrBOFt/dPj\njz+uf0aTPRiYIh07dkx/+v8H2YMMK0+M/octfTdDmtqdr6WHq4sge5A7tyan9nngCZlAwt8GyhlK\n9vB3APnBgixkeODAgfL6669rQ1N8VztofGFvky0jMICdOXOmDrOtC57k/yh7HG+TLGIhs+d4693x\nNlggEunz4hm72eclp89Duzp9vI1HXoLl1fwdz3sQZS85suf/joH2ccP7rSlHsX7GI8Mcbzne+stZ\n2bJltdEdNmeuXbtW2rdv73867Pd4ZY/vt1lIzXUVHElkTQ/3e2m8RX39k5X1QY63HG9NmRk6dKjc\ncccdUqNGDfNQ3J/R+k+Otxxv4xauKDdakT2Ot1kQvTTeZtU661s0ecm6MvI3jrdZfKi/zWIR7psV\neQl3r/9xK+uDHG853vrLjF3frcoex9ss4l4eb63ISxapyN+svK/w/da777fx6B8iS9y/Z63IsN3j\nbcKGd/A2psKPakOOSJWEsVKzZs1k4sSJ0qFDB9m2bVvIy/07sTPPPFNfs2bNGjGN7XCgTJkykitX\nrojevmAkp0Ivimm8dPXVVwfkgbxr166tjU1ggDdkyBBtiDds2DDp16+fwPAOyg2kSpUq6U94SlNh\nS/V3/Hf48GH93W7DNez0eu+99wKM/HwPtemLcsGpczIXlm3KNqXZwCMdjORgHGT+YYQqgAo7LPCw\nuGzZMm0g+sorr4S6zLdDETIIT3IbNmzQBpf+xm0qxKi+N5KnOX/ZK126dDbjp/LlywvkD+WPJHsq\nnLJgNw3kLjhB9uJdUEObJyPf4DKG+w3Zs/tvJtyzknHcqX0e6rp7925dZcgY/jaCDe9w/K677hIV\nNllefPFFbfQGI71Zs2bp7zBiRfxzFao26TIC76IPPfSQzJ49O6l9nb8MUPb8aQTuyvbqeBtIJDm/\nON5m52rO9TJ9vPWveaJ9XjxjN/s8/xawr89Drk4fb+ORl0BaWb/ieQ+i7GXxwzezz8N3jregED3F\nI8Mcb7NzNWXPS+OtPwW8cxYvXjyqh3z/e+KVPb7fZlE05Q5HEunzcL+XxlvUN1SKtD7I8TaQmF2y\n57+mhyc4fT0ZEVSwPnjFFVcEAkngV6T+k+NtdrCm7Hl1vM1OJP4j0WSP420WW1PucCTTx9usWgd+\niyQvgVdG/8XxVrSzCepvo8sKrogkL9FysLo+yPE2O0mz3+N4m52NlSOxyB7H2yyiptzhiJfGW6vy\nkkUq/Der7yt8vw1kaJfsueH9Nh79QyCt7L+syrDd423ChneoCnYRHzx4MHut/I7AwALGHDC6Qwrn\n6c50G4hr6tWrhw8dLhYGcWZCyFrk1aBBA/NQtk8Y6/3+++++57Vt2zbbNTgA4zpcO3LkSO2R76OP\nPpIZM2bo7+YNMMTDeZzzN7yD1zSELzF34ZrXJ/r5xRdfyOWXX55oNhHvh2c//NGWU6FT3ZqqVq2q\niw7ZC2d4B4NPhJmdOnWqzyujVdl79dVX5ZNPPtEGmiajTZs2yTnnnCMwYAqX/GUPITSvu+66kJda\nlT2ExkGZsaMGCWFuYaU7evTokPlGO4gQtZBpu/ON9lycRz1++OEH7XXQyvVOvcaOPg91w9+gXX0e\n8luxYoXUqlXLp1wKJ3svv/yyDqcNI0KEmUVfCoNmMyVbRo4fPy7o01Xs9IBwzuiXTG+OZlns+qTs\nZZE0J2x2yZ5/n4enuGm8zaKSvG8cb7PYhpO9TB1vzZrb0efF2i+zzzPp//vptfE2VnkJpBX4K9b3\nIMpeFr9wfR6u+OCDD/RcyLw6099vzXpa/YxHhjneZtENJ3uZPt5mEfj3GzYYYaGtdevWwafC/o5V\n9tjnBaLkeGvPmo0/1XDrg5S9LErh+jxckenj7aJFi/Smy969e2cBUd+w+RgRP+JNkfpPjrdZVMPJ\nntfG2ywiiX8LJ3vs8wLZem28Dax91q9w8pJ1hfVvHG9Fb5Cn/taazISTl2h3x7I+yPE2iybH2ywW\n8X6zKnscbwMJe3W8tSovgbRC/7L6vkLZy+IXrs/DFZn6fhur/iGLVuhvsciw3ePtv6tCoctl+Si8\n0X322WcRr4dXMhT+zTff1J7iJk2apK8/cOCAXgyFgRISFPjw1LRlyxapXr26NlqCIO3Zs0efx38f\nfvihwPMYvIWZ6a+//tLhQc3f8GqGRQbT0M88Hvy5efNmbdCEsLI7duzQXvKCQ4zCOAWeo8aOHavL\nhjxg1IfwjM8884zPICo4b9QFoRynT58efEr/PnHihIwaNUqgaDHTkSNHtLHXk08+aR7Sn9Hy8r/Y\ntM5EGcMlhNfFAnS0MK3h7nfC8Zo1a2rDyUiy99tvv+mivvDCC9pgbdWqVbpjAiOcg5FPKNkbM2aM\n9sI1Z84cX1XR8aMdcM7fC14yZQ+hIlBWfy998FTWsWNH6dSpk69swV+iyUss+eLvrF27dtpgLvg5\nwb+jyd7+/fsFvOzciRtchlT8tqPPQzkhe/DMuXPnTt3/wLAXxnJW+jzc7y/7YAsvjY8++ihORUwI\nvdyqVSt9DTxBmt/9b4pFRvzviyYveIHv3LmznHXWWYK/y6efflr/GzFihPTq1ctnDBxNhv2fGU3u\ncC1lT8TL420s8mK37HG89fZ4a7XPg4xG6z9j6ZfZ52X1eWDrxfHWqrxE6/NifQ+i7GXJXqh3jEx/\nv8Xfm5mizc+iyZ5VGTafx/HW2+Pt0qVLtSdtLK6ZCWs1eDcyvdabxznemiSyPvl+G35txS55idbn\nxbI+iJbjeMvxFpso0cfhfcNcV8HmxgEDBug1dfMvPJrsxdJ/Ik+Ot94eb025wme0uV60/jMW2WOf\nl9Xngb0X32+tyku0Po/jLSQodKL+NjuXWOQlmuzFsj6IknC85XhrSmSi420sssfxluOtVXmJ1udB\nfq2+r+Bayl6W7HlxPTkW/UM02bMqw5A7JNvHW2XkFpAmTJhgKI9eAcei/fjxxx/1Pdu3bw976erV\nqw3lUclQO4iNq666ylCGdIbyzGSokJ2GCnOo77v00ksNVUejefPmhgopoY+pyY0xaNAgQ3mYMp59\n9llDeaMz2rdvr+83H6YWFQxlCGUo4zhDhVE0unbtaiiPcYbyDGZeEvZTLVIYPXv21OdVGFxDeeoJ\nea0yujJU+FlDGfIZ//vf/4x7773XUCESQ15rHsR51EeF4jWUsZF52PepDL8MFQ7AUNarRp06dQwV\nEtVQiySGMgbzXWN+iZYXrlMGPIYy2NNtgeeqHY+GMrAxs/B9KreSRpEiRYzly5f7jln5otyB6rpY\nuTaea5o0aaLbMJZ7lSdCXc9I9/Tt29fImTOnoYyajClTphgLFiwwVBhXo0WLFoYydNS3hpI9ZaRn\nlC1b1rjtttuMxYsX6+dARvxTKmRPGWYayohUy9+4ceN0eZQRq38xsn23Ii9W861QoYKW4yeeeCLb\nc8wDVmXv8ccfNxo2bGjeZvlTGYYZN954o+XrY7kQZcffi9oRbPk2u/o8FVJayyb6CPQrSFb6PLQ/\nygy5UJbguj9Cf6oMNKPWQQ06xhlnnGGgv0a/VrRoUWPdunUh77MqI/43R5MX9M8oe6h/ygueLysr\nMoyLlTG30aVLF50fxi5l6GyE+vuIR/bUS43ON1Q/6itoAl843qZuvDWbyYq8WJE9q30ex1uOt1b7\nPMhotP4T11jtl+Pp85A/x9vAdww3j7dW5cVKnxfLe1A8ssfxNnPebyF3SHaNt1b7PI63HG+xVqG8\n4Ov3HKXoNx5++OGw73ccb//9O/X/n++3/jQCv9slL9HG21jWB1FCjrfeXk9WEViM/Pnzh1xXURus\nfWudkJVoshdL/8nxluMtZMrqeki0/jMW2Yunz0NZ+X6bOe+3VuUlWp/H8Zb6W/QNZrJTXqLlFcv6\nIMdbjreQUbvG21hkL97xVoVfpv5W2byYyc3ryVblJVqfF8v7CrjFI3tcT86s9WSr+odosmdVhiF3\nSRhvR8KDW0CKxxAAGcCgCQZykZIKa2dgcmsmQESlzITf+/btM38GfKoQIYYK9Wrs3bs34Dh+wPgp\nV65c+jgM+o4ePZrtGrsOwIAOA57VpMKgGgMHDox4OToHtaMk4jU4aSWvqJmoC1566SXjyiuvtHJp\nwDV4wYGBULJSPIZ3MFJSoX4NZQ0dsVjBRpjKG2DA9eFkD8e/+uorQ3kSM4LvQQaplD3lPt34448/\nAsod6YdVeYmWL+qtvOxp48NIz4t2Dixr165twAg31uS0hRKU344+D/mgbwuWT/N4uD7PnLgpj5m6\n71Ae87QRHe5LRoomI/7PtEtekKdVGfZ/fqjv8cqeEyduqJ8dsheuz0P+mTzeon5Wkl2yx/HWyDZ2\nhpM9HM/08Taa7MXSf0bql+Pt81A+jreBrZQp420keUGNrfZ50d6D4pU9jreZ934b+JcU/pdV2Ysm\nwxxvOd5CyrDehLUa9EWREsfb0HTseMdAzl5+v43WV1np86ysD3K8NfTfOdeTQ/8thzoaTfas9p8c\nbznehpKvcMesjLdWZC/ePg/l4vttYOu4/f3WirygxtH6PFzD8RYUsicwpv42Oxcr8oK7rMhe9tyz\nH+F4y/E2u1SEP2JlvA1/d9aZRMZbpxneoVZ8v81qW/9vdskL8rSrz4tX9rienJnrydH0D3bKXhLG\n25G2hJpVnotEeaMSM0wqfodKOXLkELUjz3cKcYqV57GA3yVKlPD99v9SsGBBQQjYkiVL+h/O9r1U\nqVKivDllO27XAYQYVR6iLGenjIxChnH0z0AZs+mQqf7HQn23kleo+/yPKaW2zJs3T+bPn+9/2LXf\nESoXoXwffPBBUZ1z2HoUKFAg4JzyvBjwG7IYSvZw/MILLxRlMKZDzwbcFPQj2bKH0JzKwDToqeF/\nWpWXaPmqxUwdYhfhZhNJCBelPEVKgwYNEsnGMffa0eehMujbguXTPG6lz8uXL58OzwpZTVaKJiP+\nz7VLXpCnVRn2f36o75Q9EY63oSQj/DE7ZI/j7b98Od6Gl7PgM7H0n5H6ZfZ52fs8sPbyeBtJXsDG\nap8X7T2Ispdd9sK9Y5gyaWWul+x3jGjtirL6J6vy4n9PuO9W84okwxxv/6XL8VYE601Yq4n2XsTx\nNvRfJN9vQ3OxS16Qu5U+z8r6IMdbjrehpTX80WiyZ6X/5Hj7L1+Ot+HlLPiMlf7Tiuyxz8ve54G1\nF99vrcgL2ETr83ANx1tQyJ7AmPrb7FysyAvusiJ72XMPPMLx9l8eHG8D5SLSLyvjbaT7zXMcbzne\nmrJg9dOOPg/Pouxllz0vrydbWae2Q/aSNd7aZniHSZkKBSuTJ08W5R3M6t+lLdcdP35clAWkqN0Y\ntuRnVybKi5V+CerUqVPCWdqRlwrfK6NHj5aZM2dK3rx5Ey6TUzJQnvLk2muvlaFDh0Y0vktGeb0g\ne+vXr5f//ve/osL1xo1QhXQWFQpV7Phb+D/2zgRuh6r945d9DdmyRFmT6CWiEml7WyRbSgslUmjV\nvryVFEqRUr1vqYSyZiuyRQtCQiSyRClr9kJF879/x38e89zPvczc98zcs/zO58M9y1m/53rOdebM\nNddJuRI2J8z0mIfmRLwJ2Nyq9LOzQ15QCzvGPORD2QMF+0IYxjw7ZI/61j6Z03MKg+zZMX5yzNMl\nxp5fyB0C9W1ynpS95IysxAjDmEd9G18i+Hybk40d8qLnSn2rk8j+y+fb7Dz0MzvkBXnZJcPUt3rP\n2PNLfWuOI59vzXGyEisMsmfH+Mkxz4pUJY/L59vkjPQYlD2dhD2/YRjz7JjrUd/aI2/GXMIge9S3\nxh4/fszn2+MsjEd2yAvys2PMQz7Ut6BgXwjDmGeH7Dmqb40uJnGc6lazxnwiFTaeOno8cuRILfJV\nsxYRS61Hjx7asmXLHC3Pz5lv2bIl6bYridrnxa1mjfWFu/SIdb/xkqPHlD3zeONtIW02By9uDWCs\nu5tj3saNG7WbbrpJjXlVq1bVIoa0rsq9sd1+OE5H9rzqqtjI3U3Z45hnJJ/4mPo2MR+rdyl75oml\nM+ahFOrb46ypb4+zMHOUjuxR32YnzDEvO49EZ9S3iehYv0fZM88snTEPpVDfHmdNfXuchZmjdGSP\n+jY7YY552XkkOqO+TUTH+j3Knnlm6Yx5KIX69jhr6tvjLMwcpSN71LfZCXPMy84j0Rn1bSI61u9R\n9swzS2fMQyle3GrW2Ho336FR3xrJJz9OR/aob7Pz5ZiXnUeiMwf1bZ/UXVglMMCsXLlygrv23rrq\nqqukRYsWWZlGu6DNusEDKV++fKAplCtXztX2UfbM4461ja/51N6P6eaYV6FCBYkYSKt/OhkrWxDr\nacLyS9mzr6c55plnSX1rnpWZmJQ9M5SOxeGYZ55VspjUt8kIZb9P2cvOI50zjnnm6VHfmmdlJiZl\nzwylY3E45plnlSwm9W0yQtnvU/ay80jnjGOeeXrUt+ZZmYlJ2TND6VgcjnnmWSWLSX2bjFD2+5S9\n7DzSOeOYZ54e9a15VmZiUvbMUDoWh2OeeVbJYlLfJiOU/T5lLzuPdM445pmn56S+dcTwznzT0o9Z\nvHjx9DNhDiSQAgHKXgrQmCRtAvnz5xf8YyABtwlwzHObOMvTCVD2dBL8dZMA9a2btFmWkQDHPCMN\nHrtJgLLnJm2WpROgvtVJ8NdtAhzz3CbO8nQClD2dBH/dJEB96yZtlmUkwDHPSIPHbhKg7LlJm2Xp\nBKhvdRL8dZsAxzy3iccuL3fsy7xKAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRA\nAiRAAiRAAiRAAiRAAiRAAiRAAiQQiwAN72JR4TUSIAESIAESIAESIAESIAESIAESIAESIAESIAES\nIAESIAESIAESIAESIAESIAESIAESIAESIAESiEOAhndxwPAyCZAACZAACZAACZAACZAACZAACZAA\nCZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACcQiQMO7WFR4jQRIgARIgARIgARIgARI\ngARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgATiEKDhXRwwvEwCJEACJEAC\nJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACsQjQ8C4WFV4j\nARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIggTgE\naHgXBwwvkwAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJ\nkAAJkEAsAjS8i0WF10iABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiA\nBEiABEiABEiABEggDgEa3sUBw8skQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIk\nQAIkQAIkQAIkQAIkQAIkQAIkEIsADe9iUeE1EiABEiABEiABEiABEiABEiABEiABEiABEiABEiAB\nEiABEiABEiABEiABEiABEiABEiABEiABEohDgIZ3ccDwMgmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQ\nAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAnEIpA31sV9+/ZJhw4dYt0K7bU9e/ZI4cKF\npUCBAqFlsGHDBsfbPmPGDMqezZT//vtvOXDggJQsWdLmnN3LbsWKFXLqqac6WmDv3r2lTJkyjpYR\n9syPHDki33//vZx88sm+kEf87TgdqG+dJizyzz//yI8//igVK1aUQoUKOV+gDSVQ39oAMQNZHD16\nVLZs2aJkLXduf37bQn2bAcGxWOTGjRulaNGigZqzUN9aFAJGt40A9a1tKE1nhOdS6MgiRYqYThPE\niNS3zvcqnj337t0rpUuXdr4wn5RAfetsR+FZAIwLFizobEE+zJ361rlO0zRNZZ4rVy7nCvFxztS3\nznUe1tr8uu7hHJVjOVPfOkf4hx9+kFNOOYW6Ng5i6ts4YNK8fOjQIdm8ebPUrFkzzZyCm3zlypVS\npUoVRxsYxve327ZtE8zxTjrpJEfZ+jVz6lvneo76NjHbRPo2h+Hd+eefLy1btlSLBYmzDc9dPMTO\nnTtXypUrJ2effXZ4Gh7V0sqVK8sll1wSddW+0+uvv15mzZpF2bMPqcrpp59+km+++UYZO5155pm+\nfDBp0qSJGpdsRqOyK1WqlNx6661qUd4NRe1EG/yS519//SVQ2KtXr1YvQE477TTPTxphhF6nTh1H\nEFPfOoI1R6aQu6VLl6p/MODFQ7LXX/ZS3+boRl9cwMvdBQsWKPmqX7++lC1b1hf1NlaS+tZIw5vH\n69evF3wQVK9ePccXtdwkQH3rJu3EZc2bN0+KFSsmeG4IeqC+db+HoSexcHzhhRe6X7iHSqS+db4z\nVq1aJWvXrlXrCHnz5lj6dL4CHi2B+ta5jlm8eLHs37/f0XVT52rvbM7Ut87xnT9/vvrA8KyzznKu\nEB/nTH3rTOd9++23ah39ggsucKaAAORKfWt/J+Id1/Lly5XBJ9Z3GXISoL7NycSOKwsXLpQdO3ZI\npUqVhM8VsYlS38bmks7Vw4cPC9bn8P7az0510mFgJi31rRlK1uJQ3ybnlUjf5ooYlR37NCp5PqGN\n8d1330ndunUlT5488vPPP0uFChVCy4IN9x+B7du3S/ny5QV/6jA26d+/v/To0YNfpfmvKwNR4wce\neEBeeuklNZ7ii3AYtT3xxBNyzTXXqGuBaCQb4TkCXbp0kXfeeUc9HOOr3Jtuukkef/xxfqnmuZ7y\nf4Ww+IeHE4T27dvLyy+/zHmj/7vVUy24//77ZeDAgapOd955p5IxPKMwkIBdBGrUqCEw8Bw+fLh0\n7NjRrmyZDwkoo2EsGuO5FB+G0UiAQuEUAXilwIezMIKaOnWqXHnllU4VxXxJQBGAEQo+isCc7ODB\ng5I/f36SIQHHCUybNk1atGghp59+utpdwvECWQAJRAgsW7ZMGjRooHaG+v3338mEBFwhsHv3bqla\ntapg55inn35annrqKVfKZSEkMH78eLW+CxL4sKd27dqEQgKuEMB7BchftWrV1BqdK4WykNAT2LVr\nl5I56tuUReFZf+6DlXJ7U0sIb3dYPMGX2YMHD04tE6YigQwRgBtaeCqE+/c//vhD7r77boEnnq+/\n/jpDNWKxYSbw4IMPqkVoGN0hYOtZeLuEscrrr78ueEnCQAJ2E3j00UeVDseWUzC8GzVqlNSqVUuu\nvfZagSt0BhKwi0DXrl2zvn6cOHGiVK9eXRlJQfYYSMAOAo0aNVLjGfKC3sQcDx7wGEjAbgIYz/Bi\njYEE7CLw6aefqqzgJYDrKnZRZT6xCIwYMUJgDABZmz17dqwovEYCthLAB4ZYc8M6B9Y4GEjAaQLY\nsQMf4SD8+OOPThfH/ElAEcDHE3hGQMA7BryUZSABNwjgA0TInO4YxY0yWQYJHDhwQDkw0bdzh1Me\nBhJwg8D06dOV0R3K+vXXX90okmWQgCJAfZu+INDwzgTDOXPmqK+y8dL0tddeEyhcBhLwE4HOnTsr\nGUad8ZCMrzMaN24s3bt3V67h/dQW1tXfBGAIetddd2UZpsAICjL5yy+/qOvwKPrss88KvmRjIAG7\nCMD4CV8J6e7gsUgNuYNhFLbSa9mypSxZssSu4phPiAnAO5RuZIdfGBPD4BjePb/44osQk2HT7SIA\nwzuMXwjQodh2AF6jsJU7AwnYQUCXLxgPQD/ia0cGErCDABaPMReDfvzggw/kt99+syNb5kEC2Qhg\nDBswYIDSlZA1eIRiIAEnCXz22WfKwBPzMhjfwfsdAwk4TeCVV17J8rT+559/8qWs08CZvyIwdOhQ\n9WGO/rywceNGkiEBxwl8+eWXMmzYMPUMgWdUGhs7jpwF/D+Bxx57TH3oijGPRp8UC7cI4F3Cbbfd\nlrVjHbac5QfXbtEPdzl4d/Xee+9R36YpBjS8SwIQShWGd1hAQcAgh4cMBhLwE4FWrVpJwYIFs6qM\nhxTINmQZbrpHjhyZdY8HJOA0ARihYEE6OmCc3bt3r/Tu3VttzXjffffJ5s2bo6PxnARSIoAtjXWD\nKD0D/Rwvgs8++2zlOQpGLAwkkCqBU045Rc4///xsYxzGNmzbeMEFF8iNN94o27ZtSzV7piMBqVKl\nihQvXjyLBMYxGK9ju58ZM2ZkXecBCaRKQH+RhueF7du3yzXXXKM8+KSaH9ORgE4AW37i4wc9vPnm\nm/ohf0nANgLQhZh36WMZDNN37NhhW/7MiASiCcArAF7GIsC4mIZ30YR4bjcBjGnYZlF/V4H8+RGO\n3ZSZXzQBfDCB8U7Xr7hPw7toSjy3m8Bff/0lt956a5aeRf6UO7spM79YBPCBPpzw6O8OaHgXixKv\nOUHgmWeeka1bt2ab59HbohOkmaeRAPRtly5dqG+NUFI8zmn5kGJGQU22YsUK2b9/f1bz8ALihRde\nyFK4WTd4QAIeJlC4cOFs3p70qmLiCGt5eOhp2rSprF69Wr/FXxJwjAC83mFLDN37WHRBkEt8sTtk\nyBC1BW3Pnj2jo/CcBCwTqFu3rlx55ZUx5U5/iP7888/VWNikSRPlRcpyIUxAAhEC+tYrRhiYPyKM\nHTtWqlWrprbY068Z4/GYBMwQMG43i/gYww4ePChXXHGFDBo0yEwWjEMCpghAtvDFI7ZsZyCBdAis\nWbMmm+E5ZAvbzepzsHTyZloSMBJ48cUXsy0WY2sofZtjYzwek4AdBCZMmCBLly7NMlDHC4tvvvnG\njqyZBwnEJYB5GdbM9IC1tbVr1+qn/CUBRwjgI2p44dFDvnz5aAClw+CvYwTgxRiGdsb1MxikMJCA\nkwQgbzD4NDqOwHMrjZ+cpM68QQA71WHcM455uE7ZAwUGJwnA7on61h7CNLxLwhFbBkQbh+DL/3Hj\nxiVJydsk4C0CnTp1SvhiY+HChQLDFCzg4OUtAwk4SeChhx7K9vASqyw80OALXk4sY9HhtVQIPPnk\nkwnHQf3l74IFC9T2oKmUwTQk0K5dO8EidKwAGYOO7dWrl9K58+fPjxWN10ggIYHzzjsvh4zB8wD+\nQbY6d+4sePHLQAKpEDB6sUB6zMWw8Dd+/PhUsmMaElAE4IUsel0FHnsmTpxIQiRgG4Hvv/9eGdkZ\nX1TAO8WsWbNsK4MZkYBOAHIWy5s/Pd7phPjrBIFly5bJu+++m21dA4YBNLxzgjbz1Al89dVXWVt9\n6tfwu2nTJuMpj0nAVgIbNmxQu+IY53UoAGsdO3futLUsZkYCRgKvvvqqMoAyyh7WRSCTDCTgFAGs\nxcHgEx+OGQPWUbgrmJEIj+0mgLENnhaNYx7KoL5NjTQN75Jwmz17djaXnoiOga9fv35JUvI2CXiL\nwIUXXihly5aNWykYA2Bg7d+/v/L4FDcib5CADQSSeb1DEZhUYmtGGjrbAJxZKAKNGzdWMqVvBRQL\nC+SuUqVKMmbMmFi3eY0EkhIoWrSo2pox2sDAmBALNvD+A2+z2LKFgQSsEMDW2IkM60aMGKHGOi5G\nW6HKuDqBaMM7/To8ZOPrWwYSSIUAtpmNXsSDocDAgQNTyY5pSCAmAXh9jf74Aesc06dPjxmfF0kg\nHQLvvPOO8gqAeb0x7Nu3T7Zs2WK8xGMSsI1Ajx49snn1RMZ4LoDhMQMJOEEA8zd49Y9eR/v777/V\n1u5OlMk8SQAEbrvttmxbGxup8CN9Iw0e20ngl19+UY5Joud3KIPGxnaSZl7RBIYOHSpff/11to8r\nEAfrJhzzomnx3E4C1Ld20oz8zdqbXbByg3KFx7toJYvzlStXypw5c4LVYLYm0ASgoG+55ZYcC9HG\nRiMOHqTvvvtu42Uek4AjBBJ5vYPBCrbSmzZtmhQsWNCR8plpOAk89dRTOV786iQgd+XLlxd4Iatc\nubJ+mb8kYJkAPI7pHhRjJYa+xb///e9/Urp06VhReI0E4hKAfkwU8HJkyZIlUq9ePW7/kwgU71ki\ngDHtqquuEhgUMJCAFQLYDg9bFkcbdWJdBV7X6R3KCk3GjUdg165dMnz4cIEhQHTAlmTr16+Pvsxz\nEkiZALZbfOKJJ3KMa3qGHNd0Evy1kwA+DoTejPWcScM7O0kzLyOBIUOGqI8Goz+gQJx169YZo/KY\nBGwjMGrUKJk7d27M8Q6F0AjFNtTMKIoADNxj6VlEw0540bYCUcl5SgIpEcBuAPfff3/MZws83/70\n008p5ctEJJCMAPVtMkLW79PwLgEzLJT8/vvvMWPg5Tw8gzGQgJ8IwFNFrIVotAEyXaJECfVS5Oab\nb/ZTs1hXnxKI5/UOsliuXDl57rnnpHDhwj5tHavtVQLw/tmgQYMcWx1D7goVKqQWduDxjoEE0iEA\nOcMYFytA1k444QT1AQe+KGIgAasEypQpo4yEk6XDc8zevXuTReN9EshGINo4Sr+JxWd8/X399dfH\nXAzU4/GXBKIJzJs3T2B8FyvAO9ngwYNj3eI1ErBE4L///W/cF2H4uBC7WTCQgF0EXnnlFYGxZ6yA\ncY2Gd7HI8Fo6BGDsee+99+bYfkzP89dff4273qvH4S8JWCUAw/XHHnssrn7l1ndWiTK+GQJYw7jz\nzjvjjnfQszS8M0OScawSmDJlinz00UdxDe9ggLxt2zar2TI+CSQlcN999wnmerEC1ui4zXEsMryW\nLgHq23QJxk5Pw7vYXNRVfFWBl6OxAl48zJo1i9vtxILDa54lUKdOHaldu3aO+mEhukqVKmpx8Lzz\nzstxnxdIwCkC0V7vMOZCRvGvVatWyvOYU2Uz3/ASePrpp7MtHELu4HUMDzK9evXignV4RcO2lsOb\nXZcuXXJ4mYW+xVa08EbWrFkz28pjRuEjgPka5Cw6QMZy5colt0S8HG/cuFHq168fHYXnJJCQQDzD\nOyTCM/CMGTOkd+/eCfPgTRIwEoDMRG//qd/HR2Hvv/9+XAMWPR5/SSARAcjRyy+/HPclGcY1rN8x\nkIAdBPbs2SPPPvtsXC/qeCm7bNkyO4piHiSQReD555+XnTt3xv34AR54+FI2CxcPbCIAY09sZRwv\n4MMKyCUDCdhJAO8K9u/fH3e8w3oHDe/sJM68QOCPP/6QO+64I67Bp06JsqeT4K9dBD799FP54IMP\n4j7Lohx6vLOLNvMxEqC+NdKw7zjn2xr78vZ9ThjwYrnR1huGxeMBAwbop/wlAV8QgCEAXsrqAQ8r\n8P4E5Y0vJBlIwE0C8AjVs2dPZeQM46eaNWuqLb7xddHFF18sl112mfJA5madWFbwCWCrvNNPP109\nTEPuKlasKF9//bXMnDlTyVv79u1pfBd8MXC8hZ06dcomRzCSaty4sRw+fFjgJYOBBNIhcM4552Sb\nzyEvzOlOPvlktQXVW2+9JSVLlkynCKYlgZgE8GIXhncrV66MeZ8XSSCaAOb18byuIy7WXIYOHRqd\njOckYJoAtl+M530MmWDcguEdt4YyjZQRExDo16+fms/HiwI5w0c2DCRgFwF4FYPcJXpHgbLWrl1r\nV5HMhwSUh/6xY8cmNAQAJnzsxUACdhFYtGiRYC0j3lafKAfPFTRCsYs489EJ4CN9ePlM9CEi4tLT\np06Mv3YQwHjWtWvXpAafv/32W8Jx0Y66MI9wEaC+da6/aXgXhy0eZj///POEihaD4siRI+leNg5D\nXvYmAWwPpS844wVt37595auvvpJLLrlE2rZtK1u2bPFmxVmrwBLQvd5VrVpVjbsnnnii5M+fX7DA\nAwOpFi1aKIOowAJgwzJC4KmnnlI6HkYq8+fPV8Yq5557rkyfPl0tMF577bUJXxJnpNIs1FcETjvt\nNDnrrLOy6nz//ffLl19+Ke+9954MGTJE3nzzzax7PCABqwQaNWqUNUbBgBieFNu1a6cWCmlwZ5Um\n4xsJxFto1j2WYWzDy98aNWoYk/GYBGISwFY8a9asiXlPv4i1F3grS2ZQoMfnLwlEE3jhhReiL+U4\nP3DgAL2Q5aDCC1YJwLNTIu+Ken4wRMHHNgwkYAcBGAMk8jqGMjBPo+GdHbSZh07giSeeUId4dxAv\n4N6mTZvi3eZ1ErBMAFstYlcmPeD9QHTA8+r69eujL/OcBNIiUKBAASlRooTKAx9O6+sfxkwhj/R4\nZyTC43QJYH6Hd1O6oxys78ba3QTv8/nePl3aTG8kQH1rpGHvMQ3v4vBcvny5ci+LAQ8KFQNedIAy\nxqAIa2MGEvALgfLly8tFF10khQsXFngfeOSRR5QyhzvbE044Qdq0aSNwFc9AAm4RKFeunDK4g/ET\ntvvUA8ZdbD11zTXXyNVXXy1Tp07Vb/GXBNImAK92zzzzjDK6g8c7PWD7Rhjfwevtddddl2XYot/n\nLwlYIXD77berxZrhw4cLXgrj4RlGnf/5z3/kzjvvVGOflfwYlwR0AvBWrL8EueGGG+THH3+UUaNG\nKc+xd911lx6NvySQFgF9sRnPCPfdd5+sWrVKGVHh+aFgwYJp5c3E4SAwe/Zs1VDIEtZV9AXl6NbD\nKIpblUVT4bkZAvggFltD6TrRmAbzLsgd/iHMmTPHeJvHJGCZANbRsA1ZkyZNsnkW1mVNl0MYBXz3\n3XeW82cCEohFAB9Q33rrrVK7du2s9xOQNX2ehjQwXqfhXSx6vJYqAXjpxwer2I2kWLFiKptoucO8\njh7vUiXMdLEING/eXK1twJMx3gNgu2O8y8J7WATIHOSQXsdi0eO1dAg8++yzsmfPHlm3bp0MGzZM\nLr/8cvWeSp/bQefiuYOGd+lQZtpoAkWKFFEf6eN5duHChWqHxTPOOEOKFy+uokL+dNsUyl40PZ6n\nQ4D6Nh16idPmiiwGaImjhPMu3BU/9thjysodWyHi36RJk5R3uw8//FCdY1BkIAE/EoDnAVjTV65c\nOVv1sUiDbfBatmwpMBJgIAEvEMAXHTBegZcobCME41AGEnCaAAxB8ZB96aWXKrkzLmo7XTbzDw4B\nTLOxYGg0KkbrcB0GeHPnzlXbHBu/6A1O69kSpwnAcyK8KsJgWA/wqtisWTOZMGEC9aUOhb+WCJxy\nyilqMblMmTLSsWNHpQuvvPJK9WyAF78MJGCFALYkhodXLBzDGyc8W7/00ktSvXp19QGEfo1rK1ao\nMm4sAphb7d27V827nn/+eZk2bZo899xzyqATH8tiPgZDdXyEyEACdhGAzGH3CBjkYT72/fffq63Y\nf/nlF7W9MV5oMJCAnQTw0v/VV1+VBx54QBmBLlu2TFasWCEHDx5Uc7ZPPvnEzuKYFwlkEYABFD6O\nvvHGG5WRAOZ4kEdcHzRoUFY8HpCAnQS++OILueCCC2TDhg2CD3UWLFig/sGr7Lhx4+wsinmRQDYC\n+KAVWzHiw53FixcrucO7AryX6tatW7a4PCEBOwnASQl2zcH6G8Y87Fa3dOlStQ13zZo17SyKeZFA\nFgHq2ywU6R48S8M7Cwh79+4to0ePltWrV1tIxagk4C8C8PSErT3hmQcKnoEEvEAAL1LgHQov7rDF\nNzyRMZCA0wTmzZsnV1xxhfz73/9Wxnf6F0ZOl8v8w0EAL0fOP/98ZQiPh2h4lGIgATsIdOrUSXlT\nxDMLXgQzkIAVAngWKFSokDRt2jRriwsY3kEHTpkyxUpWjEsCMQngZQU8JsJLJwMJOEHgnnvukSVL\nlijP1k7kzzxJwEgA3tPhFRaGUAwk4AYBeE8fP3581vsJrJfB+zXm/fAMxUACThC46qqrpGjRourd\nGPKH0R2M7ypVqiT4YIeBBJwggI8pBg8ezC0WnYDLPBMSaNiwofJwDPljIAG3CGA+V61aNcE7KXjY\nZiABtwhQ39pG+tnctmUVgozg9W779u0haCmbGGYC8PCEQfbhhx+WGTNmhBkF2+4hAnCr/Nprrwm+\nNsLXlfTI6KHOCXBVYBSFL8ZnzpwpHTp0kCNHjgS4tWya2wTwYmTy5MkCLyzwwALvngwkYAeBAQMG\nyL59+6RPnz52ZMc8QkYAzwLwKoBt8/SAL23xXICtVxhIIF0C8HJHWUqXItMnIoC5VbS34UTxeY8E\nUiUA7ztbtmyRWrVqpZoF05GAZQLwclevXr2sdFgvw0taGt1lIeGBAwTg8alRo0ZZOWNXCHhfp9Fd\nFhIeOEAAH6mee+65DuTMLEkgPgF8KP3tt99m210ifmzeIQH7CGDMg35t0KCBfZkyJxIwQYD61gQk\nk1GOr6abTBDmaDC8wwIxtuhkIIEgE8CXujACgKEJtp9lIAGvEBg4cKA8+OCD0rlzZxk6dKhXqsV6\nBJgAjO+wVRU8AMHwgMZ3Ae7sDDQNX4dPmjRJbUX16KOPZqAGLDKIBPDM8uyzzwp05g8//BDEJrJN\nLhNo3bq1MsT78MMPXS6ZxQWRALabpeFdEHvWO22C4R0NAbzTH0GuyZo1a1TzTj/99CA3k23zGAEY\n3tWvX99jtWJ1gkxg48aNauv2xo0bB7mZbJsHCcAQAFu5M5CAmwS+/vprtf5Po083qbMsEMCYhzke\ndghgIAE3CVDf2kebhncWWOIlFsKOHTsspGJUEvAnAWzpiT3jW7Vqpbym+LMVrHUQCfTr10+efPJJ\n6datm/KCF8Q2sk3eIoDt9mB8B+93MEqm8Z23+sfvtTnnnHPkrbfeUlu805un33vTO/Xv3r271K5d\nW3r27OmdSrEmviWArbBbtGiRtbWUbxvCinuCAA3vPNENga4EPd4Funs91TgY3hUoUEBOPfVUT9WL\nlQkugZ07dyovizS8C24fe7Fl8HaXN29e5eHOi/VjnYJJYMOGDeo9LI2fgtm/Xm4VDFAqVKgglStX\n9nI1WbcAEoDsccwLYMd6vEnUt/Z2EA3vLPDUDe+43awFaIzqWwKwqp84caIyuuMWeL7txsBW/Kmn\nnpK+ffvKnXfeqTz6BLahbJhnCDRr1kymTp2qDPCw3TGN7zzTNYGoSMeOHeWhhx5SBsV4yGYggXQJ\n5MmTR15//XWZM2eOjBkzJt3smJ4ElNfXuXPnyrZt20iDBNIiQMO7tPAxsQkCNLwzAYlRbCEAw7sa\nNWoI5l0MJOAGAXi7QzBuNetGuSwj3ARgeFenTh0pVKhQuEGw9a4SwNpY/vz5ueWiq9RZGAjQ+Ily\nkAkCf/zxh6xYsYJePjMBP+RlUt/aKwA0vLPAUze8o8c7C9AY1dcE8GUHjO8+/fRT4RZ4vu7KQFb+\nkUceUUZ3999/v8ALHgMJOE3gggsuUMZ3H3/8sdx0001y9OhRp4tk/iEigHHs0ksvlTZt2sjmzZtD\n1HI21SkC+Ery1ltvFejJ33//3alimG9ICMDjXZEiRWTs2LEhaTGb6RQBGt45RZb56gRoeKeT4K/T\nBGB4V6tWLaeLYf4kkEVg+fLlUrFiRW6nnUWEB24QWLRokXCbWTdIswwjARgCwLsnPMsykICbBCB7\n3OLYTeIsCwS4xTHlIFMEqG/tJU/DOws8ixYtKoULFxZ6vLMAjVF9TwAP1th29oUXXpAPPvjA9+1h\nA4JF4L777lPbzT7++OPy9NNPB6txbI0nCejGdx999JHA8x2N7zzZTb6sVO7cuZWeLVOmjNrm/eDB\ng75sByvtLQL9+/eXQ4cOUUd6q1t8WRt4w27durWMGjXKl/Vnpb1DoGTJkmr+tH//fu9UijUJDAHo\nPMyhSpcuHZg2sSHeJUDDO+/2TVBrBo933GY2qL3rzXZht4elS5dKo0aNvFlB1iqwBBYsWEDjp8D2\nrncbtn79esG27tzu07t9FNSawfgJH1dUqlQpqE1kuzxKgPrW3o6h4Z1FnvB6R8M7i9AY3fcEOnXq\nJL169ZIuXbrIkiVLfN8eNiBYBHr06KGMQ/v06UPPjMHqWs+2pnnz5gKvdzC+o+c7z3aTLyt2wgkn\nyJQpU5THO+heTdN82Q5W2jsEYHiArdkHDx4sq1at8k7FWBNfErj++utl4cKFsmnTJl/Wn5X2BgF4\nvEPYs2ePNyrEWgSKALzdIdDwLlDd6snGwBgFL2fp8c6T3RPYSsHwjtvMBrZ7PdmwlStXqg+56PHO\nk90T2ErBYz9kj8ZPge1izzYMxk/wsnjWWWd5to6sWDAJ0PgpmP3q9VZhi2PqW3t7iYZ3FnnS8M4i\nMEYPDAF4vGvWrJnaAm/btm2BaRcbEgwCXbt2lWHDhsmAAQOUkWgwWsVWeJnAhRdeqAzvJk+eLB07\ndqTnOy93ls/qVqVKFRk/frwywKMnT591nkere9tttynPGDBUZyCBdAhgO2wYs4wePTqdbJg25ARo\neBdyAXC4+TS8cxgws88i8OOPP8pff/1Fw7ssIjxwmgBejK1bt44e75wGzfyzEVi8eLHgA8HTTz89\n23WekICTBLDlInYYoeGdk5SZdywCMLyD0R23OI5Fh9ecJICPXDnmOUmYeccigHke9W0sMqlfo+Gd\nRXZly5alxzuLzBg9GATy5MkjY8aMkUKFCknbtm3VAmMwWsZWBIUAjJ/ef/99efXVV6Vnz570FBWU\njvVwOy666CLl+W7SpEkC72TcdtbDneWzqmFL49dee03gyXPs2LE+qz2r6zUC2Mb49ddfl3nz5snI\nkSO9Vj3Wx0cE8ubNK9dccw23m/VRn3mxqjS882KvBKdONLwLTl96vSXYZhbhtNNO83pVWb+AEFix\nYoX8888/NLwLSH/6pRmLFi2Shg0bCp4pGUjALQIwfsJ2iyeffLJbRbIcElAE4HWMxk8UBrcJ4MMK\nPMdS9twmz/Kob+2XAc6YLTKlxzuLwBg9UARKlCihPPBgq7I77rgjUG1jY4JB4LrrrlNGKkOHDhV4\n+MGiJAMJOEkAxnfYcnbixIly8803U+achB2yvDGG3XXXXXLLLbfIN998E7LWs7l2E8DLkm7duskD\nDzwg+/btszt75hciAthuFi9+v//++xC1mk21kwCeKRF2795tZ7bMiwQUAbywgJFw8eLFSYQEHCUA\nwzsYBBQtWtTRcpg5CegEsM0sxjZ4SGcgAbcIwBNKo0aN3CqO5ZCAIkDjJwpCJghgi+PvvvuOxk+Z\ngB/yMrnFccgFIIPNp761Hz4N7ywypeGdRWCMHjgCtWrVkg8++EDee+89GTx4cODaxwb5n0CbNm1k\nwoQJyqsPDFbohcz/fer1Flx88cXKKBlyR+M7r/eWv+o3cOBAadq0qbRq1Uq2bt3qr8qztp4j0Ldv\nX6UTn3zySc/VjRXyDwGMSRUrVqTXO/90medqCqOoYsWKyZ49ezxXN1bI/wRgeFeqVCnJlSuX/xvD\nFniaAAzvsD7GQAJuEYDhXb169dwqjuWQgBw4cEBWr15NwzvKgusEuOWi68hZYIQAt1ykGGSKAIyf\nGjRoIPnz589UFVhuSAlQ39rf8TS8s8iUhncWgTF6IAm0aNFCnnvuObn//vtl9uzZgWwjG+VvApBR\neCEbP3683HDDDXLkyBF/N4i19zyBSy65RCZPnqxkDgaf9Lbo+S7zRQX1bd6LFCkirVu3lsOHD/ui\n3qykNwlge8fnn39ebWO8fPlyb1aStfI8ARizwMPw6NGjPV9XVtC7BDAe0fDOu/3j55rt3LlTSpcu\n7ecmsO4+IQDDu9NPP90ntWU1g0AA8/f69esHoSlsg08ILFmyRK1tNW7c2Cc1ZjWDQGDt2rWya9cu\neh0LQmf6rA0wfqpcubL60NBnVWd1fU4AHu+4zazPO9GH1ae+dabTaHhnkSsM7zDxowcli+AYPXAE\nHnnkEbn22mvVvw0bNgSufWyQ/wlceumlMm3aNJk6daq0b99e/vrrL/83ii3wNAHIHIzvxo0bJ507\nd6bxnad7yz+Vw5Z8MCTGw1DXrl39U3HW1JMEMDZhq6CePXuKpmmerCMr5X0C2G52/fr1gpdxDCSQ\nCgEa3qVCjWnMEIDHOxremSHFOOkSoMe7dAkyvRUC+Jh05cqVNLyzAo1x0yYA708VKlSgEUraJJmB\nFQIwfipYsCDHOyvQGNcWAjR+sgUjM7FIAN5lucWxRWiMbgsB6ltbMObIhIZ3OZAkvgDDO3ixwVe0\nDCQQdgJvv/22VK1aVa6++mrlfj7sPNh+7xFo3ry5zJgxQ+bMmSNt27aVP//803uVZI0CReDf//63\nMr4bO3as3HrrrTS+C1TvZq4xNWvWFMgUPEz169cvcxVhyb4nAG9lr7/+uixatEjeffdd37eHDcgM\ngYYNG0r16tW53Wxm8AeiVBreBaIbPdkIGt55slsCV6kdO3Yor53cajZwXevZBmG7T6xncatZz3ZR\nICuGZ0Z6uwtk13q6UTB+4paLnu6iQFYOH6Zyy8VAdq3nGwVdC5uT8847z/N1ZQWDRYD61pn+pOGd\nRa4wvEPYvn27xZSMTgLBI1CoUCGZNGmS8gJ544030nNK8Lo4EC1q0qSJzJo1S+bPny8tW7aUQ4cO\nBaJdbIR3CcD4DmMjjKS6dOlC4zvvdpWvagaPioMGDZLHH39cGXf6qvKsrKcI4IVdjx49BN6LudWj\np7rGV5WB17sxY8ZQx/mq17xTWRje7d692zsVYk0CQ4CGd4HpSk83BN7uEGh45+luClTlli1bJgUK\nFJDatWsHql1sjLcJwOMdvKUzkICbBOh1zE3aLEsngF1G8HxK4yedCH/dIoAx75RTTpHy5cu7VSTL\nIQFFgPrWGUGg4Z1FrjS8swiM0QNP4OSTT5YJEyYor2JPPPFE4NvLBvqTABaK4PVu6dKlcuWVV8rv\nv//uz4aw1r4hcNlllynju1GjRqntQfHlEgMJpEvgrrvukttuu01uuukmtdVQuvkxfXgJ9OnTR3Ln\nzi2PPfZYeCGw5WkR6NChg/z666/y5ZdfppUPE4eTAD3ehbPf3Wg1De/coMwy4H2sWLFiagtG0iAB\nNwgsX75c6tSpI3nz5nWjOJZBAmqej7k+Pd5RGNwksH//flm1ahWNn9yEzrIUAX3LRXqWpUC4TYDG\nT24TZ3kgQH3rnBzQ8M4i2xIlSkj+/Pnp8c4iN0YPNgF8CfLGG29I3759leeLYLeWrfMrgfr168vc\nuXPl+++/l8svv1xNLvzaFtbbHwQgZxMnTpQPPvhAGd/BbT0DCaRLYMiQIWrbDWzzvnPnznSzY/qQ\nEihevLi8+OKL8uabb8qSJUtCSruMy1wAAEAASURBVIHNTocAPK6ceeaZ3G42HYghTluyZEl63Axx\n/zvZdBreOUmXeesE4PHutNNO00/5SwKOE4DHOxoDOI6ZBRgIwNsdPtRq2LCh4SoPScBZAvqWi+ee\ne66zBTF3EogiAOMnjHf58uWLusNTEnCOgL7FMT0tOseYOccmQH0bm4sdV2l4lwJFeL3bsWNHCimZ\nhASCS+DWW2+Vu+++W/CLBSEGEvAigbp168rnn38uP/74o2DbRm6x58VeCladrrjiCuUVlMZ3werX\nTLYGi0AffvihWgRv27at/PXXX5msDsv2MQF4Tjz//PPVtrP0yunjjsxg1bHd7Pjx4+XIkSMZrAWL\n9iMBerzzY6/5o867du2S0qVL+6OyrKVvCcDwjtvM+rb7fFlxeLzDx6QMJOAWARjeYZw74YQT3CqS\n5ZCAwPjp1FNPlXLlypEGCbhKgF7HXMXNwv6fAJ4p8H6SxsYUCbcJUN86R5yGdymwLVu2LD3epcCN\nSYJP4KWXXlKThNatW9M4Nfjd7dsWYuHoiy++kK1bt8rFF18seDnDQAJOEsD2xtiSe+TIkWqbUHq+\nc5J2OPIuVaqUTJkyRb799lvp3r17OBrNVjpC4LXXXlMfTLz11luO5M9Mg00A281iHjVr1qxgN5St\ns50ADe9sR8oMIwSwXQo+SKDhHcXBaQI0vHOaMPM3Eti0aZPs3buXhndGKDx2nAA8oXCbWccxs4Ao\nAjR+igLCU1cI7Nu3T+2QRK9jruBmIQYCGPMKFSok//rXvwxXeUgCzhOgvnWOMQ3vUmCLLy62b9+e\nQkomIYFgE8ibN6+MHTtWuWRu164dvfAEu7t93brq1asr4zt8UdK8eXMaivq6N/1Red34bsSIEdKt\nWzeh8Z0/+s3LtTzjjDPUNsbDhg2TQYMGebmqrJuHCdSpU0fuueceeeyxxwTb8zGQgBUC8EaAL3NH\njRplJRnjkoDA8A5GBJwPURjsJKDrMRre2UmVeUUTOHTokPz888/0eBcNhueOEcCuItjy88wzz3Ss\nDGZMAkYC8Ia+ZMkSadSokfEyj0nAUQLcctFRvMw8AQFuuZgADm85SgDGT9zi2FHEzDwGAerbGFBs\nvETDuxRg0uNdCtCYJDQESpYsKZMnT1ZeeO68887QtJsN9R8BvCyG57vDhw/LBRdcIFu2bPFfI1hj\nXxFo0aKF2iJ0+PDhcvvtt/Nls696z5uVveqqq6R///7y4IMPyvTp071ZSdbK8wSefvppKViwoDzy\nyCOerysr6D0C2G520qRJaj7lvdqxRl4lAMM7vNSFdwEGErCLAA3v7CLJfBIRWLt2rRq/uNVsIkq8\nZycBGN7h49GiRYvamS3zIoG4BFavXi0HDhygx7u4hHjDCQKQO3yYwy0XnaDLPBMRgPFTlSpV5KST\nTkoUjfdIwHYCCxYsEHpatB0rM0xCgPo2CaA0b9PwLgWAUMD0eJcCOCYJDQF44cGWikOHDhVsYcZA\nAl4lUKlSJWV8h/rB+G7z5s1erSrrFRACMJQaP368vPfee3LHHXfQ+C4g/ZrJZsDo7sYbbxRs+Yht\nrxhIwCoBvMQbOHCgvPPOO4IFRwYSsEKgffv2cvDgQfn444+tJGPckBPAx1oI8D7NQAJ2EdAN78qU\nKWNXlsyHBHIQwHwbuz3AEIqBBNwgsHz5cm4z6wZolpFFYPHixWrru7p162Zd4wEJOE0AaxGFCxfm\nlotOg2b+OQjQ+CkHEl5wgQAMjWEARWNjF2CziGwEqG+z4bD9hIZ3KSCl4V0K0JgkdASuvvpq6dOn\nj9x7770yd+7c0LWfDfYPgfLly8vnn3+uFpWaNWsmGzdu9E/lWVNfEmjZsqWMGzdOsEVo9+7daXzn\ny170VqXffPNNqV27tkC2aMTgrb7xS22uu+46ueiii6Rnz55y9OhRv1Sb9fQAgXLlyknz5s1l9OjR\nHqgNq+AXAvB4h0Cd5Zce80c9YXgHD65FihTxR4VZS18SgOFd1apVJX/+/L6sPyvtPwLweFe/fn3/\nVZw19i0BGN5B5mBkzEACbhGA8dPZZ59NuXMLOMtRBLDlIraapfETBcJtApA7yB9lz23yLA+Gd9S3\nzskBDe9SYAvDu507d/JFeQrsmCRcBB5//HFp27atwBMGjZnC1fd+ay22EIeBKF4CwvPdunXr/NYE\n1tdnBGCcDOM7eJjq0aMH5xQ+6z+vVbdAgQIyceJE+fPPP5XOPXLkiNeqyPr4gMCQIUNk1apV8sYb\nb/igtqyilwhgu9mpU6fK/v37vVQt1sXDBGh45+HO8XHVYHhXunRpH7eAVfcDARjecZtZP/RUMOqI\nce2XX36RevXqBaNBbIUvCMAYoHHjxr6oKysZHAIwBKABSnD60y8t+f7772Xfvn2UPb90WIDqiTGv\nWrVqgveSDCTgJgEYulPfOkechncpsIXhHV5o7tq1K4XUTEIC4SLw7rvvCrbzbNWqlfz+++/hajxb\n6ysCpUqVkjlz5gg84MH4Dq6eGUjASQK68d3bb7+tvEzhKycGEkiVAOanU6ZMUVuF3nPPPalmw3Qh\nJoCXyL169ZInnnhCtm/fHmISbLpVAvjQ5p9//pFJkyZZTcr4ISVQokQJyZUrFz3ehbT/nWo2De+c\nIst8jQRoeGekwWOnCWCbWQR6vHOaNPPXCRw6dEhWrlwpjRo10i/xlwQcJ4AtF6FfaQjgOGoWEEUA\nxk/wln3mmWdG3eEpCThLgMZPzvJl7rEJUN/G5mLnVRrepUATLzYR+EIqBXhMEjoChQsXlsmTJ8u2\nbdukU6dO9OoUOgnwV4PxEnDWrFlq6xhsm4bFJgYScJIAjJLHjh0rQ4cOlTvvvNPJoph3CAjAE8Lw\n4cOVxzJ6LQtBhzvQxP/85z9SvHhxefDBBx3InVkGlQC8l1122WUyatSooDaR7bKZQO7cuaVYsWKy\ne/dum3NmdmEmQMO7MPe+O23Hh1I//PADPd65g5ulRAhgm9kKFSrQGwqlwTUCS5cuVQ4n6PHONeQs\nKEJg4cKF3HKRkpARAtziOCPYQ18oPlzlFsehF4OMAKC+dR47De9SYEzDuxSgMUmoCVSuXFk+/PBD\n+fjjj+Xpp58ONQs23vsE8BJwxowZUrt2bbnwwgsFi04MJOAkgdatW8uYMWPkrbfeovGdk6BDkne7\ndu2Urr377rvVFtohaTabaRMBfDAxaNAgGTFihHz55Zc25cpswkAA283Onj1bYPjCQAJmCJQsWZIe\n78yAYhzTBGh4ZxoVI6ZI4KeffhJ4g+JWsykCZDLLBGB4x21mLWNjgjQILF68WMqUKSNVqlRJIxcm\nJQFrBGD8VL16dSV71lIyNgmkR4BbHKfHj6lTI4Atjvfv308vn6nhY6o0CFDfpgHPZFIa3pkEZYyG\n7Qjz5s1Lj3dGKDwmgSQEmjZtKkOGDJE+ffooI7wk0XmbBDJKAC7Gp02bJmeddZZcfPHFgoUnBhJw\nkkCbNm1k9OjR8r///U/uuusuJ4ti3iEg8OSTTwq2frzmmmtkw4YNIWgxm2gnAcjO5ZdfLj169FDe\nDuzMm3kFlwC2T8+fP7+MHz8+uI1ky2wlAE+Je/bssTVPZhZuAjS8C3f/u9F6bIOHQMM7N2izDBDA\nVrPcZpay4CYBeODhNrNuEmdZIEDjJ8pBJgjgWRSejLnFcSboh7tMbnEc7v7PZOupb52nT8O7FBjn\nypVLfX2xY8eOFFIzCQmEl0C3bt2ke/fucvPNN8uKFSvCC4It9wWBQoUKyUcffSRNmjSRSy+9VObP\nn++LerOS/iUAYxcY3/33v/8VeCtjIIF0CAwbNkx9pd6yZUv1FV06eTFt+Ai8+uqrsm7dOnnllVfC\n13i2OCUC+GgBxnfcbjYlfKFMRMO7UHa7o42m4Z2jeJl5hAAM78qWLSsYvxhIwGkCBw8eVAYBNLxz\nmjTzNxLAh8c0vDMS4bHTBLjlotOEmX88AjBA0TSNhnfxAPG6YwTgdQy6Nk+ePI6VwYxJIJoA9W00\nEWfOaXiXIldsN7t9+/YUUzMZCYSXwODBg+Xss8+WVq1acSuq8IqBb1peoEABmTBhgvJ6d9lll8ln\nn33mm7qzov4kgG1CYbTwxhtvyD333OPPRrDWniAA4+HJkyfL3r17pUOHDoKHKwYSMEsA27w8/PDD\natviLVu2mE3GeCEngO1msUXxL7/8EnISbL4ZAjS8M0OJcawQoOGdFVqMmwoBGN7R210q5JgmFQL4\nYBnPcNxqNhV6TJMKgZ07d8rGjRtpeJcKPKZJmcB3330nBw4ckPPOOy/lPJiQBFIhAMO7GjVqSOnS\npVNJzjQkkDIBeh1LGR0TpkGA+jYNeBaS0vDOAixjVHzhSMM7IxEek4A5Atimedy4cQLPkdgC7++/\n/zaXkLFIIEMEsG3a2LFj5aqrrpIrr7xSZs6cmaGasNiwEMDYCOO7119/Xe69996wNJvtdIBAxYoV\nZdKkSTJ37lx58MEHHSiBWQaZwKOPPqoWIO+///4gN5Nts5EAtiguXry4jBkzxsZcmVVQCdDwLqg9\nm5l2wVvFrl27+OIsM/hDUyoN70LT1Z5o6LJly6RYsWJStWpVT9SHlQg+AXi7Q6DHu+D3tZdaCAOU\nokWLSp06dbxULdYlBARo/BSCTvZgE3fv3q08GtPY2IOdE/AqUd+608F53SkmOKUcOXIk6wv+b7/9\nVoYOHSp//PGH/Pnnn4J7+fLlE3hIwmQRlvJlypSRypUrS4UKFZShUXBIsCUkkDoB/G3AC8+5556r\nPDrBuCSTAV/0bdq0SbB9NBbr9+3bp/6m//rrL+XuF3/T8BxUsmRJ9XcNQ4ZTTjlF/a1nst4s2z0C\nMBh9//33pXPnzmobtQ8//FBatGjhXgXSKInynQa8DCaF8R1eIN5www1q/jBo0KAM1iZ50fr8aPPm\nzcqbKcZSzo+Sc3MjBhbN3377bbnxxhvVQibGsUwGyAV07tatW5Ws7NmzRw4fPqz0LmQexs7QuzDI\nKFWqlJQrV05OPfVUKVGiRCarHcqyCxYsqLaaxXbFt912m1x00UW2c6A82I40oxni7xfbpsN43IzB\nJvs/o92VkcKN8wXMUdeuXSvwiM71lIx0h28KNfM8A69Q+AePm5ArPq/7pnszUtFU9Q8M71q3bp2R\nOrNQfxIwM37FW29cvny58naHD5cZSMAMgXTkDfnD8A6ez7H+zUACZgikqk+N6zswBOCWi2ZoM46R\nQLrjHZ4bMOYNGDDAmC2PSSAhAeN6Brytp/L+A2MewjnnnJOwLN4kASMB6lsjDW8f0/AuQf/A+AaD\n4MKFCwXu3VeuXKleFGJw1QNeKMDIDi8ZYHQHQx38279/v3rhrMfDfbitrVu3rvzrX/9SBkeYUOLh\nmoEEwkgAfwvDhw9XXu/wN3H77bc7jgF/u1i4WrBggeDLUfxNY+EUSksPeMmMhz/8zeIfJuF4EXTw\n4EG1XR+MAhCw8AUDPLTjzDPPVA+I+EoBBgIMwSSQJ08eGTZsmDIIadOmjfLmgl+vBMq3V3rCvnq0\nb98+m/HdwIED7cs8jZzMzI/wZT7nR2lAtjkpDDjhTvyOO+6QmjVrSpMmTWwuIXZ22KZm/vz58s03\n36i5NOoAI3c9YFyFgR10L4ztoFuhc/EPBnlGr7jQzbVr11Z696yzzlJtwDlfROk0nfmFt9err75a\nevbsqfoQzzupBspDquT8lQ7bzb7zzjuybt069fyr1579r5MIz6+Z+cIJJ5wgL7zwAtdTwiMWCVua\n7vMMMn/ggQfUPz6vJ0Qdqpt26p/ChQurdSysI3E+GioxStrYdMevvXv3qmd/FKSPX3g+Ovnkk2XC\nhAlqC0auNybthtBEcELesL596NAh9bHetm3buL4dGmky31A79alxfWfGjBlqzQHvXLi+Y74/whLT\n7HgHz/vQm2bf55UvX15tcYx39gwkEIuAmfWMVN5/wGgU8zs8VzCQQCwC1LexqPjnWq7IhOaYFYl/\n6uxYTYEChnbTpk2TTz75RBnowOimWrVq6gszGNfgZWWVKlWUFzt47Ur08gkvDfFy8aeffhL8oWBh\nBgZ8MPj59ddfVVpYNV9xxRXKcxLyZyCBsBHo3bu3PPfcczJ79mxp1qyZ7c3fFPGq8/HHH6u/6c8/\n/1wZ2eHLPSyS4m8OL+3xN31qxJvOSSedJEWKFIlbh6NHjwpcAeMrevxNr1+/Xv1N4+961apVykgP\nYwS22cLfNTzDYLLPECwC0BV33nmnvPnmmzJy5Ei57rrrMtZAynfG0LtaMLbsg7eye+65R1566SVX\ny0ZhnB+5jtyRAtGPMBbGXBdfdcITjN3h999/l+nTpyudi8VTzHehB6Fv8Q+L+ZhXQ+/CeB2LrYkW\nVvEhCxb9oXN//PFHpWv1uTTKgtHeJZdckjWXLlu2rN1NYn4RAtA1mC899dRT8vDDD5tmQnkwjSpQ\nETFfxt93165d1TM0nqs5HgSqi+M2hvOFuGh4IwEBPs8kgMNbKRHg/CMlbEyUAgGOXylAY5KUCVDe\nUkbHhCkScEufLl26VL2v4fpOih0VwGRujXf4OBjPsHyfF0AhSqFJbq1nYMzbsmUL7UNS6KOgJqG+\nDVTPPkvDu0h/wgPWe++9J+PGjVMvCKtWraoMZ/AiDx5BnHiJ9/PPP8u8efNk5syZ6kUEXiqedtpp\nyoDj5ptvFtSBgQTCQAATGmyp+OWXX8rXX39tiyEA3PyOGDFCRo8erYwL8OUB/p4vu+wyadq0qdSq\nVSvhi/5UuMM4AN4x58yZo4wOsBU1DAqwDUnHjh3lwgsvtL3MVOrJNPYR6NWrl9qCD15dOnXqZF/G\nSXKifCcBFNDbGM9uuukmuffee+XFF190pZWcH7mC2dVC8CAH76wwdoP310TG5mYrhq9PP/roI7Ud\nNz5egefnxo0bq7l08+bN5eyzz1Ye7czmZyYeDHugZ7/44gulc2FYD+940LXwtnXttdcqj4tm8mIc\ncwSeffZZ6d+/v6xevVoqVaoUNxHlIS6aUNzQ+79v377q4xT8rXI8CH7Xc74Q/D62u4V8nrGbKPPT\n9c/777+vPqbmfJQy4RQBjl9OkWW+sQhQ3mJR4TUnCVCfOkmXeSciwPEuER3ec5IA1zOcpMu84xGg\nvo1HxvfXn4VFdyhDxBudFjGW0Bo2bAiPf1rEpaz2n//8R4tYubvOI+JVT4u8/NQiL9O1iItbLfIy\nVIsYCWmTJk3ScI+BBIJOIGIIoEU84WiRLWe1yLavKTc3sp2dFnnZrkW862gRYzvtlltu0SJeNrTI\nomvKeaaaMGJcq0U8U2kRgwM1xlSvXl2LbKOkRbaPSDVLpvMggUceeUTLnTu39tZbbzleO8q344g9\nX8AHH3ygRbbm1CJbaDlWV86PHEPrmYwjX45qZcqU0SKG4WnNMyPe7LTHHntMi2x5pMbBiy++WIt4\nAtUii2WutxVzh7Fjx2rt2rXTIltLaJGtC7Vu3bppEW+0rtclqAUePnxYPS+1bds2ZhMpDzGxhOYi\n+z80XZ3VUM4XslDwwAIBPs9YgMWopghQ/5jCxEg2EOD4ZQNEZmGaAOXNNCpGtIkA9alNIJmNZQIc\n7ywjYwIbCHA9wwaIzCIlAtS3KWHzU6I+oTO8g4HP888/rwzcItvEapGt27SIlwzPdFrEylWbPHmy\nduWVVyoDvIibW23o0KFaxIuHZ+rIipCAEwQi28hpke2btYj3O8uGABFPO9q5556rDNwiXjW0d999\nNy0DPrvbt3LlSu3uu+9WxoAwBoh4StMiXi7tLob5ZYhAZOs9NV4PGTLEkRpQvh3B6ttMI14clPHd\ngw8+aGsbOD+yFafnM4t4mVVG6o8//rjluq5bt04ZtsPIHUZ3+HAFxnxeCbt27dIGDRqkRTxJq7G5\nRYsWWmR7Xa9Uz9f1iGwjrOZa+NUD5UEnEc5f9n/4+p3zhfD1uR0t5vOMHRSZh5EA9Y+RBo+dJMDx\ny0m6zDuaAOUtmgjPnSZAfeo0YeYfjwDHu3hkeN1JAlzPcJIu805EgPo2EZ1A3QuP4R08XuElXGTb\nWK1o0aLaQw89pP3yyy+e7s3IVk5a165dNRgIVqtWTcPLdnrA83SXsXJpEpg7d66WN29e7ZlnnjGV\nU2RbVw2GdvBaefXVV2swJPBy2LdvnzZgwABl+Fu4cGHt4Ycfpgc8L3eYhbr169dPySG8HNoVKN92\nkQxePiNHjlTGd5jLpBs4P0qXoH/Tv/3222rcgidFMwHz5ltvvVXpaRi1IT28oHk1YM48ZcoUrUmT\nJqqd+Kglsj2tV6vrm3rBqyC8+G7YsIHy4Jtes7+iHA/sZ+r1HDlf8HoPebN+fJ7xZr/4uVbUP37u\nPX/VneOXv/rL77WlvPm9B/1Xf+pT//VZUGrM8S4oPemvdnA9w1/9FaTaUt8GqTdNtSUchncff/yx\nBs9xBQsW1OAhZufOnaboeCXSjz/+qDyLYDvDc845R1u0aJFXqsZ6kIDtBF577TXloWbixIlx88bf\nRJs2bdSL9Msuu0xbsmRJ3LhevHHw4EG1DW2pUqXUdn//+9//tKNHj3qxqqyTBQIDBw5UMtm3b18L\nqXJGpXznZMIrOQmMGDFCbe8JA95UA+dHqZILTrr77rtPzY8XL14ct1GHDh1SBvEwGD/11FO19957\nT4OHZj8FeGhr0KCBMli9/fbbM7Idrp94Jarr2rVrtSJFiqgtfSkPiUgF8x7Hg2D2a7JWcb6QjBDv\nRxPg80w0EZ6nS4D6J12CTG+WAMcvs6QYzw4ClDc7KDIPKwSoT63QYlw7CXC8s5Mm87JCgOsZVmgx\nrl0EgqZv77jjDr5PMSccwTa827p1q9q2Et6wLr/8cm39+vXmsHg0Fl6K4qUhDPDuuusu7cCBAx6t\nKatFAukR6Natm/JMiS1ajQEv+uExDi//TznlFG3SpEnG2747/u2335RXy1y5cqmtcletWuW7NrDC\n2QnohqPYftZqoHxbJcb4uvHdI488YgkG50eWcAU6MsYdzJErVKig/frrrzna+tlnn6mPVwoUKKA9\n8cQTGgzH/Rpg4P7f//5XK1mypNraHp4jGawR0OUB2wxTHqyxC0Jsvf85HgShN821gfMFc5wY6zgB\nPs8cZ8Ej+whQ/9jHkjnFJ8DxKz4b3rGfAOXNfqbMMTkB6tPkjBjDfgIc7+xnyhzNEeB6hjlOjGU/\nAepb+5n6KMfgGt5NnjxZvVirVKmS9uGHH/qoTxJXFS8NYdhRokQJrUqVKloiDyWJc+JdEvAuAbj+\nbdq0qVa1atUsK+pNmzYpj4942fvoo49qf/zxh3cbYLFmX331lVa/fn0NbXv55ZctpmZ0rxEYOnSo\nMpC2YgxF+fZaL/qnPsOHD1fyhnHRTOD8yAylcMXZu3evVqtWLa1hw4ZZhnXQw7169VIeaC+99FIN\nXs6CEuD5unPnzqpt8J67Z8+eoDTNsXZQHhxD64uM2f++6CbbK8n5gu1IA58hn2cC38WuN5D6x3Xk\noS2Q41douz4jDae8ZQR7qAulPg1192e08RzvMoo/1IVzPSPU3Z+xxlPfZgy9lwoOnuEdBBvbZsHL\nXZcuXbTff//dS8Btq8u2bds0bLGZL18+bdCgQbbly4xIwCsEduzYoVWuXFlr27at8mx34oknanXq\n1NGC6hUOX/8899xzahu81q1ba7t37/ZKV7AeKRCAMVSePHmUPkqWHJ4bKd/JKPF+IgLY+hPecB97\n7LG40Tg/iouGNyIE1q1bpz5Y6dChg4aFscaNG6vtRCFbQQ1z585Vnv6wXeqiRYuC2sy020V5SBuh\nrzNg//u6+1KqPOcLKWELfSI+z4ReBGwHQP1jO1JmGIcAx684YHjZEQKUN0ewMtMEBKhPE8DhLUcJ\ncLxzFC8zj0OA6xlxwPCy4wSobx1H7JcCgmV4t3HjRq1Ro0Zqi0psvxb08M8//2h9+/ZVxh2tWrWi\noU7QOzyE7VuyZIl2yy23ZBnS+nmLO7Pd98UXX2gVK1ZUW+kuXLjQbDLG8yCB0aNHa3nz5tV69Oih\nYbyODtEPApTvaEI8t0Jg2LBhyvju8ccfz5GM8yMaMucQihgXPv30UzWHLlasmFa3bl1t9erVMWIF\n6xKM/LHVLj5kGThwYLAaZ0Nr9IVSyoMNMH2YBfvfh52WZpU5X+B8waoI8XmGz+tWZcZMfOofM5QY\nJ10CHL84fqUrQ1bSU94ob1bkxa641Kd2kWQ+VghwvON4Z0Ve7IzL9QyuZ9gpT1byor61QivwcYNj\neIctV0uXLq1eFK5ZsybwPWdsoG6oU7NmTQ3KhYEEgkBg37592oUXXqiMAEaOHBmEJpluA7bBgyEA\ntp4dM2aM6XSM6D0CEyZMUP0ID6zYKlwPlG/Kty4Ldv6+++67yvjuiSeeyMqW86OKGudHWeKQ8KB/\n//7K0L1r165ZW84mTBCQmzCM7tevnzKUvvnmm7W///47IC1LrxmUh7xamOWB/R++/ud8gfMFq1qD\nzzN8nrEqM2biU/+ET/+YkQu743D84vhlt0wlyo/yRnlLJB9O3aM+pT51SrYS5cvxjuNdIvlw8h7X\nM7ie4aR8Jcqb+pb6Nko+gmF4N336dLUd1pVXXqn98ccfUW0Mxym2nq1Xr55Wvnx5bcWKFeFoNFsZ\nWAKQ5/r16yt5/vbbbwPbzkQNgyHAvffeq4xohgwZkigq73mcwMcff6wVKFBA69ixo4YthSnfmvIA\nSPl2RnDfeecdLVeuXNpTTz2lcX6kqb83zo8Sy5pR37z66quJIwf4rv730qJFi9A+T6B7KQ/HhDys\n8sD+D2f/6/LO9RSupxz7C0j+P59nsutLPq8nl5lkMah/jhHSx+Owz0eTyUs69zl+cfxKR36spqW8\nUd6syky68alPjxGkPk1Xkqyn53jH8c661NiTQv9753oG1zPskShzuVDfHuOk//3x+TVLbvxvePf+\n+++r7aE6deoUeg8V+hcFJUqU0OAFj4EE/Ehgw4YNWrVq1bQaNWrQg2OkA+GFR0S0//znP37sTtb5\n/wnMnDlTK1SokHbfffdRvg1SQfk2wLDx8O2339buuOMOzo/+nynnR/GFC1tA3HjjjcozJ7bHDntY\ntGiR8qB97rnnart27QodDspD9i4Pmzyw/8PZ/1xPOd7vnC8cZ5HoiM/r2enweSY7j1TOqH+yUwvb\n/CN765094/iVnS/Hr+w87D6jvGUnSnnLzsOJM+rT7FSpT7PzcPKM4112uhzvsvNw8ozrGcfpcj3j\nOAunj6hvsxOmvs3Gw9+Gd3ixDK8uDzzwgPLOkK1pIT05fPiw1q5dO61gwYLap59+GlIKbLZfCaxb\nt04rV66c1rBhQ23Hjh1+bYbt9cZYlydPHmW0ZXvmzNA1AuPGjdPKli1L+Y4iTvmOAmLDKedHOSFy\nfpSTCbZUbdmypXbCCSdos2bNyhkhpFfWrFmjVa5cWatbt662e/fu0FCgPMTu6rDIA/s/nP3P+ULO\nfud8IScT4xU+rxtpHD/m88xxFlaPqH9iEwvL/CN26525yvErNleOX7G5pHuV8habIOUtNhc7rlKf\nxqZIfRqbi51XOd7FpsnxLjYXO6+CMe1DshPlekZ2Hk6cUd/Gpkp9m8XFv4Z3kyZNUoYo9AKV1ZlZ\nB0ePHtWuv/569SJ16dKlWdd5QAJeJrB161atatWq2tlnn63t37/fy1XNSN3GjBmjtp3t27dvRspn\noekRoHwn5kf5TszHyl3Oj+LT4vwoO5tbbrlFK1KkiPbVV19lv8Ez7eeff1bGd02aNNEOHjwYCiKU\nh/jdHAZ5YP+Hr/85X4jf55wvxGbD55nYXPSrfJ7RSVj7pf6JzysM84/4rbf3DsevxDw5fiXmY/Uu\n5S0xMcpbYj6p3qU+jU+O+jQ+m3TvcLxLTJDjXWI+6dzlekZ8eljP6NChA+1D4iNK6w71bXx81LeK\njT8N77788kvl0e3222+P38MhvwNXl5deeql20kknaevXrw85DTbf6wTgBrdevXpazZo1tZ07d3q9\nuhmr35AhQ9S2s/iag8E/BCjf5vqK8m2OU6JYnB8lonPsHudHxzg89NBDaiviTz75JDm0kMZYvXq1\nVqpUKe2qq67S8DVbkAPlIXnvBlke2P/h63/OF5L3OecL2RnxeSY7j3hnfJ6JRyb2deqf2FyMV4M8\n/zC208ljjl/m6HL8MscpWSzKWzJCx+5T3sxxMhuL+jQ5KerT5IysxuB4Z44YxztznKzE4npGclpc\nz0jOKJUY1LfJqVHfav4zvFu5cqVWokQJrW3bthosdxniEzhw4IDa0hBexLZt2xY/Iu+QQAYJwP1t\n8+bNtQoVKmibNm3KYE38UTS8fGLb2SlTpvijwiGvJeXbmgBQvq3xMsbm/MhII/Fx2OdHAwcOVK74\nR4wYkRgU72oLFy7UChcurHXu3DmwNCgP5rs2iPLA/g9f/3O+YL7Pwz5f0EnxeUYnYe6XzzPmOFH/\nmOOEWEGcf5hvfXoxOX5Z48fxyxqv6NiUt2giic8pb4n5mL1LfWqWFPWpeVLJY3K8S87IGIPjnZFG\nesdczzDPj+sZ5lmZiUl9a4bSsTghf371l+EdrOirV6+uNWvWTINyZ0hOYMeOHYoZDJuOHDmSPAFj\nkIDLBHr27KkVK1ZMW7Fihcsl+7e4rl27KlfBa9eu9W8jQlJzyrf1jqZ8W2fG+ZF1ZmGdH82ZM0dt\nWz5gwADr0EKaYtq0acrg/ZVXXgkcAcqD9S4Nkjyw/8PX/5wvWO/zsM4XjKT4PGOkYe6YzzOJOVH/\nJOYT626Q5h+x2ufUNY5f1sly/LLOTE9BedNJmP+lvJlnFSsm9WksKomvUZ8m5mP2Lsc7s6SOx+N4\nd5xFqkdcz7BOjusZ1pnFSkF9G4tK4msh1rf+Mry77rrr1Nap2DuewTyBZcuWqa15n3zySfOJGJME\nXCAwbtw4tXXqmDFjXCgtOEX8+eefWoMGDdT2vDRC9m6/Ur5T6xvKt3VunB9ZZ4YUYZsfwftxuXLl\ntGuuuSY1YCFO9cwzz2j58+fXlixZEhgKlIfUuzII8sD+D2f/c76QWr+Hbb5gpMTnGSMN88d8nonP\nivonPptkd4Iw/0jWRjvvc/xKjSbHr9S4Ud5S40Z5S40bUlGfps6O+jR1dkjJ8S41fhzvUuNmTMX1\nDCMN88dhXs8wTyl+TOrb+GyS3QmpvvWP4d0bb7yhPHTMnj07WV/yfgwC5BcDCi9llMCGDRu04sWL\na927d89oPfxaOPl5u+fYP+n1D/mZ50f9bp5VrJhh4Xf06FHtkksu0apWrarhC0EGawR0ftWqVQsE\nP709lAdrcqDH1vn5VR70+rP/9R619qvz81v/h0XfWetN87HDyI/zcfPyESsm+eWkoo+f1D852Zi5\novPzm/4x0za74/DvLz2i5GeNH3lZ4xUdm/yiiSQ/1/UB9WlyVrFi6PyoT2PRSXyNf6+J+SS7S37J\nCMW/H8bn8fg0rN8hP+vMkELXF9S36fELmb71h+Hdt99+S49tqcl1tlTXXnut8hi4ffv2bNd5QgJu\nE/jrr7+0hg0b0mNbmuD1L4zwy+AdApRve/qC8p2cI+dHyRmZiRGG+VGfPn0C57HNTN/aGUf/wg3y\n4vdAeUi/B/0sD+z/8PU/5wvp9zlyCMN8QSfF5xmdRHq/fJ7Jzo/6JzuPVM78PP9Ipb2ppOH4lQq1\nnGk4fuVkEusK5S0WFevXKG/WmFGfWuMVKzb1aSwqia9xvEvMx+xdjndmSR2Px/WM4yzSOQrTekY6\nnIxpqW+NNFI7DqG+9b7h3ZEjR7SzzjpLa9KkiYZjhtQJwMNJ5cqVtfbt26eeCVOSgA0EoLAKFiyo\nrV271obcwp1Ft27dtNKlS2s7d+4MNwgPtZ7ybV9nUL7js+T8KD4bq3eCPj9auXKlli9fPu2ll16y\niobxowjMnDlTExG1tUbULd+cUh7s6yo/ygP7P3z9z/mCfX0e9PmCkRSfZ4w00jvm88wxftQ/6cmR\nMbUf5x/G+jt9zPHLPsIcv5KzpLwlZ2Q2BuXNHCnqU3OczMSiPjVD6Xgcfbz74Ycfjl/kUUoEON6Z\nx8b1DPOsksUM03pGMhZm7lPfmqFkLk7I9K33De9eeOEFLW/evNqKFSvM9SBjJSQwceJE9cJwypQp\nCePxJgk4RWDNmjVagQIFtN69eztVRKjy3b17t1a2bFmtY8eOoWq3VxtL+ba3Z3T5vummm+zNOAC5\ncX5kbycGdX4El+iNGzdWHmb5AYs9MnPDDTdo5cqV0/bs2WNPhi7mQnmwH7af5IH9H87+53zB3n4P\n6nzBSInPM0Ya6R/zeebYFj2cj6YvS8Yc/DT/MNbb6WOOX/YS5viVmCflLTEfq3cpb8mJ8XkuOSOr\nMahPzRHjeGeOk9lYWE/E+zy+70hOjOsZyRlZiRGG9QwrPOLFpb6NRyb16yHSt942vNuyZYtWtGhR\nrVevXqn3JlPmINCiRQsNe1IfPnw4xz1eIAGnCVx++eVa9erVKX82gh42bJgyqJ03b56NuTKrVAhQ\nvlOhljgN5TsnH86PcjKx40oQ50dvv/22litXLm3BggV2IGIeEQJbt27VihUrpt1zzz2+40F5sL/L\n/CQP7P/w9T/nC/b3OXIM4nzBSIrPM0Ya9hyH/XmG+sceOTLm4qf5h7HeTh9z/LKfcNjHr0REKW+J\n6KR2j/KWmBv1aWI+qdylPjVHjeOdOU5WYnG8S06L6xnJGaUSI+jrGakwiU5DfRtNJP3zEOlbbxve\n3XLLLVrFihW1AwcOpN+rzCGLwIYNG9Q2n/369cu6xgMScIPA1KlTlYHY9OnT3SguNGX8888/WtOm\nTbUGDRpoOGbIDAHKtzPcKd85ud58882cH+XEkvaVoM2P9u/frzyzdenSJW02zCA7gcGDByuP3KtX\nr85+w8NnlAfnOscP8sD+D2f/c77gTL8Hbb5gpMTnGSMN+47D/DxD/WOfHEXn5If5R3SdnTzn+OUM\n3TCPX4mIUt4S0Un9HuUtPjvq0/hs0r1DfZqYIMe7xHxSvcvxLjk5rmckZ5RKjCCvZ6TCIzoN9W00\nEfvOQ6Jv++QCMvFgWLVqlZx55pkycuRIuf766z1YQ39X6emnn5aXX35ZNm7cKCeeeKK/G8Pa+4IA\nhpp69epJtWrVZMKECb6os58qGdlzXvEdNWqUXHvttX6qeiDqSvl2thsp38f5cn50nIUTR0GaHz3z\nzDMycOBAiTxQS6lSpZzAFdo8Iy7npX79+lKzZk0ZP368LzhQHpzrJj/IA/s/fP3P+YJzfY6cgzRf\n0EnxeUYn4cxvWJ9nqH+ckSfk6of5h3Otz54zx6/sPOw+C+v4FY8j5S0eGXuuU95ic6Q+jc3FjqvU\np/EpcryLz8aOOxzv4lPkekZ8NnbcCeJ6hh1ckAf1rV0kc+YTEn37rESUpydDu3bttIjhHb03OdQ7\nsNqNvITVHn/8cYdKYLYkkJ3AmDFjtNy5c2vfffdd9hs8s40A9kmvVauWFlFgtuXJjMwRoHyb45RO\nLMr3MXqcH6UjRcnTBmV+tHv3bq148eJa7969kzeaMVIiMHHiRLWN77Jly1JK72YiyoPztL0sD+z/\ncPY/5wvO9ntQ5gtGSnyeMdJw5jhszzPUP87IkTFXL88/jPV0+pjjl9OENS1s41ciopS3RHTsuUd5\ny86R+jQ7DyfOqE9jU+V4F5uLnVc53sWmyfWM2FzsuhrE9Qw72FDf2kExcR4h0Lfe9HgX2bZJzjjj\nDPnwww+lTZs2Oc0iecUWApGtZqV///6yefNmKVasmC15MhMSiEfgX//6l/q7/uCDD+JF4fU0Caxd\nu1ZOP/10GT16tLRv3z7N3JjcCgHKtxVaqcWlfItwfpSa7FhNFYT5UZ8+fWTQoEGyadMmzvGsCoCF\n+JEt3qVq1aoybtw4C6ncj0p5cIe5V+WB/R++/ud8wZ0+D8J8wUiKzzNGGs4ch+15hvrHGTmKztWr\n84/oejp5zvHLSbrH8g7b+JWIKOUtER177lHesnOkPs3Ow6kz6tOcZDne5WRi9xWOdzmJcj0jJxMn\nrgRtPcMORtS3dlBMnkfA9e2zuZMjcD8GtsWqUaOGtG7d2v3CQ1Rijx494PFQ3nzzzRC1mk3NBIGZ\nM2fKihUr5KGHHspE8aEpE1veYdx88cUXQ9NmLzSU8u1OL1C+RW0byvmR8/Lm9/nRn3/+Ka+99pp0\n796dRncOiwvmNZEvtWTjxo0Ol5R69pSH1NlZTelFeWD/W+3F1ON7qf+5npJ6P1pJ6ff5grGtfJ4x\n0nDuOEzPM9Q/zslRdM5e0j/RdXPjnOOXG5RFwjR+JSJKeUtEx757lLfjLKlPj7Nw+ijs+jSaL8e7\naCLOnHO8y8mV6xk5mThxJUjrGXbwob61g6K5PIKubz1neLdr1y4ZMWKE9OrVS3LlymWulxgrJQKR\nLcikS5cu8uqrr8o///yTUh5MRAJmCAwePFguuugiqVevnpnojJMGgQceeEAWL14sCxcuTCMXJrVC\ngPJthVZ6ccMs35wfpSc7VlL7fX40atQo2bNnj9x1111Wms24KRC45ppr5OSTT1Zz6RSSu5KE8uAK\nZlWIF+WB/R++/ud8wb0+9/t8wUiKzzNGGs4eh+V5hvrHWTky5u7F+Yexfk4fc/xymvDx/MMyfh1v\ncc4jyltOJk5dobwdI0t96pSE5cw37Po0mgjHu2gizp3r491XX33lXCE+yZnrGe51VJDWM+ygRn1r\nB0VzeQRd33rO8A5Gd/nz55ebbrrJXA8xVloE4A3l559/lhkzZqSVDxOTQDwC2Mp4+vTpAgt6BucJ\nnHvuuQI34PRk6TxrlED5doezXkqY5ZvzI10K3Pn18/zorbfeUt5Py5Ur5w6sEJeSJ08eue2222T4\n8OGCL+O8GCgP7vWKF+WB/R++/ud8wb0+R0l+ni/opPg8o5Nw5zcszzPUP+7IE0rx4vzDrdZz/HKL\n9LFywjJ+xaNKeYtHxpnrYZc3nSr1qU7C+d8w69Nouhzvook4e66Pd/h7D3vgeoa7EhCE9Qy7iFHf\n2kUyeT5B17eeM7x7++235frrr5ciRYok7x3GSJsAXNk2a9ZMwJ2BBJwg8O6770rp0qXl6quvdiJ7\n5hmDAIwAxo4dK7///nuMu7xkJwHKt500zeUVVvnm/MicfNgVy6/zo9WrV8uCBQuUMZhdLJhPYgKd\nO3eWvXv3yqRJkxJHzMBdyoP70L0kD+z/cPY/5wvu9rtf5wtGSnyeMdJw5zjozzPUP+7IkbEUL80/\njPVy+pjjl9OEc+Yf9PErZ4uPX6G8HWfh1lGY5Q2MqU/dkrTj5YRVnx4ncOyI4100EefPwz7e6YS5\nnqGTcOc3COsZdpCivrWDorU8gqxvPWV499133wn+derUyVoPMXZaBMB76tSpcuDAgbTyYWISiEUA\nLlo7dOgg+fLli3Wb1xwgAOPlv/76S6ZMmeJA7szSSIDybaThznEY5ZvzI3dkK7oUP86PRo8eLRUr\nVpSLL744ujk8d4hAhQoV5JJLLhGw91qgPLjfI16SB/Z/+Pqf8wX3+xwl+nG+YCTF5xkjDXeOg/48\nQ/3jjhwZS/HS/MNYL6ePOX45TThn/kEfv3K2+PgVyttxFm4dhVnewJj61C1JO15OWPXpcQLHjjje\nRRNx/jzs4x0Icz3DeTmLVYLf1zNitcnqNepbq8TSjx9kfespw7sxY8bIySefLOedd176vcYcTBNo\n06aNHD16lEY6pokxolkCK1eulDVr1sh1111nNgnj2UCgZMmSyugCXu8YnCNA+XaObaKcwyjfnB8l\nkgjn7vlxfgRZad++veTKlcs5MMw5BwHMcz755BPZv39/jnuZvEB5yAx9r8gD+z98/c/5Qmb63I/z\nBZ0Un2d0Eu7+Bv15hvrHXXnSS/PK/EOvj9O/HL+cJhw7/6CPX7FbLUJ5i0fG2ethlTedKvWpTsLd\n37Dp02i6HO+iibhzHvbxDpS5nuGOrEWX4uf1jOi2pHpOfZsqufTSBVXfesrwDt6Z8EfOl4XpCavV\n1FDqF154IQ3vrIJj/KQE8Dddvnx5Offcc5PGZQR7CbRr105mzpwphw8ftjdj5pZFgPKdhcL1g7DJ\nN+dHrouYKtBv86O1a9fKDz/8IPj7YHCXQKtWreTIkSNK77pbcvzSKA/x2Th9xwvywP53upfj55/J\n/ud8IX6/OHnHb/MFIws+zxhpuHsc1OcZ6h935chYWib1j7Eebh1z/HKLdM5ygjp+5Wzp8SuUt+Ms\n3D4Ko7yBMfWp25J2vLyw6dPjLT92xPEumoh752Ed73TCkD3ah+g03Pv183qGHZSob+2gmFoeQdW3\nnjG827Jli6xYsUKuuOKK1HqIqdIiAO6zZs1Snu/SyoiJScBAAN5fLr/8chrTGpi4dYi/6UOHDsnn\nn3/uVpGhK4fynbkuD5N8c36UOTlDyX6aH2FMKlGihJxzzjmZhRbC0rFI0bhxY5k+fbpnWk95yFxX\neEEe2P/h63/OFzLX5yjZT/MFIyk+zxhpuHsc1OcZ6h935chYmhfmH8b6OH3M8ctpwvHzD+r4Fb/F\norybc307ESHn7oVR3kCT+tQ5mUqWc9j0aTQP6tdoIu6dh3W8A2GuZ7gnZ7FKguyF1T6E+jaWRLhz\nLaj61jOGd7Nnz5YCBQpI8+bN3elRlpKNAB4e9+zZI0uWLMl2nSckkCqBAwcOyMKFC5XhXap5MF3q\nBCpWrCh16tRRE6bUc2HKeAQo3/HIuHM9TPLN+ZE7MhWvFD/Nj/CAfPHFF0vevHnjNYfXHSRw2WWX\neUrnUh4c7GwTWWdaHtj/JjrJwSjof3iedjNwvuAm7Zxl+Wm+oNeezzM6icz8BvV5hvonM/Kkl5oJ\n/aOX7eYvxy83aecsK6jjV86WHrtCeYtHxp3rYZM3nSr1qU4iM79h0afRdDneRRNx9zys4x0ocz3D\nXVmLLs2P6xnRbUj1nPo2VXL2pMv0+rk9rciei2cM7+bNmydnn322FCpUKHsNeeYKgVq1akmZMmVk\n/vz5rpTHQoJPYNGiRcqDYtOmTYPfWI+2EOwxtjLYT4DybT9TqzmGRb45P7IqGfbG98v8SNM0WbBg\ngTRr1sxeAMzNNAGw//nnn2Xz5s2m0zgVkfLgFFnz+WZSHtj/5vvJqZjof4wFbo4HnC841Zvm8vXL\nfMHYGj7PGGlk5jhozzPUP5mRI2OpmdA/xvLdOub45Rbp+OUEbfyK31IRylsiOu7cC5O8gSj1qTty\nlaiUsOjTaAYc76KJuH8etvFOJ8z1DJ1EZn79uJ5hBynqWzsoppdHJtfP06t5/NSeMbzDy8ImTZrE\nrynvOE7gvPPOo+Gd45TDUwCMOKtUqSLly5cPT6M91lKMqUuXLpXDhw97rGb+rw7lO/N9GBb55vwo\n87Lmh/nR6tWrledizqUzJy+NGjVS3gbxN5vpQHnIdA+IZFIe2P/e6X83P2rjfCHz/e6H+YKREp9n\njDQycxy05xnqn8zIkbFUff7hpv4xlu/WMccvt0jHLydo41f8lop6V8L17USEnL8XJnkDTepT52Uq\nWQlh0afRHKhfo4m4fx628U4nzPUMnUTmfv22nmEHKepbOyiml4eub73wPiW9lhxP7QnDOxiFrFmz\nRho2bHi8ZjxynQD4L1u2zPVyWWAwCUCW+Ded2b6FF9G///5bVq1aldmKBLB0ynfmOxXjS9Dlm/Oj\nzMsZauCH+RHGpHz58smZZ57pDWghrEXhwoWldu3anphLUx4yL4CZlAf2v3f6f/ny5a5UhvMFVzAn\nLcQP8wVjI/g8Y6SRmeOgPc9Q/2RGjoyl6vMPt/SPsWw3jzl+uUk7dllBG79it/LYVcpbIjru3AuT\nvIEo9ak7cpWolLDo02gGHO+iibh/Hsb3eVzPcF/OYpXot/WMWG2weo361iox++Pr+hZ9EZTgCcM7\nGIUcPXpU6tatGxSuvmwHXtZu2rRJDhw44Mv6s9LeIrBixQoaAGS4S6pXr66270ZfMNhLgPJtL89U\ncqtRo0bg5Zvzo1Qkw/40fpgfrVy5Uk4//XRlfGc/AeZolgBkxQs6l/JgtsecjZcpeWD/O9uvZnN3\ns/85XzDbK87G88N8wUiAzzNGGpk5DtrzDPVPZuQoulQ39U902W6dc/xyi3T8coI2fsVvqajnO/xd\nMWSOQJjkDZSpTzMna8aSw6BPje3FMfVrNBH3z8P4Po/rGe7LWawS/baeEasNVq9R31ol5kz8oOlb\nTxjewZ1j/vz5BZNohswROOOMMwR7WsP7IAMJpEMAXynAiBMyxZA5Arlz55ZatWopF/WZq0XwSqZ8\ne6NPwyDfnB95Q9b8MD/6/vvvqXM9IC6QFfzdZjpQHjLdA8fKz5Q8sP/D1/+cL3inz/2ynsLnGW/I\nTNCeZ6h/vCFXmZp/uNV6jl9ukU5cTtDGr3itpbzFI+Pu9bDIm06V+lQnkdnfoOvTaLoc76KJZOY8\nbOMdKHM9IzOyFl0qxjy/rGdE1z3Vc+rbVMnZmy5o+tYThncbN26UU045RaBUghqWLFkiBw8eTLl5\nEydOTDmt2YSVK1eWPHnyKIMps2kYjwRiEYDRHZR0lSpVYt0OxLUjR45IOvuOL126VH7++WfHWVSt\nWlUwxjLYR4DynZwl5Ts5IzMxOD9KTonzo2OMMC5R5yaWFzdkBX2wefNmwRwhk4HykJx+kOWB/R++\n/ud8wRt97qf1FD7PJJcZPs8kZxQdg/onmkjO8yDPP3K21pkrHL+Sc+X4lZyR2RiUt+SkKG/JGVmN\nQX2anBj1aXJGVmNwvEtOjONdckapxOB6RnJqbox5+npGmN4lU996Q/a88j4lOQ1zMTxh6QbhPvXU\nU83V2IexPvroI/ntt98EexWnGk466SS57bbbHH2Rly9fPqlYsaKgPxhIIB0CugwF1Qhg3759MmDA\ngLS2x4b71H79+skXX3yRDuqkaTG26v2RNDIjmCKg86R8x8dF+Y7PxsodyBrnR4mJcX50jA9khWNS\n5mUFf69Hjx6VX375JXFlHL5LeUgO2I2xI1PywP4PX/9zvuCNPvfTegpkBoFzB4Uh5n98nomJJeFF\n6p+EeNTNIM8/krfenhgcv5Jz5PiVnJHZGJS35KQob8kZWY1BfZqcGPVpckZWY3C8S06M411yRqnE\ngOzx/Udicm6Mefp6xk8//ZS4MgG6S32bvDPdkL1MrZ8nb31qMTxheLdjxw4pV65cai3weKqBAwcq\nzxeXX355WjU977zzpF27dtKtW7e08kmWGP2wffv2ZNF4nwQSEsDfdMGCBaV48eIJ4/nx5q+//iod\nO3aUHj16yAknnJByE/LmzStDhgyR/v37C/aSdyrgbxr9wWAfAcp3cpaU7+SMzMTg/Cg5Jc6PRA4d\nOiQHDhwI5FzaLp0LSXJDVvTnmUzOpSkPyceNIMsD+z+c/c/5QvJ+d0MHoBZ+WU/h80xymeHzTHJG\nxhjUP0Ya8Y/dGIu8MB+NTyD9Oxy/kjPk+JWckdkYlLfkpChvyRlZiUF9ao4W9ak5TlZicbxLTovj\nXXJGqcSA7Onz11TSezkN7UO82zvUt+b6hvrWHCdjLE8Y3sEbXOnSpY31CsTxd999J6+99pp0797d\nlvbAeG/t2rUyffp0W/KLlUmpUqVk165dsW7xGgmYJgAZgiwFMfTq1UvatGlji1EhtnZGfk4a1GJs\nxRjLYB8Byrc5lpRvc5wSxeL8KBGd4/fCPj/S521B1Lt26lxIjNOyoj/P6H1yXErdO9LLpjwkZx5E\neWD/J+93PUaQ+p/zBb1XE/863eco3S/rKRgrgqgn0Ad2zh34PAOi5gL1jzlOiOX0WOSF+ah5GtZj\ncvwyx4zjlzlOyWJR3pIROnaf8maOk5lY1KdmKB2LQ31qnpWZmHim5PNBclIc75IzshqD6xnmiDn3\n5015AABAAElEQVQ95qEWflnPMEcscSzq28R8jHedlr2gPb/mNcLL1PHevXulRIkSjhQPa+mpU6cq\nj0/VqlWTs846SwoVKiQTJkyQv//+Wy699FI544wzZO7cufLtt9+qOrRt21awnzUCrF4nT54sV199\ntcpj2rRpUqFCBWnZsqVAycKjxZQpUyR37tzSvn17KVasmEqH/x5++GG54YYbJFeuXFnX0j249957\n5ZFHHpF///vfqsx084tOf+KJJwr6g4EE0iEAGYIsORFi/U1XrVpVsKXzhg0bpGjRotK1a1fl/Wf4\n8OHq77x8+fJy3XXXZVVn9erVsm3bNrngggvkk08+kR9++EH9/VaqVEn++ecfmT9/vnz11VfSrFkz\nOeecc7LSLV68WI0nQ4cOzbqW7sEll1wi+LvGmISxx+6AsfXgwYOKA9wFM6RPgPJtniHl2zyrWDE5\nP4pFJfa1MM+P9HmbE3NpTdPk888/l+XLl6t5b61atdTceevWrabn0l7SuZAeJ2WlSJEigi9g9T6J\nLa3OXtXLpjyY4xw0eWD/m+t3PVZQ+h/97sTfPDjFevbieoouQTl//bKeApnh83rO/ot1hc8zsajk\nvEb9k5NJoitB0T+J2ujUPY5f5sly/DLPKl5Myls8MjmvU95yMknlCvWpNWrUp9Z4JYq9b98+Ph8k\nAmS4x/HOAMOGQ4x7XM8wB9LJMQ818Mt6hjlaiWNR3ybmE33XSdnzwvuU6PamdR55oZbxUKVKFS2y\n3aLt9dizZ4/WoEEDLbL9lnbkyBHt+uuv18aNG6fKGTt2rBYBp0UMaLLK7d27t7o2Y8YMde2zzz7T\natSooa699NJLWsQrlfbggw9qhQsX1iLbvmpvvfWWduONN2odOnTQIsZ1WsQYLyuvyNaRKt28efOy\nrtlxsGXLFpVvxBjQjuxy5PF/7J0H2NTE1sfHe6+iKGJBaZaLilgoFhBQETvYUAEVRUUUBRv27sWG\nKHYFGyIWEEWxgmC7YseGFewCVgTFXrB9+fKb98775s1md5PdZDflzPNkk02ZJP85mTlz5j/nDBw4\n0Npll11y9ssOQSAIAjbpVH97Qa7xc26hb5rrbRKttcYaa9Rm9eOPP1o2Gdbq2rWr3sf/k046SX9D\nNsnNssPFWmeccYbVrVs3yybSWjZJV9cTnEM+9uC59eKLL9bmx3dvK9a1/8PaoG6xScFhZVcvH5ss\nrN/3559/rrdf/pSOgMh3MOxEvoPh5Txb9CMnGoW3s6wfvfrqq7qenzt3bmGQSjh65plnan2XS195\n5RVriy22qM2lmC4d1zY3almxO4vWuHHjanGq9IbIQzDE0yYPUv7ZLH/RF/yXe9TffFLsKdKf8S8z\nnCn9meJ4SftTHCPnGVHXRdXWR53vGva21F/BEJX6Kxhe7rNF3tyIFP4v8lYYHz9HpT31g1LdOdKe\n1mFR7pbUd8EQlPouGF6FzhZ7RiF06h+Lus5Lij2jPiql/ZP2NhhuUcteivqvF8Qi1Owff/yhlllm\nmbIIhF4XT5gwQXu/wgMW3ukuvPBC7fWJczfaaKOcSzbddNN6+/CGZcLE4gHvxhtvVJdccokaOnSo\nuvfee9Uqq6yiuMedd96p7IFJ9dhjj2lvWWTy1ltv6bzwjhdmwnMXrONZs2aFmW1tXpQD5SFJECgH\ngd9//73i3zTPu+GGG9Z77EaNGqn11luvdh//L7vsMh0m9rPPPtPbI0aM0F7s8Fp5/vnnq5tvvlnv\nxwse+5544ona6/muw/6myRyvm+Qdxbdn6lbKRFI4CIh8B8NR5DsYXs6zRT9yolF4O8v6kWk7TH1f\nGCn/R+3ulxozZkxtO9qxY0ftAdrkUEyXjmubG7WsNGjQIJL23OBebC3yUAyh+sfTJg9S/vXLt9i/\ntJS/6AvFSrrueNRlnhR7SjVkhlKQ/nqdLJoto78lvb8u7Y8pUX/rqOuiauuj/lAo7Sypv4LhJvaY\nYHi5zxZ5cyNS+L/IW2F8/ByV9tQPSnXnSHtah0W5WzLeEQxBqe+C4VXo7Gq0tcVs2jyv8EMKlVry\nj0l7G6wMpb31j1csiHeQWxjcCzsRDovwWAceeKD6+uuvlc2cDhzKsXHjxvqx2rVrV/t4bdq00dsd\nOnSo3ce9UE5s1qfeR1gtUrNmzfQ6zB+eyeQfZr7kRZhNykOSIFAOAhBdkaWwUxjfNM9ESGhCTxMm\niQQ5AEKd7eGydp/t2VIRenbevHn6HBpi25uQooEJO/FN21451UcffRR21rXlIN91eNCKfAfDUuQ7\nGF7Os/lu41qXin7kLKnqbpv6PWxZsb05K3ReQrXbnpb1S5588smBXzZubS4vkGZdWuQhsIimSh6k\n/LNZ/qIvBCv3NLcBfpGIs8zwDnHTHaQ/U1yypP0pjpH7DKmL3Ij4+y/1lz+czFlSfxkkSluLvAXD\nTeQtGF5eZ0t76oVK4X3SnhbGx+9Rqe/8IlVzntR3wfAqdDayJ/yQQgjVPyZ1Xn08Sv0n7W1w5ET2\n/GEWC4YVM/GimN25/fbbKwYIJ06cqEk2t9xyi+Je5SavPJZeemmd7S+//KLXEP0YsFx22WXLvV3O\n9Xjw+/zzz3P2h7EjKnZ5GM8meSQHgahm+kf1TYNsvu/afNPffvut+vvvv2uJeWGWBt80KYrv2jD3\nvd4vzHfIUl4i38FKW+Q7GF7Os/luzTfs3F/udlR1qVc9I/pRuaVV/PooPaWMHj1aD37vtddeyg61\nrr7//vviD+TjjHyyUok2l8eLUpeOapawD1j1KSIPfpGqOy9N8iDlX1eufrfSUP6iL/gt7Zrzoizz\npNhTpD8TXGa4Qvrr+XGT9ic/NvmORFkXVVsfzffOYeyX+isYisgZSeqvYLiZs0XeDBL+1iJv/nAq\ndJa0p4XQ8T4m7ak3LkH3Jq1PyftV07Yo9V1QCct/PuUo/JD8+LiPRFnnJcWe4caklP/S3gZHLUrZ\nS1P/NRbEO8hpv/32W/BSLnIFjNVLL71UPfroo9pL1aGHHqpGjhxZ5KrihyHU5UvmGJ65YGmbAcR8\n55ey/7vvvtOeuEq5ttg1v/76ayTEomL3lePpQiBp3zTom2/XXRJmP94rV1ppJfXTTz+5Tyn7P980\nCQ97YSfqVt7BqyMS9r2ykp/Id7CSFvkOhpfz7KTJmqkvne9gts0x0Y8MIuGtjffWKHTpTTbZRL32\n2mvqqKOOUk899ZTabLPNFET0cpORB3c+Zn+UbS73jEqXRveno2jKxP1+lfhv7i3y4B/tNMmDlL//\ncjdnpqH8RV8wpelvHVWZc/ek2FOSJjNga3QEtp3J7I9Sd0BmSNJfdyJff1van/p4+PkXVV0UB33U\nz/uXeo7UX8GQk/orGF7us0Xe3IgU/i/yVhgfP0elPfWDUv1zpD2tj0ep/6S+C4ac1HfB8Cp0dtJk\nz/Q/vd7JHJPxDy904rVP2tvg5SHtrT/MYkG8W3XVVdXixYv9PXGAs26++WYdom2nnXZSr7/+utph\nhx3UqFGjdA7/+te/9HrJkiUBcvR/atu2bfXJixYt8n+RjzMJI7Zw4ULtwc/H6YFPYTB1lVVWCXyd\nXCAIOBGoxjfN/fmuo/qmyX/jjTdWYX/T5LtgwQI9kEA47LATdSuEQeM6N+z8s5ifyHewUhf5DoaX\n8+xqyJroR84SqNuOs35k9LYwCHF1b6w0gWz8+PE6HPu1116rHn74Yd1e3Xffffq0qGUlqjY3Sl0a\nj4Dkb8rEiWelts29RR78IZ42eZDy91fu5qy0lL/oC6ZEi6+jLHPuHmd9wYlONWSG+0t/3VkKNdtp\n6a9L+5NbtoX2RFkXxUEfLfTu5R6T+isYgmKPCYaX+2yRNzcihf+LvBXGx89RaU/9oFR3jrSndViU\nuyX1XTAEpb4Lhlehs6she1HbtIUfUqjE43FM2ttg5SDtrX+8Uk28+/DDD9Xjjz+u0WjYsKEiTFaT\nJk30//XXX1/9+9//VnfddZf65JNP1HvvvafuuecefQySHkJEMt6tnK5Of/75Z33MOaBlPNsZ0g8e\nQbjn22+/rc91/syePVttt9126oUXXqjd7bXv1FNPVYMGDao9h40vvvhC/fXXX6pXr1719of155tv\nvlE0dJIEgXIQQIb4PphpG2Yq9E1zn5133lkhw4SV5ptkjSF77ty52rsN5xhPlM5vmv18185vmn3k\nYb5p/nfr1s3zm+aY+3v1+qa99nHt/Pnz9bMzuyPsxPvLNx0uqiLfSnnJstc+kI9SvtPeZiFrfMNh\np0J1qehH3mjHWdboKDKjjmcMM9Fe3nDDDbVtOW0senQQXTqqNtervvHTDoNPlLq0KQODUZjl4Tcv\nkYcapLIqD1L+2Sx/0Re8dVN3PYB0RNkGkH+c9QWezyTpz3jLjJd+AWbSnzGSk38t7U8NNu56J59M\nRVkXxUEfzS8p5R+R+kvqr/KlyH8OIm8ib/6lJZwzpT2twVHa03DkKUguUt/Fp77L2ngesifjH7mc\nEXc9yPccZR+C/JNiz+BZy03S3tYg6JYz6b+WK1n29faAWNXTMcccY2211VahP8ewYcMs26WnZXu5\nsyZOnGgNHTrUssNl1d5n7Nixlu0JyrLjElv777+/9fTTT1trrLGGdfzxx1vvv/++ZRPjrA4dOsAc\nsgYMGGDZ5B1rxowZlk2q0/t22203a86cOfq8Ll266H377ruv9cEHH+h7XHDBBdbBBx9cez+zYZP9\n9Lk8l0le+3j21Vdf3bKJduY067LLLosEK3MDu5GzRo8ebf7KWhAoCQG+Jb4bWxEo6fp8FxX7pm2i\nrGW+xQ033NCyvfJYvXv3tnr06GHddNNN1o8//mjxXfJsq622msV3xzXky75GjRrp+sIOEWRdfPHF\neh91xG233aYfySbm6W/yo48+ynlE9/fq9U177bMJgBbfnU0SzskzjB1HHnmktc0224SRleTxPwRE\nvi397fDNFGvHRL7L+2xEP/KWNXd9C8pZ14+aNm1qXXXVVeUJnOtqO1Sp1bx5c6tfv36WPTnFuvTS\nS3V76TytkC49a9asyNpcr/bULRde5/DsUcrKk08+qXUH2zu1E6aKb4s8WLoP6OxHZUkepPyzV/6i\nL4i+ELSheeaZZ3R7Jf116c8ElZ1C50v7k732p5A8RHVM6i/vNs9L1xV7TPlSKPIm8la+FAXPQdpT\naU+DS035V8h4h9R35UtRaTmIPcNb9tx2btCN0qZN/lnjh0h7K+0tch9yuiAWxLvLL7/catGiRcjv\nZll//vmnzpPBL9vVvmf+DCpCxiH98ccf1t9//+15Xik7ydv2HONJPvr0009zsnTvgxAE0cck2wuf\n1bFjR030M/vCXHM/iBRTp04NM1vJK4MIIMvI0vPPPx/q2/v5prmhHQ629r58h2Em2/uPdfTRR+dk\n6f5eOcH9TXvtu/vuu60999wzJ7+wdvTs2VMTh8PKT/KpKVeRb5HvSnwLoh/VoOyuS931rehHltW5\nc2c9cSRsuaTdZcDG9g6dN+sodel8bS4PU0wuvM6JWlbGjRtn2R6v82JVqQMiD5aeWOHsR2VJHqT8\ns1f+oi/U1K7F2oWo24Ak2VPASvozubqEV1sh/XX/2ou0P9lrf/xLR3hnSv1Vg6W7zWOve5/UX+XL\nncibyFv5UhQ8B2lPpT0NLjXlXyH1XQ2G7raUve590r6WL2/OHMSeUYOGW85k/MMpJdFsS3sr7W0E\nknVBLELNrrPOOoqY6LaXKdv2F14ycbptbweqcePGnhkT2tH2cqWPLb300uof/wgPEvK2vWypc845\npzZ0rXmINddc02zWrt37bE98auWVV649fuKJJ6ozzjhDde3atXZfmBu2Fy+dHeUhSRAoB4GWLVuq\nBg0aKCNT5eTlvNbPN835tje72svCDt96+OGHa9fHhKR2Jvf3yjH3N+3eR4jrO+64Q915553OrELd\npgzkmw4VUiXyXYOnyHe4cuWVm+hH3rLmrm9FP1Jq3XXXDb3NBX3a3WWWWUattdZaXiKq90WpS+dr\nc7mxuw5yy4XXOZWQlTi0uSIPSmVZHqT8s1f+oi/o5qhou1CJNoAniUM7UINI/l/pz9Rg49Yl2Ovc\nJ/31/DLkdQTZD9sGxH1EH/VCO/++tNuApP6qKXtnXWWkwblP6i+DSnlrkTeRt/IkqLSrpT3NXn+u\nNEkJ9yqp72rwdLalBmHnPmlfDSrhrcWe4S17brum2DPCkzmTk9hPpb01shDmOjyWWRlP1bZtWzzv\nKWIHpy3ZIR6VHX5WnXzyyTnkuyDvOnLkSLX55psrO2xmkMsCnfv2229rslTr1q0DXScnCwJuBCCw\n2qFeFTKVtsS73Xrrrer6669Xr7zySsmvZ3sPUhdddJGyveOo5ZZbruR8Cl0ImdkOka2oYyWFh4DI\nd3EsRb6LY+TnDNGPiqMk+lENRsiKtLmF5aVSshKHNlfkobAscDTN8iDln73yp8zFnlK43Cv1zTP5\nLAn2FOnPFJYXjkp/pjhG7jPatWsn+qgbFNf/StVFcdBHXa8e2l+pv4pDKfVXcYz8niHyVhwpkbfi\nGAU9Q9rT4ohJe1oco6BnSH1XHDGp74pjVMoZYs8ojlql6ryk2DOKI+bvDLGfFsepUrKXpv7rv4rD\nGv0ZMJqXX3559dZbb6ktttgi+htW+A477bSTQmH+66+/tNeQUm5/4IEHai9LpVzr9xrwhyxlvIr5\nvU7OEwS8EGjfvr3+pr2OJX0fCsiYMWOU7f635FfBgxAEvqWWWqrkPIpdCJnZDqmkKAtJ4SIg8l0Y\nT5Hvwvj4PSr6UXGkRD+qwQg9EwPQDz/8kNfLc3E043lGGG0ub1YJWXnzzTfV4MGDqw6kyEPxIkiz\nPEj5Z6/8RV+IR5knzZ4i/ZnCciP9mcL4eB2V9scLlfr70qx/1H/TaP9J/VUYX6m/CuMT9KjIW2HE\nRN4K41PKUWlPi6Mm7WlxjEo5Q+q7wqhJfVcYn1KPij2jOHKVqPOSZs8ojlrxM6S9LY5RJWQvLuMp\nxdHwd0YsPN7Bpt9ss83Uiy++6O+pE3hWs2bNSibd8bq4+o06gX+nTp2ivo3knxEEkKWXX35Ze19I\n6ysXCr1X7J2bN28eKemO+/NNE64al7mSwkVA5LswniLfhfHxe1T0o+JIiX5Ug5HR31566aXioCX0\njHLaXF45aln56quvNCHflEU1YTbPIPKQvxTSLA9S/vnL3RxJW/mLvmBKNv866jLnzkmzp1BXSH89\nv8xIfyY/NvmOSPuTD5m6/VHXRXHSR+veOvwtqb8KYyr1V2F8gh4VeSuMmMhbYXxKOSrtaXHUpD0t\njlEpZ0h9Vxg1qe8K41PqUbFnFEcu6jqPJ0iaPaM4asXPkPa2OEZRy14a+6+xIN5RtFtttZV6/vnn\ni5eynBEJAn/88Yd69dVXdTlEcgPJNHMI8E1///33as6cOZl797i8MHVq165dIyf4xeV9K/kcIt+V\nRNv7XlmRb9GPvMu/UnuToh81bdpUk6xFl66UZOTeB+z/+c9/qi5duuQerPAekYcKA+5xu2rKg5S/\nR4FUeFc1yl/0hQoXsut2SdEXnI8t/RknGtXZpq5IU39d2p/qyJHzrtVof5z3r9S21F+VQjr/fdJW\nf+V/05oxK7FvF0Io+mNZkjfQlPY0epkqdoestKduHKR9dSNS+f9Zq+8MwmLPMEhUZ51Ee0YYSEl7\nGwaK5eWRxvY2NsS7bbbZRr3//vtqwYIF5ZWSXF0SAjNnzlRLlixR3bp1K+l6uUgQcCOAa+rGjRur\nGTNmuA/J/wogYFmWevrppxV1q6TwERD5Dh/TIDlmSb5FPwoiGeGfmyT9CB1O2tzwZcBvjmC/ySab\nqEaNGvm9JNLzRB4ihbdo5tWWByn/okUU6QnVKH/RFyIt0qKZJ0lfMC8j/RmDRHXWae3PSPtTHXky\nd61G+2PuXcm11F+VRDv3Xmmtv3LftGaPyFs+ZCqzP2vyZlCV9tQgUZ11VtpTN7pS37kRqez/rNZ3\noCz2jMrKmvtuSbRnuN+h1P/S3paKXDjXpbG9jQ3xrnv37qpBgwbq0UcfDae0JJdACEyfPl21bt1a\nEU9dkiAQBgJ4fdlxxx3VI488EkZ2kkdABF5//XW1cOFC1aNHj4BXyul+EBD59oNSdOdkSb5FP4pO\njvzknCT9qGfPnoqO8g8//ODn1eSckBFAVuLU5oo8hFzAAbOrtjxI+QcssJBPr0b5i74QciEGzC5J\n+oJ5NenPGCSqs05rf0ban+rIk7lrNdofc+9KrqX+qiTaufdKa/2V+6Y1e0Te8iFTmf1ZkzeDqrSn\nBonqrLPSnrrRNfUd7y+p8ghktb4DabFnVF7enHdMoj3D+fzlbEt7Ww565V+bxvY2NsS7hg0balbz\nww8/XH5JSQ6BEQD3XXbZxfd1v/76qyb1fPrpp76vkROzhwAyBWMZeZFUWQSmTp2qmjdvrr3vVPbO\n2bmbyHf1yjpL8i36UfXkjDsH1Y+q+bQ77bSTYnakTGKpfCm89957au7cuYF06aifUuQhaoTz5x8H\neZDyz18+UR+pVvmLvhB1yRbOP0n6gvNNpD/jRKOy22ntz0j7U1k5ct6tWu2P8xkquS31VyXRrn+v\ntNZf9d+y/j+Rt/p4VPJfFuUNfKU9raSU1b9X1trT+m+vFCSUp556Ssbz3MBU4D99yqyO54k9owIC\nVuAWSbVnFHgl34ekvfUNVegnprW9jQ3xjhLr3bu3mjZtmvrll19CL0DJMD8C7777rpo9e7b67rvv\n1PHHH68GDRqk+vXrpwcPu3btqtq2bav+/e9/qyZNmigawH/84x9q+eWXV82aNVNrr722hDXLD23m\nj/Tq1UsRH55OsqTKInDPPfeovffeu7I3zdjdRL6rV+BZk2/Rj6ojayj/6Efgn4S0yiqrqG233Vbx\nfUiqLAJ333231ou33HLLyt64wN1EHgqAE/GhOMiDlH/EhVwg+2qWv+gLBQomwkNJ0xecUEh/xolG\nZbfT2p+R9qeycuS8WzXbH+dzVGpb6q9KIZ17n7TWX7lvWrdH5K0Oi0pvZVHewFja00pLWt39stae\n1r15zdaee+4p43luUCr0H9nL8nie2DMqJGiu2yTZnuF6lZL+SntbEmyhXJTW9jZWxLs+ffroRn3K\nlCmhFJpk4g+BCRMmaDLd+PHj1ahRo9Stt96qJk2apEOEvvjii2rOnDnqk08+UYsXL1a//fab9qZi\ncl5qqaVU+/btzV9ZCwL1EFhttdXUdtttp+Wp3gH5EykC77zzjiaL7LfffpHeJ+uZi3xXRwKyKN+i\nH1VH1u666y4907Bbt27VeYAS7kq9zyy1n3/+uYSr5ZJSEUBv7tu3r9anS80jiutEHqJAtXiecZEH\nKf/iZRXFGdUsf9EXoijR4nkmUV8wbyX9GYNEZddp789I+1NZeTJ3q2b7Y56hkmupvyqJdt290l5/\n1b1p/S2Rt/p4VOpfVuXN4CvtqUGisuustadudKW+cyNSmf9Zr+9AWewZlZE1912SbM9wv0up/6W9\nLRW58q5La3sbK+IdHtV69Oihxo0bV15pydW+ESAk2cSJE9URRxyh3Qjz/++///Z9fadOndSqq67q\n+3w5MXsIHHjggdrj3ddff529l6/SG1OH4o1y6623rtITZOe2It+VL+ssyrfoR5WXM/Sh2267Te2/\n//6xI1MVQgMjBc9Op1lSZRB46aWXFAYy2oO4JZGHypdInORByj975S/6QuXLPKn6ghMp6c840ajM\ndtr7M9L+VEaOnHeJk/7hfK6ot6X+ihrh3PzTXn/lvnHdHpG3OiwqtZVleQNjaU8rJWl198lqe1qH\nQM2W1HduRKL/n/X6DoTFnhG9nLnvkAZ7hvudSvkv7W0pqJV3TZrb21gR7yimww8/XD3xxBNq3rx5\n5ZWaXO0Lgccff1zNnz9fHXfccWr69OnqqquuUv/617/0UiwDzsuy69ti+MjxGgT22Wcftdxyy2kC\ng2ASPQKE9r399tvVYYcdliiySPTIRHMHke9ocM2Xa5blW/SjfFIRzX6jH4F7khLu0XHNf9NNNyXp\nsRP9rGPHjlXt2rVTnTt3jt17iDxUvkjiJA9S/tksf9EXKlvuSdUXnChJf8aJRvTbWejPSPsTvRy5\n7xAn/cP9bFH+l/orSnRz885C/ZX71nV7RN7qsKjEVtblDYylPa2EpNW/R1bb0/ooKCX1nRuRaP9L\nfVeHr9gz6rCoxFYa7Blh4CTtbRgoBssjze1t7Ih3u+22m2rRooW69tprg5WSnF0SAtdcc43q3r27\n2mCDDfT1Q4cOVbNmzVKtWrUqSr7766+/9DXffPNNSfeWi7KBQMOGDdVBBx2krrvuukDeFLOBTvhv\niZej77//Xh166KHhZy455iAg8p0DSaQ7sizfoh9FKlo5mbv1o5wTYrxjyJAh6uWXX1bMHJIULQKL\nFy/WnqMHDx4c7Y3KyF3koQzwAl4aR3mQ8g9YiGWcHpfyF32hjEIs4dIk6wvmdaU/Y5CozDor/Rlp\nfyojT9wlLu1P5d647k5Sf9VhUYmtrNRf+bAUecuHTDT7sy5vBlVpTw0S0a+z3J660ZX6zo1ItP+l\nvqvDV+wZdVhUYisN9oywcJL2Niwki+eT9vY2dsQ7vKjhfQ1PHT/++GPxEpIzSkbg3XffVdOmTVMn\nnnhivTzat2+v3nzzTTVw4EC9f6mllqp33PxZaaWV1DnnnKOaNm2qunTpos477zw90Pt///d/5hRZ\nCwIageOPP1598skn6r777hNEIkbg8ssvV8Skb9myZcR3kuwNAiLfBono11mWb9GPopcvc4d8+pE5\nHvd1t27dVMeOHdVll10W90dN/PMxqWDZZZdVhxxySGzfReShckUTR3mQ8s9e+Yu+ULkyT7q+4ERK\n+jNONKLdzkp/RtqfaOXImXsc9Q/n80W9LfVX1AjX5Z+V+qvujXO3RN5yMYlqj8hbDbLSnkYlYbn5\nZr09dSMi9Z0bkej+S31Xh63YM+qwiHorTfaMMLCS9jYMFP3lkfb2NnbEO4rliCOO0KUzevRof6Uk\nZ5WEwEUXXaTWX399tccee+RcT2jQMWPGaKLUCiuskOP9bumll1b9+/fXMyvvvfde1aFDB3XzzTfr\nMFvNmjXTHs7uvPNOfTwnc9mROQTWXXddHZZ4xIgRirjxkqJBYOrUqeqtt95SeK6UVDkERL4rg7WR\n75NOOqkyN4zhXUQ/qkyhFNKPKvME5d/llFNO0Trce++9V35mkoMnAj///LNiZuCRRx6pll9+ec9z\n4rJT5CH6koizPEj5Z6/8RV+Ivsy5Qxr0BYOU6c/wTtJfN6iEv85af0ban/BlyJ1jnPUP97NG9V/q\nr6iQrZ9v1uqv+m9f90/krQ6LKLdE3uqjK+1pfTyi+CftaS6qpr6T8bxcbMLcM2XKFD2el+XxDjee\nYs9wIxLN/zTZM8JCSNrbsJDMn08W2tulbKNaLFkweFIbNWqUmjdvnmrcuHH+UpIjJSHAQGzbtm3V\n7bffrg444ICCeXz++eeqX79+aubMmcrpzW769OmqZ8+e9a6dPXu29qLHseeff16HFu3cubPaZZdd\n9LL55purfB706mUkf1KHwNtvv60Jmvfcc4/q06dP6t6v2i9EVc73NXfuXPXDDz+oZZZZRq244oq6\n/lx55ZXVqquuqhe28VbpXMy+du3a6euq/S5JvL/Id7SlZuR77bXXVvfff3+0N4t57qIfRVtAQfSj\naJ+kvNzR1/BgjK5HyAJJ4SOA8XHkyJG6r7LKKquEf4MQcxR5CBHMPFnFWR6k/PMUWoi741j+oi+E\nWMAeWaVFX3C+mvRnnGiEv53F/oy0P+HLkTvHOLY/7mesxH+pv6JFOYv1VyFERd4KoVP+MZG3XAyl\nPc3FJOw90p56Iyr1nTcuYe2V+i4/kmLPyI9NGEfSaM8IAxdpb8NAsXAeGWhvhzObNZbp+++/t2wy\niHXqqafG8vmS/lB77rmntfHGG1t///23r1fhvOHDh1v/+Mc/LJs4ZzVo0MBasmRJwWtt8o9le8Oz\nBg0aZNlhLyF4Wquvvrp18MEHW7Y3POvbb78teL0cTB8CdghUq02bNtbvv/+evper8htNmDBBf5u2\nm1b9ffK9uRe+XdtbpWWT8vTyz3/+s945dljCKr9Fsm8v8h1d+Rn5tsOgR3eThOQs+lG0BRVUP4r2\nacrLffLkybpdePnll8vLSK7OQWDhwoWWTWC3hg0blnMsrjtEHqIrmSTIg5R/9spf9IXoypyc06Qv\nOJGS/owTjXC3s9qfkfYnXDly5pYE/cP5vFFvS/0VHcJZrb8KISryVgid8o6JvHnjJ+2pNy5h7JX2\ntDCKUt8Vxqeco1Lf5UdP7Bn5sQnjSFrtGWFgI+1tGCh655GR9vaC2BLvKJYrr7xSk0Teeecd71KS\nvSUhYLvr1mSbadOmBb7e9npnrbHGGtbee+8d+FoIE7b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GQ3QH9JgddtihbG9i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jEDOnhQwDjKTD6MWHg/wkDKYkKHxeF55RmiR4D2Dc8aLIS/xpMGhnI84UHGkzDF0ZdBNe/A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      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "expr.visualize(optimize_graph=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This is a much simpler computation, and is the result of inlining, fusing, and rewriting tasks."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Perform the actual computation\n",
    "To actually run the computation, we can call the `compute` method. \n",
    "\n",
    "We'll also load some diagnostic tools so we can profile the computation afterwards. To read more about the diagnostic options in dask, see the docs [here](http://dask.pydata.org/en/latest/diagnostics.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
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Jt=x(ht.style,\"touchAction\"),Qt=Jt!==r,Kt=\"compute\",te=\"auto\",ee=\"manipulation\",ie=\"none\",ne=\"pan-x\",re=\"pan-y\";$.prototype={set:function(t){t==Kt&&(t=this.compute()),Qt&&(this.manager.element.style[Jt]=t),this.actions=t.toLowerCase().trim()},update:function(){this.set(this.manager.options.touchAction)},compute:function(){var t=[];return a(this.manager.recognizers,function(e){p(e.options.enable,[e])&&(t=t.concat(e.getTouchAction()))}),U(t.join(\" \"))},preventDefaults:function(t){if(!Qt){var e=t.srcEvent,i=t.offsetDirection;if(this.manager.session.prevented)return void e.preventDefault();var n=this.actions,r=_(n,ie),s=_(n,re),o=_(n,ne);return r||s&&i&Rt||o&&i&zt?this.preventSrc(e):void 0}},preventSrc:function(t){this.manager.session.prevented=!0,t.preventDefault()}};var se=1,oe=2,ae=4,le=8,ue=le,he=16,ce=32;G.prototype={defaults:{},set:function(t){return 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this.canEmit()?this.emit(t):void(this.state=ce)},canEmit:function(){for(var t=0;t<this.requireFail.length;){if(!(this.requireFail[t].state&(ce|se)))return!1;t++}return!0},recognize:function(t){var e=l({},t);return p(this.options.enable,[this,e])?(this.state&(ue|he|ce)&&(this.state=se),this.state=this.process(e),void(this.state&(oe|ae|le|he)&&this.tryEmit(e))):(this.reset(),void(this.state=ce))},process:function(t){},getTouchAction:function(){},reset:function(){}},h(Q,G,{defaults:{pointers:1},attrTest:function(t){var e=this.options.pointers;return 0===e||t.pointers.length===e},process:function(t){var e=this.state,i=t.eventType,n=e&(oe|ae),r=this.attrTest(t);return n&&(i&St||!r)?e|he:n||r?i&Tt?e|le:e&oe?e|ae:oe:ce}}),h(K,Q,{defaults:{event:\"pan\",threshold:10,pointers:1,direction:jt},getTouchAction:function(){var t=this.options.direction,e=[];return t&Rt&&e.push(re),t&zt&&e.push(ne),e},directionTest:function(t){var e=this.options,i=!0,n=t.distance,r=t.direction,s=t.deltaX,o=t.deltaY;return r&e.direction||(e.direction&Rt?(r=0===s?At:0>s?Pt:Et,i=s!=this.pX,n=Math.abs(t.deltaX)):(r=0===o?At:0>o?It:Nt,i=o!=this.pY,n=Math.abs(t.deltaY))),t.direction=r,i&&n>e.threshold&&r&e.direction},attrTest:function(t){return Q.prototype.attrTest.call(this,t)&&(this.state&oe||!(this.state&oe)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this._super.emit.call(this,t)}}),h(tt,Q,{defaults:{event:\"pinch\",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||this.state&oe)},emit:function(t){if(this._super.emit.call(this,t),1!==t.scale){var e=t.scale<1?\"in\":\"out\";this.manager.emit(this.options.event+e,t)}}}),h(et,G,{defaults:{event:\"press\",pointers:1,time:500,threshold:5},getTouchAction:function(){return[te]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime>e.time;if(this._input=t,!n||!i||t.eventType&(Tt|St)&&!r)this.reset();else if(t.eventType&Ct)this.reset(),this._timer=s(function(){this.state=ue,this.tryEmit()},e.time,this);else if(t.eventType&Tt)return ue;return ce},reset:function(){clearTimeout(this._timer)},emit:function(t){this.state===ue&&(t&&t.eventType&Tt?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=ft(),this.manager.emit(this.options.event,this._input)))}}),h(it,Q,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||this.state&oe)}}),h(nt,Q,{defaults:{event:\"swipe\",threshold:10,velocity:.65,direction:Rt|zt,pointers:1},getTouchAction:function(){return K.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return i&(Rt|zt)?e=t.velocity:i&Rt?e=t.velocityX:i&zt&&(e=t.velocityY),this._super.attrTest.call(this,t)&&i&t.direction&&t.distance>this.options.threshold&&dt(e)>this.options.velocity&&t.eventType&Tt},emit:function(t){var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),h(rt,G,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:2,posThreshold:10},getTouchAction:function(){return[ee]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime<e.time;if(this.reset(),t.eventType&Ct&&0===this.count)return this.failTimeout();if(n&&r&&i){if(t.eventType!=Tt)return this.failTimeout();var o=this.pTime?t.timeStamp-this.pTime<e.interval:!0,a=!this.pCenter||z(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,a&&o?this.count+=1:this.count=1,this._input=t;var l=this.count%e.taps;if(0===l)return this.hasRequireFailures()?(this._timer=s(function(){this.state=ue,this.tryEmit()},e.interval,this),oe):ue}return ce},failTimeout:function(){return this._timer=s(function(){this.state=ce},this.options.interval,this),ce},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==ue&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),st.VERSION=\"2.0.4\",st.defaults={domEvents:!1,touchAction:Kt,enable:!0,inputTarget:null,inputClass:null,preset:[[it,{enable:!1}],[tt,{enable:!1},[\"rotate\"]],[nt,{direction:Rt}],[K,{direction:Rt},[\"swipe\"]],[rt],[rt,{event:\"doubletap\",taps:2},[\"tap\"]],[et]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}};var pe=1,de=2;ot.prototype={set:function(t){return l(this.options,t),t.touchAction&&this.touchAction.update(),t.inputTarget&&(this.input.destroy(),this.input.target=t.inputTarget,this.input.init()),this},stop:function(t){this.session.stopped=t?de:pe},recognize:function(t){var e=this.session;if(!e.stopped){this.touchAction.preventDefaults(t);var i,n=this.recognizers,r=e.curRecognizer;(!r||r&&r.state&ue)&&(r=e.curRecognizer=null);for(var s=0;s<n.length;)i=n[s],e.stopped===de||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&i.state&(oe|ae|le)&&(r=e.curRecognizer=i),s++}},get:function(t){if(t instanceof G)return t;for(var e=this.recognizers,i=0;i<e.length;i++)if(e[i].options.event==t)return e[i];return null},add:function(t){if(o(t,\"add\",this))return this;var e=this.get(t.options.event);return e&&this.remove(e),this.recognizers.push(t),t.manager=this,this.touchAction.update(),t},remove:function(t){if(o(t,\"remove\",this))return this;var e=this.recognizers;return t=this.get(t),e.splice(y(e,t),1),this.touchAction.update(),this},on:function(t,e){var i=this.handlers;return a(v(t),function(t){i[t]=i[t]||[],i[t].push(e)}),this},off:function(t,e){var i=this.handlers;return a(v(t),function(t){e?i[t].splice(y(i[t],e),1):delete i[t]}),this},emit:function(t,e){this.options.domEvents&&lt(t,e);var i=this.handlers[t]&&this.handlers[t].slice();if(i&&i.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var n=0;n<i.length;)i[n](e),n++}},destroy:function(){this.element&&at(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},l(st,{INPUT_START:Ct,INPUT_MOVE:Dt,INPUT_END:Tt,INPUT_CANCEL:St,STATE_POSSIBLE:se,STATE_BEGAN:oe,STATE_CHANGED:ae,STATE_ENDED:le,STATE_RECOGNIZED:ue,STATE_CANCELLED:he,STATE_FAILED:ce,DIRECTION_NONE:At,DIRECTION_LEFT:Pt,DIRECTION_RIGHT:Et,DIRECTION_UP:It,DIRECTION_DOWN:Nt,DIRECTION_HORIZONTAL:Rt,DIRECTION_VERTICAL:zt,DIRECTION_ALL:jt,Manager:ot,Input:C,TouchAction:$,TouchInput:q,MouseInput:L,PointerEventInput:H,TouchMouseInput:V,SingleTouchInput:B,Recognizer:G,AttrRecognizer:Q,Tap:rt,Pan:K,Swipe:nt,Pinch:tt,Rotate:it,Press:et,on:f,off:g,each:a,merge:u,extend:l,inherit:h,bindFn:c,prefixed:x}),typeof define==ct&&define.amd?define(function(){return st}):\"undefined\"!=typeof e&&e.exports?e.exports=st:t[n]=st}(window,document,\"Hammer\")},{}],4:[function(t,e,i){!function(t){\"function\"==typeof define&&define.amd?define([\"jquery\"],t):\"object\"==typeof i?e.exports=t:t(jQuery)}(function(t){function e(e){var o=e||window.event,a=l.call(arguments,1),u=0,c=0,p=0,d=0,f=0,g=0;if(e=t.event.fix(o),e.type=\"mousewheel\",\"detail\"in o&&(p=-1*o.detail),\"wheelDelta\"in o&&(p=o.wheelDelta),\"wheelDeltaY\"in o&&(p=o.wheelDeltaY),\"wheelDeltaX\"in o&&(c=-1*o.wheelDeltaX),\"axis\"in o&&o.axis===o.HORIZONTAL_AXIS&&(c=-1*p,p=0),u=0===p?c:p,\"deltaY\"in o&&(p=-1*o.deltaY,u=p),\"deltaX\"in o&&(c=o.deltaX,0===p&&(u=-1*c)),0!==p||0!==c){if(1===o.deltaMode){var m=t.data(this,\"mousewheel-line-height\");u*=m,p*=m,c*=m}else if(2===o.deltaMode){var _=t.data(this,\"mousewheel-page-height\");u*=_,p*=_,c*=_}if(d=Math.max(Math.abs(p),Math.abs(c)),(!s||s>d)&&(s=d,n(o,d)&&(s/=40)),n(o,d)&&(u/=40,c/=40,p/=40),u=Math[u>=1?\"floor\":\"ceil\"](u/s),c=Math[c>=1?\"floor\":\"ceil\"](c/s),p=Math[p>=1?\"floor\":\"ceil\"](p/s),h.settings.normalizeOffset&&this.getBoundingClientRect){var v=this.getBoundingClientRect();f=e.clientX-v.left,g=e.clientY-v.top}return e.deltaX=c,e.deltaY=p,e.deltaFactor=s,e.offsetX=f,e.offsetY=g,e.deltaMode=0,a.unshift(e,u,c,p),r&&clearTimeout(r),r=setTimeout(i,200),(t.event.dispatch||t.event.handle).apply(this,a)}}function i(){s=null}function n(t,e){return h.settings.adjustOldDeltas&&\"mousewheel\"===t.type&&e%120===0}var r,s,o=[\"wheel\",\"mousewheel\",\"DOMMouseScroll\",\"MozMousePixelScroll\"],a=\"onwheel\"in document||document.documentMode>=9?[\"wheel\"]:[\"mousewheel\",\"DomMouseScroll\",\"MozMousePixelScroll\"],l=Array.prototype.slice;if(t.event.fixHooks)for(var u=o.length;u;)t.event.fixHooks[o[--u]]=t.event.mouseHooks;var h=t.event.special.mousewheel={version:\"3.1.12\",setup:function(){if(this.addEventListener)for(var i=a.length;i;)this.addEventListener(a[--i],e,!1);else this.onmousewheel=e;t.data(this,\"mousewheel-line-height\",h.getLineHeight(this)),t.data(this,\"mousewheel-page-height\",h.getPageHeight(this))},teardown:function(){if(this.removeEventListener)for(var i=a.length;i;)this.removeEventListener(a[--i],e,!1);else this.onmousewheel=null;t.removeData(this,\"mousewheel-line-height\"),t.removeData(this,\"mousewheel-page-height\")},getLineHeight:function(e){var i=t(e),n=i[\"offsetParent\"in t.fn?\"offsetParent\":\"parent\"]();return n.length||(n=t(\"body\")),parseInt(n.css(\"fontSize\"),10)||parseInt(i.css(\"fontSize\"),10)||16},getPageHeight:function(e){return t(e).height()},settings:{adjustOldDeltas:!0,normalizeOffset:!0}};t.fn.extend({mousewheel:function(t){return t?this.bind(\"mousewheel\",t):this.trigger(\"mousewheel\")},unmousewheel:function(t){return this.unbind(\"mousewheel\",t)}})})},{}],5:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./position\"),t(\"./menu\"),function(t,e){t.widget(\"ui.autocomplete\",{version:\"1.10.4\",defaultElement:\"<input>\",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:\"left top\",at:\"left bottom\",collision:\"none\"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var e,i,n,r=this.element[0].nodeName.toLowerCase(),s=\"textarea\"===r,o=\"input\"===r;this.isMultiLine=s?!0:o?!1:this.element.prop(\"isContentEditable\"),this.valueMethod=this.element[s||o?\"val\":\"text\"],this.isNewMenu=!0,this.element.addClass(\"ui-autocomplete-input\").attr(\"autocomplete\",\"off\"),this._on(this.element,{keydown:function(r){if(this.element.prop(\"readOnly\"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move(\"previousPage\",r);break;case s.PAGE_DOWN:e=!0,this._move(\"nextPage\",r);break;case s.UP:e=!0,this._keyEvent(\"previous\",r);break;case s.DOWN:e=!0,this._keyEvent(\"next\",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(\":visible\")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(\":visible\"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move(\"previousPage\",n);break;case r.PAGE_DOWN:this._move(\"nextPage\",n);break;case r.UP:this._keyEvent(\"previous\",n);break;case r.DOWN:this._keyEvent(\"next\",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t(\"<ul>\").addClass(\"ui-autocomplete ui-front\").appendTo(this._appendTo()).menu({role:null}).hide().data(\"ui-menu\"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(\".ui-menu-item\").length||this._delay(function(){var e=this;this.document.one(\"mousedown\",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one(\"mousemove\",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data(\"ui-autocomplete-item\");!1!==this._trigger(\"focus\",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data(\"ui-autocomplete-item\"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger(\"select\",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t(\"<span>\",{role:\"status\",\"aria-live\":\"polite\"}).addClass(\"ui-helper-hidden-accessible\").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass(\"ui-autocomplete-input\").removeAttr(\"autocomplete\"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),\"source\"===t&&this._initSource(),\"appendTo\"===t&&this.menu.element.appendTo(this._appendTo()),\"disabled\"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(\".ui-front\")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):\"string\"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:\"json\",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger(\"search\",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass(\"ui-autocomplete-loading\"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var e=++this.requestIndex;return t.proxy(function(t){e===this.requestIndex&&this.__response(t),this.pending--,this.pending||this.element.removeClass(\"ui-autocomplete-loading\")},this)},__response:function(t){t&&(t=this._normalize(t)),this._trigger(\"response\",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger(\"open\")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(\":visible\")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger(\"close\",t))},_change:function(t){this.previous!==this._value()&&this._trigger(\"change\",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return\"string\"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width(\"\").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data(\"ui-autocomplete-item\",e)},_renderItem:function(e,i){return t(\"<li>\").append(t(\"<a>\").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(\":visible\")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(\":visible\"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),\"i\");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget(\"ui.autocomplete\",t.ui.autocomplete,{options:{messages:{noResults:\"No search results.\",results:function(t){return t+(t>1?\" results are\":\" result is\")+\" available, use up and down arrow keys to navigate.\"}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n)},{\"./core\":7,\"./menu\":12,\"./position\":14,\"./widget\":17,jquery:18}],6:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),function(t,e){var i,n=\"ui-button ui-widget ui-state-default ui-corner-all\",r=\"ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only\",s=function(){var e=t(this);setTimeout(function(){e.find(\":ui-button\").button(\"refresh\")},1)},o=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,\"\\\\'\"),r=n?t(n).find(\"[name='\"+i+\"']\"):t(\"[name='\"+i+\"']\",e.ownerDocument).filter(function(){return!this.form})),r};t.widget(\"ui.button\",{version:\"1.10.4\",defaultElement:\"<button>\",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest(\"form\").unbind(\"reset\"+this.eventNamespace).bind(\"reset\"+this.eventNamespace,s),\"boolean\"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop(\"disabled\"):this.element.prop(\"disabled\",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr(\"title\");var e=this,r=this.options,a=\"checkbox\"===this.type||\"radio\"===this.type,l=a?\"\":\"ui-state-active\";null===r.label&&(r.label=\"input\"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(n).attr(\"role\",\"button\").bind(\"mouseenter\"+this.eventNamespace,function(){r.disabled||this===i&&t(this).addClass(\"ui-state-active\")}).bind(\"mouseleave\"+this.eventNamespace,function(){r.disabled||t(this).removeClass(l)}).bind(\"click\"+this.eventNamespace,function(t){r.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass(\"ui-state-focus\")},blur:function(){this.buttonElement.removeClass(\"ui-state-focus\")}}),a&&this.element.bind(\"change\"+this.eventNamespace,function(){e.refresh()}),\"checkbox\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){return r.disabled?!1:void 0}):\"radio\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){if(r.disabled)return!1;t(this).addClass(\"ui-state-active\"),e.buttonElement.attr(\"aria-pressed\",\"true\");var i=e.element[0];o(i).not(i).map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):(this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(){return r.disabled?!1:(t(this).addClass(\"ui-state-active\"),i=this,void e.document.one(\"mouseup\",function(){i=null}))}).bind(\"mouseup\"+this.eventNamespace,function(){return r.disabled?!1:void t(this).removeClass(\"ui-state-active\")}).bind(\"keydown\"+this.eventNamespace,function(e){return r.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass(\"ui-state-active\"))}).bind(\"keyup\"+this.eventNamespace+\" blur\"+this.eventNamespace,function(){t(this).removeClass(\"ui-state-active\")}),this.buttonElement.is(\"a\")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption(\"disabled\",r.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is(\"[type=checkbox]\")?this.type=\"checkbox\":this.element.is(\"[type=radio]\")?this.type=\"radio\":this.element.is(\"input\")?this.type=\"input\":this.type=\"button\",\"checkbox\"===this.type||\"radio\"===this.type?(t=this.element.parents().last(),e=\"label[for='\"+this.element.attr(\"id\")+\"']\",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass(\"ui-helper-hidden-accessible\"),i=this.element.is(\":checked\"),i&&this.buttonElement.addClass(\"ui-state-active\"),this.buttonElement.prop(\"aria-pressed\",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass(\"ui-helper-hidden-accessible\"),this.buttonElement.removeClass(n+\" ui-state-active \"+r).removeAttr(\"role\").removeAttr(\"aria-pressed\").html(this.buttonElement.find(\".ui-button-text\").html()),this.hasTitle||this.buttonElement.removeAttr(\"title\")},_setOption:function(t,e){return this._super(t,e),\"disabled\"===t?(this.element.prop(\"disabled\",!!e),void(e&&this.buttonElement.removeClass(\"ui-state-focus\"))):void this._resetButton()},refresh:function(){var e=this.element.is(\"input, button\")?this.element.is(\":disabled\"):this.element.hasClass(\"ui-button-disabled\");e!==this.options.disabled&&this._setOption(\"disabled\",e),\"radio\"===this.type?o(this.element[0]).each(function(){t(this).is(\":checked\")?t(this).button(\"widget\").addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):t(this).button(\"widget\").removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):\"checkbox\"===this.type&&(this.element.is(\":checked\")?this.buttonElement.addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):this.buttonElement.removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\"))},_resetButton:function(){if(\"input\"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(r),i=t(\"<span></span>\",this.document[0]).addClass(\"ui-button-text\").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,s=n.primary&&n.secondary,o=[];n.primary||n.secondary?(this.options.text&&o.push(\"ui-button-text-icon\"+(s?\"s\":n.primary?\"-primary\":\"-secondary\")),n.primary&&e.prepend(\"<span class='ui-button-icon-primary ui-icon \"+n.primary+\"'></span>\"),n.secondary&&e.append(\"<span class='ui-button-icon-secondary ui-icon \"+n.secondary+\"'></span>\"),this.options.text||(o.push(s?\"ui-button-icons-only\":\"ui-button-icon-only\"),this.hasTitle||e.attr(\"title\",t.trim(i)))):o.push(\"ui-button-text-only\"),e.addClass(o.join(\" \"))}}),t.widget(\"ui.buttonset\",{version:\"1.10.4\",options:{items:\"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)\"},_create:function(){this.element.addClass(\"ui-buttonset\")},_init:function(){this.refresh()},_setOption:function(t,e){\"disabled\"===t&&this.buttons.button(\"option\",t,e),this._super(t,e)},refresh:function(){var e=\"rtl\"===this.element.css(\"direction\");this.buttons=this.element.find(this.options.items).filter(\":ui-button\").button(\"refresh\").end().not(\":ui-button\").button().end().map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-all ui-corner-left ui-corner-right\").filter(\":first\").addClass(e?\"ui-corner-right\":\"ui-corner-left\").end().filter(\":last\").addClass(e?\"ui-corner-left\":\"ui-corner-right\").end().end()},_destroy:function(){this.element.removeClass(\"ui-buttonset\"),this.buttons.map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-left ui-corner-right\").end().button(\"destroy\")}})}(n)},{\"./core\":7,\"./widget\":17,jquery:18}],7:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return\"area\"===a?(r=e.parentNode,s=r.name,e.href&&s&&\"map\"===r.nodeName.toLowerCase()?(o=t(\"img[usemap=#\"+s+\"]\")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:\"a\"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return\"hidden\"===t.css(this,\"visibility\")}).length}var r=0,s=/^ui-id-\\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:\"1.10.4\",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return\"number\"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css(\"position\"))||/absolute/.test(this.css(\"position\"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,\"position\"))&&/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0),/fixed/.test(this.css(\"position\"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css(\"zIndex\",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css(\"position\"),(\"absolute\"===n||\"relative\"===n||\"fixed\"===n)&&(r=parseInt(s.css(\"zIndex\"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id=\"ui-id-\"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr(\"id\")})}}),t.extend(t.expr[\":\"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,\"tabindex\")))},tabbable:function(e){var n=t.attr(e,\"tabindex\"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t(\"<a>\").outerWidth(1).jquery||t.each([\"Width\",\"Height\"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,\"padding\"+this))||0,n&&(i-=parseFloat(t.css(e,\"border\"+this+\"Width\"))||0),r&&(i-=parseFloat(t.css(e,\"margin\"+this))||0);\n",
       "        }),i}var s=\"Width\"===n?[\"Left\",\"Right\"]:[\"Top\",\"Bottom\"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn[\"inner\"+n]=function(i){return i===e?a[\"inner\"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+\"px\")})},t.fn[\"outer\"+n]=function(e,i){return\"number\"!=typeof e?a[\"outer\"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+\"px\")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t(\"<a>\").data(\"a-b\",\"a\").removeData(\"a-b\").data(\"a-b\")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart=\"onselectstart\"in document.createElement(\"div\"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?\"selectstart\":\"mousedown\")+\".ui-disableSelection\",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(\".ui-disableSelection\")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if(\"hidden\"===t(e).css(\"overflow\"))return!1;var n=i&&\"left\"===i?\"scrollLeft\":\"scrollTop\",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n)},{jquery:18}],8:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId=\"ui-datepicker-div\",this._inlineClass=\"ui-datepicker-inline\",this._appendClass=\"ui-datepicker-append\",this._triggerClass=\"ui-datepicker-trigger\",this._dialogClass=\"ui-datepicker-dialog\",this._disableClass=\"ui-datepicker-disabled\",this._unselectableClass=\"ui-datepicker-unselectable\",this._currentClass=\"ui-datepicker-current-day\",this._dayOverClass=\"ui-datepicker-days-cell-over\",this.regional=[],this.regional[\"\"]={closeText:\"Done\",prevText:\"Prev\",nextText:\"Next\",currentText:\"Today\",monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],weekHeader:\"Wk\",dateFormat:\"mm/dd/yy\",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:\"\"},this._defaults={showOn:\"focus\",showAnim:\"fadeIn\",showOptions:{},defaultDate:null,appendText:\"\",buttonText:\"...\",buttonImage:\"\",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:\"c-10:c+10\",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:\"+10\",minDate:null,maxDate:null,duration:\"fast\",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:\"\",altFormat:\"\",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[\"\"]),this.dpDiv=n(t(\"<div id='\"+this._mainDivId+\"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\"))}function n(e){var i=\"button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a\";return e.delegate(i,\"mouseout\",function(){t(this).removeClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).removeClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).removeClass(\"ui-datepicker-next-hover\")}).delegate(i,\"mouseover\",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(\".ui-datepicker-calendar\").find(\"a\").removeClass(\"ui-state-hover\"),t(this).addClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).addClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).addClass(\"ui-datepicker-next-hover\"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:\"1.10.4\"}});var s,o=\"datepicker\";t.extend(i.prototype,{markerClassName:\"hasDatepicker\",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r=\"div\"===n||\"span\"===n,e.id||(this.uuid+=1,e.id=\"dp\"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),\"input\"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\\-])/g,\"\\\\\\\\$1\");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t(\"<div class='\"+this._inlineClass+\" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,\"appendText\"),a=this._get(i,\"isRTL\");i.append&&i.append.remove(),o&&(i.append=t(\"<span class='\"+this._appendClass+\"'>\"+o+\"</span>\"),e[a?\"before\":\"after\"](i.append)),e.unbind(\"focus\",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,\"showOn\"),(\"focus\"===n||\"both\"===n)&&e.focus(this._showDatepicker),(\"button\"===n||\"both\"===n)&&(r=this._get(i,\"buttonText\"),s=this._get(i,\"buttonImage\"),i.trigger=t(this._get(i,\"buttonImageOnly\")?t(\"<img/>\").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t(\"<button type='button'></button>\").addClass(this._triggerClass).html(s?t(\"<img/>\").attr({src:s,alt:r,title:r}):r)),e[a?\"before\":\"after\"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,\"autoSize\")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,\"dateFormat\");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?\"monthNames\":\"monthNamesShort\"))),s.setDate(e(this._get(t,o.match(/DD/)?\"dayNames\":\"dayNamesShort\"))+20-s.getDay())),t.input.attr(\"size\",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css(\"display\",\"block\"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l=\"dp\"+this.uuid,this._dialogInput=t(\"<input type='text' id='\"+l+\"' style='position: absolute; top: -100px; width: 0px;'/>\"),this._dialogInput.keydown(this._doKeyDown),t(\"body\").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css(\"left\",this._pos[0]+20+\"px\").css(\"top\",this._pos[1]+\"px\"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),\"input\"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind(\"focus\",this._showDatepicker).unbind(\"keydown\",this._doKeyDown).unbind(\"keypress\",this._doKeyPress).unbind(\"keyup\",this._doKeyUp)):(\"div\"===i||\"span\"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!1,s.trigger.filter(\"button\").each(function(){this.disabled=!1}).end().filter(\"img\").css({opacity:\"1.0\",cursor:\"\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().removeClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!0,s.trigger.filter(\"button\").each(function(){this.disabled=!0}).end().filter(\"img\").css({opacity:\"0.5\",cursor:\"default\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().addClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw\"Missing instance data for this datepicker\"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&\"string\"==typeof n?\"defaults\"===n?t.extend({},t.datepicker._defaults):h?\"all\"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},\"string\"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,\"min\"),u=this._getMinMaxDate(h,\"max\"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),\"disabled\"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(\".ui-datepicker-rtl\");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t(\"td.\"+t.datepicker._dayOverClass+\":not(.\"+t.datepicker._currentClass+\")\",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,\"onSelect\"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,\"D\"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,\"D\"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,\"constrainInput\")?(i=t.datepicker._possibleChars(t.datepicker._get(r,\"dateFormat\")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||\" \">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,\"dateFormat\"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,\"input\"!==e.nodeName.toLowerCase()&&(e=t(\"input\",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,\"beforeShow\"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=\"\"),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|=\"fixed\"===t(this).css(\"position\"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:\"absolute\",display:\"block\",top:\"-1000px\"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?\"static\":o?\"fixed\":\"absolute\",display:\"none\",left:a.left+\"px\",top:a.top+\"px\"}),i.inline||(l=t.datepicker._get(i,\"showAnim\"),u=t.datepicker._get(i,\"duration\"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,\"showOptions\"),u):i.dpDiv[l||\"show\"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find(\".\"+this._dayOverClass+\" a\").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass(\"ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4\").width(\"\"),r>1&&e.dpDiv.addClass(\"ui-datepicker-multi-\"+r).css(\"width\",o*r+\"em\"),e.dpDiv[(1!==n[0]||1!==n[1]?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-multi\"),e.dpDiv[(this._get(e,\"isRTL\")?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-rtl\"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find(\"select.ui-datepicker-year:first\").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(\":visible\")&&!t.input.is(\":disabled\")&&!t.input.is(\":focus\")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,\"isRTL\")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,\"isRTL\");e&&(\"hidden\"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?\"previousSibling\":\"nextSibling\"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,\"showAnim\"),n=this._get(a,\"duration\"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,\"showOptions\"),n,r):a.dpDiv[\"slideDown\"===i?\"slideUp\":\"fadeIn\"===i?\"fadeOut\":\"hide\"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,\"onClose\"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():\"\",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:\"absolute\",left:\"0\",top:\"-100px\"}),t.blockUI&&(t.unblockUI(),t(\"body\").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(\".ui-datepicker-calendar\")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents(\"#\"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest(\".\"+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+(\"M\"===n?this._get(s,\"showCurrentAtPos\"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,\"gotoCurrent\")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s[\"selected\"+(\"M\"===n?\"Month\":\"Year\")]=s[\"draw\"+(\"M\"===n?\"Month\":\"Year\")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t(\"a\",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,\"\")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,\"onSelect\"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger(\"change\"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],\"object\"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,\"altField\");s&&(i=this._get(e,\"altFormat\")||this._get(e,\"dateFormat\"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,\"\"]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw\"Invalid arguments\";if(i=\"object\"==typeof i?i.toString():i+\"\",\"\"===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h=\"string\"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n=\"@\"===t?14:\"!\"===t?20:\"y\"===t&&e?4:\"o\"===t?3:2,r=new RegExp(\"^\\\\d{1,\"+n+\"}\"),s=i.substring(l).match(r);if(!s)throw\"Missing number at position \"+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw\"Unknown name at position \"+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw\"Unexpected literal at position \"+l;l++};for(r=0;r<e.length;r++)if(y)\"'\"!==e.charAt(r)||b(\"'\")?k():y=!1;else switch(e.charAt(r)){case\"d\":_=w(\"d\");break;case\"D\":x(\"D\",c,p);break;case\"o\":v=w(\"o\");break;case\"m\":m=w(\"m\");break;case\"M\":m=x(\"M\",d,f);break;case\"y\":g=w(\"y\");break;case\"@\":a=new Date(w(\"@\")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"!\":a=new Date((w(\"!\")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"'\":b(\"'\")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\\s+/.test(o)))throw\"Extra/unparsed characters found in date: \"+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw\"Invalid date\";return a},ATOM:\"yy-mm-dd\",COOKIE:\"D, dd M yy\",ISO_8601:\"yy-mm-dd\",RFC_822:\"D, d M y\",RFC_850:\"DD, dd-M-y\",RFC_1036:\"D, d M y\",RFC_1123:\"D, d M yy\",RFC_2822:\"D, d M yy\",RSS:\"D, d M y\",TICKS:\"!\",TIMESTAMP:\"@\",W3C:\"yy-mm-dd\",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return\"\";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=\"\"+e;if(l(t))for(;n.length<i;)n=\"0\"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c=\"\",p=!1;if(e)for(n=0;n<t.length;n++)if(p)\"'\"!==t.charAt(n)||l(\"'\")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case\"d\":c+=u(\"d\",e.getDate(),2);break;case\"D\":c+=h(\"D\",e.getDay(),r,s);break;case\"o\":c+=u(\"o\",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case\"m\":c+=u(\"m\",e.getMonth()+1,2);break;case\"M\":c+=h(\"M\",e.getMonth(),o,a);break;case\"y\":c+=l(\"y\")?e.getFullYear():(e.getYear()%100<10?\"0\":\"\")+e.getYear()%100;break;case\"@\":c+=e.getTime();break;case\"!\":c+=1e4*e.getTime()+this._ticksTo1970;break;case\"'\":l(\"'\")?c+=\"'\":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i=\"\",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)\"'\"!==t.charAt(e)||r(\"'\")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case\"d\":case\"m\":case\"y\":case\"@\":i+=\"0123456789\";break;case\"D\":case\"M\":return null;case\"'\":r(\"'\")?i+=\"'\":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,\"dateFormat\"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?\"\":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,\"defaultDate\"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,\"dateFormat\"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\\-]?[0-9]+)\\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||\"d\"){case\"d\":case\"D\":a+=parseInt(u[1],10);break;case\"w\":case\"W\":a+=7*parseInt(u[1],10);break;case\"m\":case\"M\":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case\"y\":case\"Y\":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||\"\"===i?n:\"string\"==typeof i?s(i):\"number\"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&\"Invalid Date\"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?\"\":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&\"\"===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,\"stepMonths\"),n=\"#\"+e.id.replace(/\\\\\\\\/g,\"\\\\\");e.dpDiv.find(\"[data-handler]\").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,\"M\")},next:function(){t.datepicker._adjustDate(n,+i,\"M\")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute(\"data-month\"),+this.getAttribute(\"data-year\"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,\"M\"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,\"Y\"),!1}};t(this).bind(this.getAttribute(\"data-event\"),e[this.getAttribute(\"data-handler\")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,\"isRTL\"),q=this._get(t,\"showButtonPanel\"),Y=this._get(t,\"hideIfNoPrevNext\"),V=this._get(t,\"navigationAsDateFormat\"),$=this._getNumberOfMonths(t),U=this._get(t,\"showCurrentAtPos\"),G=this._get(t,\"stepMonths\"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,\"min\"),Q=this._getMinMaxDate(t,\"max\"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,\"prevText\"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?\"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\",r=this._get(t,\"nextText\"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?\"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\",o=this._get(t,\"currentText\"),a=this._get(t,\"gotoCurrent\")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?\"\":\"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>\"+this._get(t,\"closeText\")+\"</button>\",u=q?\"<div class='ui-datepicker-buttonpane ui-widget-content'>\"+(W?l:\"\")+(this._isInRange(t,a)?\"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>\"+o+\"</button>\":\"\")+(W?\"\":l)+\"</div>\":\"\",h=parseInt(this._get(t,\"firstDay\"),10),h=isNaN(h)?0:h,c=this._get(t,\"showWeek\"),p=this._get(t,\"dayNames\"),d=this._get(t,\"dayNamesMin\"),f=this._get(t,\"monthNames\"),g=this._get(t,\"monthNamesShort\"),m=this._get(t,\"beforeShowDay\"),_=this._get(t,\"showOtherMonths\"),v=this._get(t,\"selectOtherMonths\"),y=this._getDefaultDate(t),b=\"\",x=0;x<$[0];x++){for(k=\"\",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=\" ui-corner-all\",T=\"\",X){if(T+=\"<div class='ui-datepicker-group\",$[1]>1)switch(M){case 0:T+=\" ui-datepicker-group-first\",D=\" ui-corner-\"+(W?\"right\":\"left\");break;case $[1]-1:T+=\" ui-datepicker-group-last\",D=\" ui-corner-\"+(W?\"left\":\"right\");break;default:T+=\" ui-datepicker-group-middle\",D=\"\"}T+=\"'>\"}for(T+=\"<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix\"+D+\"'>\"+(/all|left/.test(D)&&0===x?W?s:n:\"\")+(/all|right/.test(D)&&0===x?W?n:s:\"\")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+\"</div><table class='ui-datepicker-calendar'><thead><tr>\",S=c?\"<th class='ui-datepicker-week-col'>\"+this._get(t,\"weekHeader\")+\"</th>\":\"\",w=0;7>w;w++)A=(w+h)%7,S+=\"<th\"+((w+h+6)%7>=5?\" class='ui-datepicker-week-end'\":\"\")+\"><span title='\"+p[A]+\"'>\"+d[A]+\"</span></th>\";for(T+=S+\"</tr></thead><tbody>\",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+=\"<tr>\",j=c?\"<td class='ui-datepicker-week-col'>\"+this._get(t,\"calculateWeek\")(R)+\"</td>\":\"\",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,\"\"],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+=\"<td class='\"+((w+h+6)%7>=5?\" ui-datepicker-week-end\":\"\")+(F?\" ui-datepicker-other-month\":\"\")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?\" \"+this._dayOverClass:\"\")+(L?\" \"+this._unselectableClass+\" ui-state-disabled\":\"\")+(F&&!_?\"\":\" \"+O[1]+(R.getTime()===Z.getTime()?\" \"+this._currentClass:\"\")+(R.getTime()===B.getTime()?\" ui-datepicker-today\":\"\"))+\"'\"+(F&&!_||!O[2]?\"\":\" title='\"+O[2].replace(/'/g,\"&#39;\")+\"'\")+(L?\"\":\" data-handler='selectDay' data-event='click' data-month='\"+R.getMonth()+\"' data-year='\"+R.getFullYear()+\"'\")+\">\"+(F&&!_?\"&#xa0;\":L?\"<span class='ui-state-default'>\"+R.getDate()+\"</span>\":\"<a class='ui-state-default\"+(R.getTime()===B.getTime()?\" ui-state-highlight\":\"\")+(R.getTime()===Z.getTime()?\" ui-state-active\":\"\")+(F?\" ui-priority-secondary\":\"\")+\"' href='#'>\"+R.getDate()+\"</a>\")+\"</td>\",\n",
       "        R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+\"</tr>\"}K++,K>11&&(K=0,tt++),T+=\"</tbody></table>\"+(X?\"</div>\"+($[0]>0&&M===$[1]-1?\"<div class='ui-datepicker-row-break'></div>\":\"\"):\"\"),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,\"changeMonth\"),_=this._get(t,\"changeYear\"),v=this._get(t,\"showMonthAfterYear\"),y=\"<div class='ui-datepicker-title'>\",b=\"\";if(s||!m)b+=\"<span class='ui-datepicker-month'>\"+o[e]+\"</span>\";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+=\"<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>\",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+=\"<option value='\"+h+\"'\"+(h===e?\" selected='selected'\":\"\")+\">\"+a[h]+\"</option>\");b+=\"</select>\"}if(v||(y+=b+(!s&&m&&_?\"\":\"&#xa0;\")),!t.yearshtml)if(t.yearshtml=\"\",s||!_)y+=\"<span class='ui-datepicker-year'>\"+i+\"</span>\";else{for(c=this._get(t,\"yearRange\").split(\":\"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||\"\")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+=\"<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>\";g>=f;f++)t.yearshtml+=\"<option value='\"+f+\"'\"+(f===i?\" selected='selected'\":\"\")+\">\"+f+\"</option>\";t.yearshtml+=\"</select>\",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,\"yearSuffix\"),v&&(y+=(!s&&m&&_?\"\":\"&#xa0;\")+b),y+=\"</div>\"},_adjustInstDate:function(t,e,i){var n=t.drawYear+(\"Y\"===i?e:0),r=t.drawMonth+(\"M\"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+(\"D\"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),(\"M\"===i||\"Y\"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,\"min\"),n=this._getMinMaxDate(t,\"max\"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,\"onChangeMonthYear\");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,\"numberOfMonths\");return null==e?[1,1]:\"number\"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+\"Date\"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,\"min\"),s=this._getMinMaxDate(t,\"max\"),o=null,a=null,l=this._get(t,\"yearRange\");return l&&(i=l.split(\":\"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\\-].*/)&&(o+=n),i[1].match(/[+\\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,\"shortYearCutoff\");return e=\"string\"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,\"dayNamesShort\"),dayNames:this._get(t,\"dayNames\"),monthNamesShort:this._get(t,\"monthNamesShort\"),monthNames:this._get(t,\"monthNames\")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?\"object\"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,\"dateFormat\"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t(\"#\"+t.datepicker._mainDivId).length&&t(\"body\").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return\"string\"!=typeof e||\"isDisabled\"!==e&&\"getDate\"!==e&&\"widget\"!==e?\"option\"===e&&2===arguments.length&&\"string\"==typeof arguments[1]?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){\"string\"==typeof e?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version=\"1.10.4\"}(n)},{\"./core\":7,jquery:18}],9:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./mouse\"),t(\"./widget\"),function(t,e){t.widget(\"ui.draggable\",t.ui.mouse,{version:\"1.10.4\",widgetEventPrefix:\"drag\",options:{addClasses:!0,appendTo:\"parent\",axis:!1,connectToSortable:!1,containment:!1,cursor:\"auto\",cursorAt:!1,grid:!1,handle:!1,helper:\"original\",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:\"default\",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:\"both\",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){\"original\"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css(\"position\"))||(this.element[0].style.position=\"relative\"),this.options.addClasses&&this.element.addClass(\"ui-draggable\"),this.options.disabled&&this.element.addClass(\"ui-draggable-disabled\"),this._mouseInit()},_destroy:function(){this.element.removeClass(\"ui-draggable ui-draggable-dragging ui-draggable-disabled\"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(\".ui-resizable-handle\").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?\"iframe\":i.iframeFix).each(function(){t(\"<div class='ui-draggable-iframeFix' style='background: #fff;'></div>\").css({width:this.offsetWidth+\"px\",height:this.offsetHeight+\"px\",position:\"absolute\",opacity:\"0.001\",zIndex:1e3}).css(t(this).offset()).appendTo(\"body\")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass(\"ui-draggable-dragging\"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css(\"position\"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css(\"position\"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger(\"start\",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if(\"fixed\"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),!i){var n=this._uiHash();if(this._trigger(\"drag\",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),\"original\"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?(\"invalid\"===this.options.revert&&!n||\"valid\"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger(\"stop\",e)!==!1&&i._clear()}):this._trigger(\"stop\",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t(\"div.ui-draggable-iframeFix\").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(\".ui-draggable-dragging\")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):\"clone\"===i.helper?this.element.clone().removeAttr(\"id\"):this.element;return n.parents(\"body\").length||n.appendTo(\"parent\"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css(\"position\"))||n.css(\"position\",\"absolute\"),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css(\"marginLeft\"),10)||0,top:parseInt(this.element.css(\"marginTop\"),10)||0,right:parseInt(this.element.css(\"marginRight\"),10)||0,bottom:parseInt(this.element.css(\"marginBottom\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?\"window\"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):\"document\"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):(\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e=\"hidden\"!==i.css(\"overflow\"),this.containment=[(parseInt(i.css(\"borderLeftWidth\"),10)||0)+(parseInt(i.css(\"paddingLeft\"),10)||0),(parseInt(i.css(\"borderTopWidth\"),10)||0)+(parseInt(i.css(\"paddingTop\"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css(\"borderRightWidth\"),10)||0)-(parseInt(i.css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css(\"borderBottomWidth\"),10)||0)-(parseInt(i.css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass(\"ui-draggable-dragging\"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),\"drag\"===e&&(this.positionAbs=this._convertPositionTo(\"absolute\")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add(\"draggable\",\"connectToSortable\",{start:function(e,i){var n=t(this).data(\"ui-draggable\"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,\"ui-sortable\");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger(\"activate\",e,s))})},stop:function(e,i){var n=t(this).data(\"ui-draggable\"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,\"original\"===n.options.helper&&this.instance.currentItem.css({top:\"auto\",left:\"auto\"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger(\"deactivate\",e,r))})},drag:function(e,i){var n=t(this).data(\"ui-draggable\"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr(\"id\").appendTo(this.instance.element).data(\"ui-sortable-item\",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger(\"toSortable\",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger(\"out\",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger(\"fromSortable\",e),n.dropped=!1)})}}),t.ui.plugin.add(\"draggable\",\"cursor\",{start:function(){var e=t(\"body\"),i=t(this).data(\"ui-draggable\").options;e.css(\"cursor\")&&(i._cursor=e.css(\"cursor\")),e.css(\"cursor\",i.cursor)},stop:function(){var e=t(this).data(\"ui-draggable\").options;e._cursor&&t(\"body\").css(\"cursor\",e._cursor)}}),t.ui.plugin.add(\"draggable\",\"opacity\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"opacity\")&&(r._opacity=n.css(\"opacity\")),n.css(\"opacity\",r.opacity)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._opacity&&t(i.helper).css(\"opacity\",n._opacity)}}),t.ui.plugin.add(\"draggable\",\"scroll\",{start:function(){var e=t(this).data(\"ui-draggable\");e.scrollParent[0]!==document&&\"HTML\"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data(\"ui-draggable\"),n=i.options,r=!1;i.scrollParent[0]!==document&&\"HTML\"!==i.scrollParent[0].tagName?(n.axis&&\"x\"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&\"y\"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&\"x\"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&\"y\"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add(\"draggable\",\"snap\",{start:function(){var e=t(this).data(\"ui-draggable\"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||\":data(ui-draggable)\":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data(\"ui-draggable\"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):(\"inner\"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,\"outer\"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add(\"draggable\",\"stack\",{start:function(){var e,i=this.data(\"ui-draggable\").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css(\"zIndex\"),10)||0)-(parseInt(t(i).css(\"zIndex\"),10)||0)});n.length&&(e=parseInt(t(n[0]).css(\"zIndex\"),10)||0,t(n).each(function(i){t(this).css(\"zIndex\",e+i)}),this.css(\"zIndex\",e+n.length))}}),t.ui.plugin.add(\"draggable\",\"zIndex\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"zIndex\")&&(r._zIndex=n.css(\"zIndex\")),n.css(\"zIndex\",r.zIndex)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._zIndex&&t(i.helper).css(\"zIndex\",n._zIndex)}})}(n)},{\"./core\":7,\"./mouse\":13,\"./widget\":17,jquery:18}],10:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./mouse\"),t(\"./draggable\"),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget(\"ui.droppable\",{version:\"1.10.4\",widgetEventPrefix:\"drop\",options:{accept:\"*\",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:\"default\",tolerance:\"intersect\",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e,i=this.options,n=i.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(n)?n:function(t){return t.is(n)},this.proportions=function(){return arguments.length?void(e=arguments[0]):e?e:e={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},t.ui.ddmanager.droppables[i.scope]=t.ui.ddmanager.droppables[i.scope]||[],t.ui.ddmanager.droppables[i.scope].push(this),i.addClasses&&this.element.addClass(\"ui-droppable\")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass(\"ui-droppable ui-droppable-disabled\")},_setOption:function(e,i){\"accept\"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger(\"activate\",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger(\"deactivate\",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger(\"over\",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"out\",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(\":data(ui-droppable)\").not(\".ui-draggable-dragging\").each(function(){var e=t.data(this,\"ui-droppable\");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"drop\",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=(t.positionAbs||t.position.absolute).top,l=o+t.helperProportions.width,u=a+t.helperProportions.height,h=e.offset.left,c=e.offset.top,p=h+e.proportions().width,d=c+e.proportions().height;switch(n){case\"fit\":return o>=h&&p>=l&&a>=c&&d>=u;case\"intersect\":return h<o+t.helperProportions.width/2&&l-t.helperProportions.width/2<p&&c<a+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case\"pointer\":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,c,e.proportions().height)&&i(r,h,e.proportions().width);case\"touch\":return(a>=c&&d>=a||u>=c&&d>=u||c>a&&u>d)&&(o>=h&&p>=o||l>=h&&p>=l||h>o&&l>p);default:return!1}},t.ui.ddmanager={current:null,droppables:{\"default\":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(\":data(ui-droppable)\").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions().height=0;continue t}s[n].visible=\"none\"!==s[n].element.css(\"display\"),s[n].visible&&(\"mousedown\"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions({width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight}))}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil(\"body\").bind(\"scroll.droppable\",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?\"isout\":o&&!this.isover?\"isover\":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(\":data(ui-droppable)\").filter(function(){return t.data(this,\"ui-droppable\").options.scope===r}),s.length&&(n=t.data(s[0],\"ui-droppable\"),n.greedyChild=\"isover\"===a)),n&&\"isover\"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this[\"isout\"===a?\"isover\":\"isout\"]=!1,this[\"isover\"===a?\"_over\":\"_out\"].call(this,i),n&&\"isout\"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil(\"body\").unbind(\"scroll.droppable\"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n)},{\"./core\":7,\"./draggable\":9,\"./mouse\":13,\"./widget\":17,jquery:18}],11:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return\"area\"===a?(r=e.parentNode,s=r.name,e.href&&s&&\"map\"===r.nodeName.toLowerCase()?(o=t(\"img[usemap=#\"+s+\"]\")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:\"a\"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return\"hidden\"===t.css(this,\"visibility\")}).length}var r=0,s=/^ui-id-\\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:\"1.10.3\",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return\"number\"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css(\"position\"))||/absolute/.test(this.css(\"position\"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,\"position\"))&&/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0),/fixed/.test(this.css(\"position\"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css(\"zIndex\",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css(\"position\"),(\"absolute\"===n||\"relative\"===n||\"fixed\"===n)&&(r=parseInt(s.css(\"zIndex\"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id=\"ui-id-\"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr(\"id\")})}}),t.extend(t.expr[\":\"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,\"tabindex\")))},tabbable:function(e){var n=t.attr(e,\"tabindex\"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t(\"<a>\").outerWidth(1).jquery||t.each([\"Width\",\"Height\"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,\"padding\"+this))||0,n&&(i-=parseFloat(t.css(e,\"border\"+this+\"Width\"))||0),r&&(i-=parseFloat(t.css(e,\"margin\"+this))||0)}),i}var s=\"Width\"===n?[\"Left\",\"Right\"]:[\"Top\",\"Bottom\"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,\n",
       "        outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn[\"inner\"+n]=function(i){return i===e?a[\"inner\"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+\"px\")})},t.fn[\"outer\"+n]=function(e,i){return\"number\"!=typeof e?a[\"outer\"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+\"px\")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t(\"<a>\").data(\"a-b\",\"a\").removeData(\"a-b\").data(\"a-b\")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart=\"onselectstart\"in document.createElement(\"div\"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?\"selectstart\":\"mousedown\")+\".ui-disableSelection\",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(\".ui-disableSelection\")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if(\"hidden\"===t(e).css(\"overflow\"))return!1;var n=i&&\"left\"===i?\"scrollLeft\":\"scrollTop\",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n),function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler(\"remove\")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(\".\")[0];e=e.split(\".\")[1],r=u+\"-\"+e,n||(n=i,i=t.Widget),t.expr[\":\"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+\".\"+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a=\"string\"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&\"_\"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error(\"no such method '\"+o+\"' for \"+i+\" widget instance\"):t.error(\"cannot call methods on \"+i+\" prior to initialization; attempted to call method '\"+o+\"'\")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new r(o,this))}),u}},t.Widget=function(){},t.Widget._childConstructors=[],t.Widget.prototype={widgetName:\"widget\",widgetEventPrefix:\"\",defaultElement:\"<div>\",options:{disabled:!1,create:null},_createWidget:function(e,n){n=t(n||this.defaultElement||this)[0],this.element=t(n),this.uuid=i++,this.eventNamespace=\".\"+this.widgetName+this.uuid,this.options=t.widget.extend({},this.options,this._getCreateOptions(),e),this.bindings=t(),this.hoverable=t(),this.focusable=t(),n!==this&&(t.data(n,this.widgetFullName,this),this._on(!0,this.element,{remove:function(t){t.target===n&&this.destroy()}}),this.document=t(n.style?n.ownerDocument:n.document||n),this.window=t(this.document[0].defaultView||this.document[0].parentWindow)),this._create(),this._trigger(\"create\",null,this._getCreateEventData()),this._init()},_getCreateOptions:t.noop,_getCreateEventData:t.noop,_create:t.noop,_init:t.noop,destroy:function(){this._destroy(),this.element.unbind(this.eventNamespace).removeData(this.widgetName).removeData(this.widgetFullName).removeData(t.camelCase(this.widgetFullName)),this.widget().unbind(this.eventNamespace).removeAttr(\"aria-disabled\").removeClass(this.widgetFullName+\"-disabled ui-state-disabled\"),this.bindings.unbind(this.eventNamespace),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")},_destroy:t.noop,widget:function(){return this.element},option:function(i,n){var r,s,o,a=i;if(0===arguments.length)return t.widget.extend({},this.options);if(\"string\"==typeof i)if(a={},r=i.split(\".\"),i=r.shift(),r.length){for(s=a[i]=t.widget.extend({},this.options[i]),o=0;o<r.length-1;o++)s[r[o]]=s[r[o]]||{},s=s[r[o]];if(i=r.pop(),n===e)return s[i]===e?null:s[i];s[i]=n}else{if(n===e)return this.options[i]===e?null:this.options[i];a[i]=n}return this._setOptions(a),this},_setOptions:function(t){var e;for(e in t)this._setOption(e,t[e]);return this},_setOption:function(t,e){return this.options[t]=e,\"disabled\"===t&&(this.widget().toggleClass(this.widgetFullName+\"-disabled 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setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){t(e.currentTarget).addClass(\"ui-state-hover\")},mouseleave:function(e){t(e.currentTarget).removeClass(\"ui-state-hover\")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){t(e.currentTarget).addClass(\"ui-state-focus\")},focusout:function(e){t(e.currentTarget).removeClass(\"ui-state-focus\")}})},_trigger:function(e,i,n){var r,s,o=this.options[e];if(n=n||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],s=i.originalEvent)for(r in s)r in i||(i[r]=s[r]);return this.element.trigger(i,n),!(t.isFunction(o)&&o.apply(this.element[0],[i].concat(n))===!1||i.isDefaultPrevented())}},t.each({show:\"fadeIn\",hide:\"fadeOut\"},function(e,i){t.Widget.prototype[\"_\"+e]=function(n,r,s){\"string\"==typeof r&&(r={effect:r});var o,a=r?r===!0||\"number\"==typeof 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0}),this.started=!1},_mouseDestroy:function(){this.element.unbind(\".\"+this.widgetName),this._mouseMoveDelegate&&t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s=\"string\"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+\".preventClickEvent\")&&t.removeData(e.target,this.widgetName+\".preventClickEvent\"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).bind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+\".preventClickEvent\",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n),function(t,e){t.widget(\"ui.draggable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"drag\",options:{addClasses:!0,appendTo:\"parent\",axis:!1,connectToSortable:!1,containment:!1,cursor:\"auto\",cursorAt:!1,grid:!1,handle:!1,helper:\"original\",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:\"default\",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:\"both\",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){\"original\"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css(\"position\"))||(this.element[0].style.position=\"relative\"),this.options.addClasses&&this.element.addClass(\"ui-draggable\"),this.options.disabled&&this.element.addClass(\"ui-draggable-disabled\"),this._mouseInit()},_destroy:function(){this.element.removeClass(\"ui-draggable ui-draggable-dragging ui-draggable-disabled\"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(\".ui-resizable-handle\").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?\"iframe\":i.iframeFix).each(function(){t(\"<div class='ui-draggable-iframeFix' style='background: #fff;'></div>\").css({width:this.offsetWidth+\"px\",height:this.offsetHeight+\"px\",position:\"absolute\",opacity:\"0.001\",zIndex:1e3}).css(t(this).offset()).appendTo(\"body\")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass(\"ui-draggable-dragging\"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css(\"position\"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css(\"position\"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger(\"start\",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if(\"fixed\"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),!i){var n=this._uiHash();if(this._trigger(\"drag\",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),\"original\"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?(\"invalid\"===this.options.revert&&!n||\"valid\"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger(\"stop\",e)!==!1&&i._clear()}):this._trigger(\"stop\",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t(\"div.ui-draggable-iframeFix\").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(\".ui-draggable-dragging\")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):\"clone\"===i.helper?this.element.clone().removeAttr(\"id\"):this.element;return n.parents(\"body\").length||n.appendTo(\"parent\"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css(\"position\"))||n.css(\"position\",\"absolute\"),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css(\"marginLeft\"),10)||0,top:parseInt(this.element.css(\"marginTop\"),10)||0,right:parseInt(this.element.css(\"marginRight\"),10)||0,bottom:parseInt(this.element.css(\"marginBottom\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?\"window\"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):\"document\"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):(\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e=\"hidden\"!==i.css(\"overflow\"),this.containment=[(parseInt(i.css(\"borderLeftWidth\"),10)||0)+(parseInt(i.css(\"paddingLeft\"),10)||0),(parseInt(i.css(\"borderTopWidth\"),10)||0)+(parseInt(i.css(\"paddingTop\"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css(\"borderRightWidth\"),10)||0)-(parseInt(i.css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css(\"borderBottomWidth\"),10)||0)-(parseInt(i.css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass(\"ui-draggable-dragging\"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),\"drag\"===e&&(this.positionAbs=this._convertPositionTo(\"absolute\")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add(\"draggable\",\"connectToSortable\",{start:function(e,i){var n=t(this).data(\"ui-draggable\"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,\"ui-sortable\");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger(\"activate\",e,s))})},stop:function(e,i){var n=t(this).data(\"ui-draggable\"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,\"original\"===n.options.helper&&this.instance.currentItem.css({top:\"auto\",left:\"auto\"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger(\"deactivate\",e,r))})},drag:function(e,i){var n=t(this).data(\"ui-draggable\"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr(\"id\").appendTo(this.instance.element).data(\"ui-sortable-item\",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger(\"toSortable\",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger(\"out\",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger(\"fromSortable\",e),n.dropped=!1)})}}),t.ui.plugin.add(\"draggable\",\"cursor\",{start:function(){var e=t(\"body\"),i=t(this).data(\"ui-draggable\").options;e.css(\"cursor\")&&(i._cursor=e.css(\"cursor\")),e.css(\"cursor\",i.cursor)},stop:function(){var e=t(this).data(\"ui-draggable\").options;e._cursor&&t(\"body\").css(\"cursor\",e._cursor)}}),t.ui.plugin.add(\"draggable\",\"opacity\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"opacity\")&&(r._opacity=n.css(\"opacity\")),n.css(\"opacity\",r.opacity)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._opacity&&t(i.helper).css(\"opacity\",n._opacity)}}),t.ui.plugin.add(\"draggable\",\"scroll\",{start:function(){var e=t(this).data(\"ui-draggable\");e.scrollParent[0]!==document&&\"HTML\"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data(\"ui-draggable\"),n=i.options,r=!1;i.scrollParent[0]!==document&&\"HTML\"!==i.scrollParent[0].tagName?(n.axis&&\"x\"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&\"y\"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&\"x\"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&\"y\"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add(\"draggable\",\"snap\",{start:function(){var e=t(this).data(\"ui-draggable\"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||\":data(ui-draggable)\":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data(\"ui-draggable\"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):(\"inner\"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,\"outer\"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add(\"draggable\",\"stack\",{start:function(){var e,i=this.data(\"ui-draggable\").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css(\"zIndex\"),10)||0)-(parseInt(t(i).css(\"zIndex\"),10)||0)});n.length&&(e=parseInt(t(n[0]).css(\"zIndex\"),10)||0,t(n).each(function(i){t(this).css(\"zIndex\",e+i)}),this.css(\"zIndex\",e+n.length))}}),t.ui.plugin.add(\"draggable\",\"zIndex\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"zIndex\")&&(r._zIndex=n.css(\"zIndex\")),n.css(\"zIndex\",r.zIndex)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._zIndex&&t(i.helper).css(\"zIndex\",n._zIndex)}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget(\"ui.droppable\",{version:\"1.10.3\",widgetEventPrefix:\"drop\",options:{accept:\"*\",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:\"default\",tolerance:\"intersect\",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e=this.options,i=e.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(i)?i:function(t){return t.is(i)},this.proportions={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight},t.ui.ddmanager.droppables[e.scope]=t.ui.ddmanager.droppables[e.scope]||[],t.ui.ddmanager.droppables[e.scope].push(this),e.addClasses&&this.element.addClass(\"ui-droppable\")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass(\"ui-droppable ui-droppable-disabled\")},_setOption:function(e,i){\"accept\"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger(\"activate\",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger(\"deactivate\",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger(\"over\",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"out\",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(\":data(ui-droppable)\").not(\".ui-draggable-dragging\").each(function(){var e=t.data(this,\"ui-droppable\");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"drop\",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=o+t.helperProportions.width,l=(t.positionAbs||t.position.absolute).top,u=l+t.helperProportions.height,h=e.offset.left,c=h+e.proportions.width,p=e.offset.top,d=p+e.proportions.height;switch(n){case\"fit\":\n",
       "        return o>=h&&c>=a&&l>=p&&d>=u;case\"intersect\":return h<o+t.helperProportions.width/2&&a-t.helperProportions.width/2<c&&p<l+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case\"pointer\":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,p,e.proportions.height)&&i(r,h,e.proportions.width);case\"touch\":return(l>=p&&d>=l||u>=p&&d>=u||p>l&&u>d)&&(o>=h&&c>=o||a>=h&&c>=a||h>o&&a>c);default:return!1}},t.ui.ddmanager={current:null,droppables:{\"default\":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(\":data(ui-droppable)\").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions.height=0;continue t}s[n].visible=\"none\"!==s[n].element.css(\"display\"),s[n].visible&&(\"mousedown\"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions={width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight})}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil(\"body\").bind(\"scroll.droppable\",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?\"isout\":o&&!this.isover?\"isover\":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(\":data(ui-droppable)\").filter(function(){return t.data(this,\"ui-droppable\").options.scope===r}),s.length&&(n=t.data(s[0],\"ui-droppable\"),n.greedyChild=\"isover\"===a)),n&&\"isover\"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this[\"isout\"===a?\"isover\":\"isout\"]=!1,this[\"isover\"===a?\"_over\":\"_out\"].call(this,i),n&&\"isout\"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil(\"body\").unbind(\"scroll.droppable\"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n),function(t,e){function i(t){return parseInt(t,10)||0}function n(t){return!isNaN(parseInt(t,10))}t.widget(\"ui.resizable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"resize\",options:{alsoResize:!1,animate:!1,animateDuration:\"slow\",animateEasing:\"swing\",aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:\"e,s,se\",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_create:function(){var e,i,n,r,s,o=this,a=this.options;if(this.element.addClass(\"ui-resizable\"),t.extend(this,{_aspectRatio:!!a.aspectRatio,aspectRatio:a.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:a.helper||a.ghost||a.animate?a.helper||\"ui-resizable-helper\":null}),this.element[0].nodeName.match(/canvas|textarea|input|select|button|img/i)&&(this.element.wrap(t(\"<div class='ui-wrapper' style='overflow: hidden;'></div>\").css({position:this.element.css(\"position\"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css(\"top\"),left:this.element.css(\"left\")})),this.element=this.element.parent().data(\"ui-resizable\",this.element.data(\"ui-resizable\")),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css(\"marginLeft\"),marginTop:this.originalElement.css(\"marginTop\"),marginRight:this.originalElement.css(\"marginRight\"),marginBottom:this.originalElement.css(\"marginBottom\")}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css(\"resize\"),this.originalElement.css(\"resize\",\"none\"),this._proportionallyResizeElements.push(this.originalElement.css({position:\"static\",zoom:1,display:\"block\"})),this.originalElement.css({margin:this.originalElement.css(\"margin\")}),this._proportionallyResize()),this.handles=a.handles||(t(\".ui-resizable-handle\",this.element).length?{n:\".ui-resizable-n\",e:\".ui-resizable-e\",s:\".ui-resizable-s\",w:\".ui-resizable-w\",se:\".ui-resizable-se\",sw:\".ui-resizable-sw\",ne:\".ui-resizable-ne\",nw:\".ui-resizable-nw\"}:\"e,s,se\"),this.handles.constructor===String)for(\"all\"===this.handles&&(this.handles=\"n,e,s,w,se,sw,ne,nw\"),e=this.handles.split(\",\"),this.handles={},i=0;i<e.length;i++)n=t.trim(e[i]),s=\"ui-resizable-\"+n,r=t(\"<div class='ui-resizable-handle \"+s+\"'></div>\"),r.css({zIndex:a.zIndex}),\"se\"===n&&r.addClass(\"ui-icon ui-icon-gripsmall-diagonal-se\"),this.handles[n]=\".ui-resizable-\"+n,this.element.append(r);this._renderAxis=function(e){var i,n,r,s;e=e||this.element;for(i in this.handles)this.handles[i].constructor===String&&(this.handles[i]=t(this.handles[i],this.element).show()),this.elementIsWrapper&&this.originalElement[0].nodeName.match(/textarea|input|select|button/i)&&(n=t(this.handles[i],this.element),s=/sw|ne|nw|se|n|s/.test(i)?n.outerHeight():n.outerWidth(),r=[\"padding\",/ne|nw|n/.test(i)?\"Top\":/se|sw|s/.test(i)?\"Bottom\":/^e$/.test(i)?\"Right\":\"Left\"].join(\"\"),e.css(r,s),this._proportionallyResize()),t(this.handles[i]).length},this._renderAxis(this.element),this._handles=t(\".ui-resizable-handle\",this.element).disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&&(r=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=r&&r[1]?r[1]:\"se\")}),a.autoHide&&(this._handles.hide(),t(this.element).addClass(\"ui-resizable-autohide\").mouseenter(function(){a.disabled||(t(this).removeClass(\"ui-resizable-autohide\"),o._handles.show())}).mouseleave(function(){a.disabled||o.resizing||(t(this).addClass(\"ui-resizable-autohide\"),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeClass(\"ui-resizable ui-resizable-disabled ui-resizable-resizing\").removeData(\"resizable\").removeData(\"ui-resizable\").unbind(\".resizable\").find(\".ui-resizable-handle\").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css(\"position\"),width:e.outerWidth(),height:e.outerHeight(),top:e.css(\"top\"),left:e.css(\"left\")}).insertAfter(e),e.remove()),this.originalElement.css(\"resize\",this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(e){var i,n,r=!1;for(i in this.handles)n=t(this.handles[i])[0],(n===e.target||t.contains(n,e.target))&&(r=!0);return!this.options.disabled&&r},_mouseStart:function(e){var n,r,s,o=this.options,a=this.element.position(),l=this.element;return this.resizing=!0,/absolute/.test(l.css(\"position\"))?l.css({position:\"absolute\",top:l.css(\"top\"),left:l.css(\"left\")}):l.is(\".ui-draggable\")&&l.css({position:\"absolute\",top:a.top,left:a.left}),this._renderProxy(),n=i(this.helper.css(\"left\")),r=i(this.helper.css(\"top\")),o.containment&&(n+=t(o.containment).scrollLeft()||0,r+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:n,top:r},this.size=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalSize=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalPosition={left:n,top:r},this.sizeDiff={width:l.outerWidth()-l.width(),height:l.outerHeight()-l.height()},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio=\"number\"==typeof o.aspectRatio?o.aspectRatio:this.originalSize.width/this.originalSize.height||1,s=t(\".ui-resizable-\"+this.axis).css(\"cursor\"),t(\"body\").css(\"cursor\",\"auto\"===s?this.axis+\"-resize\":s),l.addClass(\"ui-resizable-resizing\"),this._propagate(\"start\",e),!0},_mouseDrag:function(e){var i,n=this.helper,r={},s=this.originalMousePosition,o=this.axis,a=this.position.top,l=this.position.left,u=this.size.width,h=this.size.height,c=e.pageX-s.left||0,p=e.pageY-s.top||0,d=this._change[o];return d?(i=d.apply(this,[e,c,p]),this._updateVirtualBoundaries(e.shiftKey),(this._aspectRatio||e.shiftKey)&&(i=this._updateRatio(i,e)),i=this._respectSize(i,e),this._updateCache(i),this._propagate(\"resize\",e),this.position.top!==a&&(r.top=this.position.top+\"px\"),this.position.left!==l&&(r.left=this.position.left+\"px\"),this.size.width!==u&&(r.width=this.size.width+\"px\"),this.size.height!==h&&(r.height=this.size.height+\"px\"),n.css(r),!this._helper&&this._proportionallyResizeElements.length&&this._proportionallyResize(),t.isEmptyObject(r)||this._trigger(\"resize\",e,this.ui()),!1):!1},_mouseStop:function(e){this.resizing=!1;var i,n,r,s,o,a,l,u=this.options,h=this;return this._helper&&(i=this._proportionallyResizeElements,n=i.length&&/textarea/i.test(i[0].nodeName),r=n&&t.ui.hasScroll(i[0],\"left\")?0:h.sizeDiff.height,s=n?0:h.sizeDiff.width,o={width:h.helper.width()-s,height:h.helper.height()-r},a=parseInt(h.element.css(\"left\"),10)+(h.position.left-h.originalPosition.left)||null,l=parseInt(h.element.css(\"top\"),10)+(h.position.top-h.originalPosition.top)||null,u.animate||this.element.css(t.extend(o,{top:l,left:a})),h.helper.height(h.size.height),h.helper.width(h.size.width),this._helper&&!u.animate&&this._proportionallyResize()),t(\"body\").css(\"cursor\",\"auto\"),this.element.removeClass(\"ui-resizable-resizing\"),this._propagate(\"stop\",e),this._helper&&this.helper.remove(),!1},_updateVirtualBoundaries:function(t){var e,i,r,s,o,a=this.options;o={minWidth:n(a.minWidth)?a.minWidth:0,maxWidth:n(a.maxWidth)?a.maxWidth:1/0,minHeight:n(a.minHeight)?a.minHeight:0,maxHeight:n(a.maxHeight)?a.maxHeight:1/0},(this._aspectRatio||t)&&(e=o.minHeight*this.aspectRatio,r=o.minWidth/this.aspectRatio,i=o.maxHeight*this.aspectRatio,s=o.maxWidth/this.aspectRatio,e>o.minWidth&&(o.minWidth=e),r>o.minHeight&&(o.minHeight=r),i<o.maxWidth&&(o.maxWidth=i),s<o.maxHeight&&(o.maxHeight=s)),this._vBoundaries=o},_updateCache:function(t){this.offset=this.helper.offset(),n(t.left)&&(this.position.left=t.left),n(t.top)&&(this.position.top=t.top),n(t.height)&&(this.size.height=t.height),n(t.width)&&(this.size.width=t.width)},_updateRatio:function(t){var e=this.position,i=this.size,r=this.axis;return n(t.height)?t.width=t.height*this.aspectRatio:n(t.width)&&(t.height=t.width/this.aspectRatio),\"sw\"===r&&(t.left=e.left+(i.width-t.width),t.top=null),\"nw\"===r&&(t.top=e.top+(i.height-t.height),t.left=e.left+(i.width-t.width)),t},_respectSize:function(t){var e=this._vBoundaries,i=this.axis,r=n(t.width)&&e.maxWidth&&e.maxWidth<t.width,s=n(t.height)&&e.maxHeight&&e.maxHeight<t.height,o=n(t.width)&&e.minWidth&&e.minWidth>t.width,a=n(t.height)&&e.minHeight&&e.minHeight>t.height,l=this.originalPosition.left+this.originalSize.width,u=this.position.top+this.size.height,h=/sw|nw|w/.test(i),c=/nw|ne|n/.test(i);return o&&(t.width=e.minWidth),a&&(t.height=e.minHeight),r&&(t.width=e.maxWidth),s&&(t.height=e.maxHeight),o&&h&&(t.left=l-e.minWidth),r&&h&&(t.left=l-e.maxWidth),a&&c&&(t.top=u-e.minHeight),s&&c&&(t.top=u-e.maxHeight),t.width||t.height||t.left||!t.top?t.width||t.height||t.top||!t.left||(t.left=null):t.top=null,t},_proportionallyResize:function(){if(this._proportionallyResizeElements.length){var t,e,i,n,r,s=this.helper||this.element;for(t=0;t<this._proportionallyResizeElements.length;t++){if(r=this._proportionallyResizeElements[t],!this.borderDif)for(this.borderDif=[],i=[r.css(\"borderTopWidth\"),r.css(\"borderRightWidth\"),r.css(\"borderBottomWidth\"),r.css(\"borderLeftWidth\")],n=[r.css(\"paddingTop\"),r.css(\"paddingRight\"),r.css(\"paddingBottom\"),r.css(\"paddingLeft\")],e=0;e<i.length;e++)this.borderDif[e]=(parseInt(i[e],10)||0)+(parseInt(n[e],10)||0);r.css({height:s.height()-this.borderDif[0]-this.borderDif[2]||0,width:s.width()-this.borderDif[1]-this.borderDif[3]||0})}}},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t(\"<div style='overflow:hidden;'></div>\"),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:\"absolute\",left:this.elementOffset.left+\"px\",top:this.elementOffset.top+\"px\",zIndex:++i.zIndex}),this.helper.appendTo(\"body\").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,n=this.originalPosition;return{left:n.left+e,width:i.width-e}},n:function(t,e,i){var n=this.originalSize,r=this.originalPosition;return{top:r.top+i,height:n.height-i}},s:function(t,e,i){return{height:this.originalSize.height+i}},se:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},sw:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[e,i,n]))},ne:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},nw:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[e,i,n]))}},_propagate:function(e,i){t.ui.plugin.call(this,e,[i,this.ui()]),\"resize\"!==e&&this._trigger(e,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),t.ui.plugin.add(\"resizable\",\"animate\",{stop:function(e){var i=t(this).data(\"ui-resizable\"),n=i.options,r=i._proportionallyResizeElements,s=r.length&&/textarea/i.test(r[0].nodeName),o=s&&t.ui.hasScroll(r[0],\"left\")?0:i.sizeDiff.height,a=s?0:i.sizeDiff.width,l={width:i.size.width-a,height:i.size.height-o},u=parseInt(i.element.css(\"left\"),10)+(i.position.left-i.originalPosition.left)||null,h=parseInt(i.element.css(\"top\"),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,h&&u?{top:h,left:u}:{}),{duration:n.animateDuration,easing:n.animateEasing,step:function(){var n={width:parseInt(i.element.css(\"width\"),10),height:parseInt(i.element.css(\"height\"),10),top:parseInt(i.element.css(\"top\"),10),left:parseInt(i.element.css(\"left\"),10)};r&&r.length&&t(r[0]).css({width:n.width,height:n.height}),i._updateCache(n),i._propagate(\"resize\",e)}})}}),t.ui.plugin.add(\"resizable\",\"containment\",{start:function(){var e,n,r,s,o,a,l,u=t(this).data(\"ui-resizable\"),h=u.options,c=u.element,p=h.containment,d=p instanceof t?p.get(0):/parent/.test(p)?c.parent().get(0):p;d&&(u.containerElement=t(d),/document/.test(p)||p===document?(u.containerOffset={left:0,top:0},u.containerPosition={left:0,top:0},u.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),n=[],t([\"Top\",\"Right\",\"Left\",\"Bottom\"]).each(function(t,r){n[t]=i(e.css(\"padding\"+r))}),u.containerOffset=e.offset(),u.containerPosition=e.position(),u.containerSize={height:e.innerHeight()-n[3],width:e.innerWidth()-n[1]},r=u.containerOffset,s=u.containerSize.height,o=u.containerSize.width,a=t.ui.hasScroll(d,\"left\")?d.scrollWidth:o,l=t.ui.hasScroll(d)?d.scrollHeight:s,u.parentData={element:d,left:r.left,top:r.top,width:a,height:l}))},resize:function(e){var i,n,r,s,o=t(this).data(\"ui-resizable\"),a=o.options,l=o.containerOffset,u=o.position,h=o._aspectRatio||e.shiftKey,c={top:0,left:0},p=o.containerElement;p[0]!==document&&/static/.test(p.css(\"position\"))&&(c=l),u.left<(o._helper?l.left:0)&&(o.size.width=o.size.width+(o._helper?o.position.left-l.left:o.position.left-c.left),h&&(o.size.height=o.size.width/o.aspectRatio),o.position.left=a.helper?l.left:0),u.top<(o._helper?l.top:0)&&(o.size.height=o.size.height+(o._helper?o.position.top-l.top:o.position.top),h&&(o.size.width=o.size.height*o.aspectRatio),o.position.top=o._helper?l.top:0),o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top,i=Math.abs((o._helper?o.offset.left-c.left:o.offset.left-c.left)+o.sizeDiff.width),n=Math.abs((o._helper?o.offset.top-c.top:o.offset.top-l.top)+o.sizeDiff.height),r=o.containerElement.get(0)===o.element.parent().get(0),s=/relative|absolute/.test(o.containerElement.css(\"position\")),r&&s&&(i-=o.parentData.left),i+o.size.width>=o.parentData.width&&(o.size.width=o.parentData.width-i,h&&(o.size.height=o.size.width/o.aspectRatio)),n+o.size.height>=o.parentData.height&&(o.size.height=o.parentData.height-n,h&&(o.size.width=o.size.height*o.aspectRatio))},stop:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.containerOffset,r=e.containerPosition,s=e.containerElement,o=t(e.helper),a=o.offset(),l=o.outerWidth()-e.sizeDiff.width,u=o.outerHeight()-e.sizeDiff.height;e._helper&&!i.animate&&/relative/.test(s.css(\"position\"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u}),e._helper&&!i.animate&&/static/.test(s.css(\"position\"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u})}}),t.ui.plugin.add(\"resizable\",\"alsoResize\",{start:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=function(e){t(e).each(function(){var e=t(this);e.data(\"ui-resizable-alsoresize\",{width:parseInt(e.width(),10),height:parseInt(e.height(),10),left:parseInt(e.css(\"left\"),10),top:parseInt(e.css(\"top\"),10)})})};\"object\"!=typeof i.alsoResize||i.alsoResize.parentNode?n(i.alsoResize):i.alsoResize.length?(i.alsoResize=i.alsoResize[0],n(i.alsoResize)):t.each(i.alsoResize,function(t){n(t)})},resize:function(e,i){var n=t(this).data(\"ui-resizable\"),r=n.options,s=n.originalSize,o=n.originalPosition,a={height:n.size.height-s.height||0,width:n.size.width-s.width||0,top:n.position.top-o.top||0,left:n.position.left-o.left||0},l=function(e,n){t(e).each(function(){var e=t(this),r=t(this).data(\"ui-resizable-alsoresize\"),s={},o=n&&n.length?n:e.parents(i.originalElement[0]).length?[\"width\",\"height\"]:[\"width\",\"height\",\"top\",\"left\"];t.each(o,function(t,e){var i=(r[e]||0)+(a[e]||0);i&&i>=0&&(s[e]=i||null)}),e.css(s)})};\"object\"!=typeof r.alsoResize||r.alsoResize.nodeType?l(r.alsoResize):t.each(r.alsoResize,function(t,e){l(t,e)})},stop:function(){t(this).removeData(\"resizable-alsoresize\")}}),t.ui.plugin.add(\"resizable\",\"ghost\",{start:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.size;e.ghost=e.originalElement.clone(),e.ghost.css({opacity:.25,display:\"block\",position:\"relative\",height:n.height,width:n.width,margin:0,left:0,top:0}).addClass(\"ui-resizable-ghost\").addClass(\"string\"==typeof i.ghost?i.ghost:\"\"),e.ghost.appendTo(e.helper)},resize:function(){var e=t(this).data(\"ui-resizable\");e.ghost&&e.ghost.css({position:\"relative\",height:e.size.height,width:e.size.width})},stop:function(){var e=t(this).data(\"ui-resizable\");e.ghost&&e.helper&&e.helper.get(0).removeChild(e.ghost.get(0))}}),t.ui.plugin.add(\"resizable\",\"grid\",{resize:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.size,r=e.originalSize,s=e.originalPosition,o=e.axis,a=\"number\"==typeof i.grid?[i.grid,i.grid]:i.grid,l=a[0]||1,u=a[1]||1,h=Math.round((n.width-r.width)/l)*l,c=Math.round((n.height-r.height)/u)*u,p=r.width+h,d=r.height+c,f=i.maxWidth&&i.maxWidth<p,g=i.maxHeight&&i.maxHeight<d,m=i.minWidth&&i.minWidth>p,_=i.minHeight&&i.minHeight>d;i.grid=a,m&&(p+=l),_&&(d+=u),f&&(p-=l),g&&(d-=u),/^(se|s|e)$/.test(o)?(e.size.width=p,e.size.height=d):/^(ne)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.top=s.top-c):/^(sw)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.left=s.left-h):(e.size.width=p,e.size.height=d,e.position.top=s.top-c,e.position.left=s.left-h)}})}(n),function(t,e){t.widget(\"ui.selectable\",t.ui.mouse,{version:\"1.10.3\",options:{appendTo:\"body\",autoRefresh:!0,distance:0,filter:\"*\",tolerance:\"touch\",selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var e,i=this;this.element.addClass(\"ui-selectable\"),this.dragged=!1,this.refresh=function(){e=t(i.options.filter,i.element[0]),e.addClass(\"ui-selectee\"),e.each(function(){var e=t(this),i=e.offset();t.data(this,\"selectable-item\",{element:this,$element:e,left:i.left,top:i.top,right:i.left+e.outerWidth(),bottom:i.top+e.outerHeight(),startselected:!1,selected:e.hasClass(\"ui-selected\"),selecting:e.hasClass(\"ui-selecting\"),unselecting:e.hasClass(\"ui-unselecting\")})})},this.refresh(),this.selectees=e.addClass(\"ui-selectee\"),this._mouseInit(),this.helper=t(\"<div class='ui-selectable-helper'></div>\")},_destroy:function(){this.selectees.removeClass(\"ui-selectee\").removeData(\"selectable-item\"),this.element.removeClass(\"ui-selectable ui-selectable-disabled\"),this._mouseDestroy()},_mouseStart:function(e){var i=this,n=this.options;this.opos=[e.pageX,e.pageY],this.options.disabled||(this.selectees=t(n.filter,this.element[0]),this._trigger(\"start\",e),t(n.appendTo).append(this.helper),this.helper.css({left:e.pageX,top:e.pageY,width:0,height:0}),n.autoRefresh&&this.refresh(),this.selectees.filter(\".ui-selected\").each(function(){var n=t.data(this,\"selectable-item\");n.startselected=!0,e.metaKey||e.ctrlKey||(n.$element.removeClass(\"ui-selected\"),n.selected=!1,n.$element.addClass(\"ui-unselecting\"),n.unselecting=!0,i._trigger(\"unselecting\",e,{unselecting:n.element}))}),t(e.target).parents().addBack().each(function(){var n,r=t.data(this,\"selectable-item\");return r?(n=!e.metaKey&&!e.ctrlKey||!r.$element.hasClass(\"ui-selected\"),r.$element.removeClass(n?\"ui-unselecting\":\"ui-selected\").addClass(n?\"ui-selecting\":\"ui-unselecting\"),r.unselecting=!n,r.selecting=n,r.selected=n,n?i._trigger(\"selecting\",e,{selecting:r.element}):i._trigger(\"unselecting\",e,{unselecting:r.element}),!1):void 0}))},_mouseDrag:function(e){if(this.dragged=!0,!this.options.disabled){var i,n=this,r=this.options,s=this.opos[0],o=this.opos[1],a=e.pageX,l=e.pageY;return s>a&&(i=a,a=s,s=i),o>l&&(i=l,l=o,o=i),this.helper.css({left:s,top:o,width:a-s,height:l-o}),this.selectees.each(function(){var i=t.data(this,\"selectable-item\"),u=!1;i&&i.element!==n.element[0]&&(\"touch\"===r.tolerance?u=!(i.left>a||i.right<s||i.top>l||i.bottom<o):\"fit\"===r.tolerance&&(u=i.left>s&&i.right<a&&i.top>o&&i.bottom<l),u?(i.selected&&(i.$element.removeClass(\"ui-selected\"),i.selected=!1),i.unselecting&&(i.$element.removeClass(\"ui-unselecting\"),i.unselecting=!1),i.selecting||(i.$element.addClass(\"ui-selecting\"),i.selecting=!0,n._trigger(\"selecting\",e,{selecting:i.element}))):(i.selecting&&((e.metaKey||e.ctrlKey)&&i.startselected?(i.$element.removeClass(\"ui-selecting\"),i.selecting=!1,i.$element.addClass(\"ui-selected\"),i.selected=!0):(i.$element.removeClass(\"ui-selecting\"),i.selecting=!1,i.startselected&&(i.$element.addClass(\"ui-unselecting\"),i.unselecting=!0),n._trigger(\"unselecting\",e,{unselecting:i.element}))),i.selected&&(e.metaKey||e.ctrlKey||i.startselected||(i.$element.removeClass(\"ui-selected\"),i.selected=!1,i.$element.addClass(\"ui-unselecting\"),i.unselecting=!0,n._trigger(\"unselecting\",e,{unselecting:i.element})))))}),!1}},_mouseStop:function(e){var i=this;return this.dragged=!1,t(\".ui-unselecting\",this.element[0]).each(function(){var n=t.data(this,\"selectable-item\");n.$element.removeClass(\"ui-unselecting\"),n.unselecting=!1,n.startselected=!1,i._trigger(\"unselected\",e,{unselected:n.element})}),t(\".ui-selecting\",this.element[0]).each(function(){var n=t.data(this,\"selectable-item\");n.$element.removeClass(\"ui-selecting\").addClass(\"ui-selected\"),n.selecting=!1,n.selected=!0,n.startselected=!0,i._trigger(\"selected\",e,{selected:n.element})}),this._trigger(\"stop\",e),this.helper.remove(),!1}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css(\"float\"))||/inline|table-cell/.test(t.css(\"display\"))}t.widget(\"ui.sortable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"sort\",ready:!1,options:{appendTo:\"parent\",axis:!1,connectWith:!1,containment:!1,cursor:\"auto\",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:\"original\",items:\"> *\",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:\"default\",tolerance:\"intersect\",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass(\"ui-sortable\"),this.refresh(),this.floating=this.items.length?\"x\"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass(\"ui-sortable ui-sortable-disabled\"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+\"-item\");return this},_setOption:function(e,i){\"disabled\"===e?(this.options[e]=i,this.widget().toggleClass(\"ui-sortable-disabled\",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||\"static\"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+\"-item\")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+\"-item\")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find(\"*\").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css(\"position\",\"absolute\"),this.cssPosition=this.helper.css(\"position\"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&\"auto\"!==o.cursor&&(s=this.document.find(\"body\"),this.storedCursor=s.css(\"cursor\"),s.css(\"cursor\",o.cursor),this.storedStylesheet=t(\"<style>*{ cursor: \"+o.cursor+\" !important; }</style>\").appendTo(s)),o.opacity&&(this.helper.css(\"opacity\")&&(this._storedOpacity=this.helper.css(\"opacity\")),this.helper.css(\"opacity\",o.opacity)),o.zIndex&&(this.helper.css(\"zIndex\")&&(this._storedZIndex=this.helper.css(\"zIndex\")),this.helper.css(\"zIndex\",o.zIndex)),this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger(\"start\",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger(\"activate\",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass(\"ui-sortable-helper\"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo(\"absolute\"),this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?\"next\":\"prev\"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&(\"semi-dynamic\"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?\"down\":\"up\",\"pointer\"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger(\"change\",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger(\"sort\",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&\"x\"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&\"y\"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),\"original\"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger(\"deactivate\",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger(\"out\",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),\"original\"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||\"id\")||\"\").match(e.expression||/(.+)[\\-=_](.+)/);i&&n.push((e.key||i[1]+\"[]\")+\"=\"+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+\"=\"),n.join(\"&\")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||\"id\")||\"\")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c=\"x\"===this.options.axis||n+u>a&&l>n+u,p=\"y\"===this.options.axis||e+h>s&&o>e+h,d=c&&p;\n",
       "        return\"pointer\"===this.options.tolerance||this.options.forcePointerForContainers||\"pointer\"!==this.options.tolerance&&this.helperProportions[this.floating?\"width\":\"height\"]>t[this.floating?\"width\":\"height\"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e=\"x\"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n=\"y\"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&\"right\"===o||\"down\"===s?2:1:s&&(\"down\"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?\"right\"===s&&n||\"left\"===s&&!n:r&&(\"down\"===r&&e||\"up\"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?\"down\":\"up\")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?\"right\":\"left\")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){var i,n,r,s,o=[],a=[],l=this._connectWith();if(l&&e)for(i=l.length-1;i>=0;i--)for(r=t(l[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&a.push([t.isFunction(s.options.items)?s.options.items.call(s.element):t(s.options.items,s.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),s]);for(a.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),this]),i=a.length-1;i>=0;i--)a[i][0].each(function(){o.push(this)});return t(o)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(\":data(\"+this.widgetName+\"-item)\");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+\"-item\",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t(\"<\"+n+\">\",e.document[0]).addClass(i||e.currentItem[0].className+\" ui-sortable-placeholder\").removeClass(\"ui-sortable-helper\");return\"tr\"===n?e.currentItem.children().each(function(){t(\"<td>&#160;</td>\",e.document[0]).attr(\"colspan\",t(this).attr(\"colspan\")||1).appendTo(r)}):\"img\"===n&&r.attr(\"src\",e.currentItem.attr(\"src\")),i||r.css(\"visibility\",\"hidden\"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css(\"paddingTop\")||0,10)-parseInt(e.currentItem.css(\"paddingBottom\")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css(\"paddingLeft\")||0,10)-parseInt(e.currentItem.css(\"paddingRight\")||0,10)))}}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger(\"out\",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?\"left\":\"top\",u=d?\"width\":\"height\",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?\"up\":\"down\"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger(\"change\",e,this._uiHash()),this.containers[g]._trigger(\"change\",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):\"clone\"===i.helper?this.currentItem.clone():this.currentItem;return n.parents(\"body\").length||t(\"parent\"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css(\"position\"),top:this.currentItem.css(\"top\"),left:this.currentItem.css(\"left\")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css(\"marginLeft\"),10)||0,top:parseInt(this.currentItem.css(\"marginTop\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),(\"document\"===r.containment||\"window\"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t(\"document\"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t(\"document\"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n=\"hidden\"!==t(e).css(\"overflow\"),this.containment=[i.left+(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)+(parseInt(t(e).css(\"paddingLeft\"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css(\"borderTopWidth\"),10)||0)+(parseInt(t(e).css(\"paddingTop\"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)-(parseInt(t(e).css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css(\"borderTopWidth\"),10)||0)-(parseInt(t(e).css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return\"relative\"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],\"down\"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){this.reverting=!1;var i,n=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(i in this._storedCSS)(\"auto\"===this._storedCSS[i]||\"static\"===this._storedCSS[i])&&(this._storedCSS[i]=\"\");this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\")}else this.currentItem.show();for(this.fromOutside&&!e&&n.push(function(t){this._trigger(\"receive\",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(\".ui-sortable-helper\")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||n.push(function(t){this._trigger(\"update\",t,this._uiHash())}),this!==this.currentContainer&&(e||(n.push(function(t){this._trigger(\"remove\",t,this._uiHash())}),n.push(function(t){return function(e){t._trigger(\"receive\",e,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(t){return function(e){t._trigger(\"update\",e,this._uiHash(this))}}.call(this,this.currentContainer)))),i=this.containers.length-1;i>=0;i--)e||n.push(function(t){return function(e){t._trigger(\"deactivate\",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over&&(n.push(function(t){return function(e){t._trigger(\"out\",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over=0);if(this.storedCursor&&(this.document.find(\"body\").css(\"cursor\",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css(\"opacity\",this._storedOpacity),this._storedZIndex&&this.helper.css(\"zIndex\",\"auto\"===this._storedZIndex?\"\":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger(\"beforeStop\",t,this._uiHash()),i=0;i<n.length;i++)n[i].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger(\"beforeStop\",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(i=0;i<n.length;i++)n[i].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n),function(t,e){var i=\"ui-effects-\";t.effects={effect:{}},function(t,e){function i(t,e,i){var n=c[e.type]||{};return null==t?i||!e.def?null:e.def:(t=n.floor?~~t:parseFloat(t),isNaN(t)?e.def:n.mod?(t+n.mod)%n.mod:0>t?0:n.max<t?n.max:t)}function n(e){var i=u(),n=i._rgba=[];return e=e.toLowerCase(),f(l,function(t,r){var s,o=r.re.exec(e),a=o&&r.parse(o),l=r.space||\"rgba\";return a?(s=i[l](a),i[h[l].cache]=s[h[l].cache],n=i._rgba=s._rgba,!1):void 0}),n.length?(\"0,0,0,0\"===n.join()&&t.extend(n,s.transparent),i):s[e]}function r(t,e,i){return i=(i+1)%1,1>6*i?t+(e-t)*i*6:1>2*i?e:2>3*i?t+(e-t)*(2/3-i)*6:t}var s,o=\"backgroundColor borderBottomColor borderLeftColor 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t.Color.fn.parse(e,i,n,r)},h={rgba:{props:{red:{idx:0,type:\"byte\"},green:{idx:1,type:\"byte\"},blue:{idx:2,type:\"byte\"}}},hsla:{props:{hue:{idx:0,type:\"degrees\"},saturation:{idx:1,type:\"percent\"},lightness:{idx:2,type:\"percent\"}}}},c={\"byte\":{floor:!0,max:255},percent:{max:1},degrees:{mod:360,floor:!0}},p=u.support={},d=t(\"<p>\")[0],f=t.each;d.style.cssText=\"background-color:rgba(1,1,1,.5)\",p.rgba=d.style.backgroundColor.indexOf(\"rgba\")>-1,f(h,function(t,e){e.cache=\"_\"+t,e.props.alpha={idx:3,type:\"percent\",def:1}}),u.fn=t.extend(u.prototype,{parse:function(r,o,a,l){if(r===e)return this._rgba=[null,null,null,null],this;(r.jquery||r.nodeType)&&(r=t(r).css(o),o=e);var c=this,p=t.type(r),d=this._rgba=[];return o!==e&&(r=[r,o,a,l],p=\"array\"),\"string\"===p?this.parse(n(r)||s._default):\"array\"===p?(f(h.rgba.props,function(t,e){d[e.idx]=i(r[e.idx],e)}),this):\"object\"===p?(r instanceof u?f(h,function(t,e){r[e.cache]&&(c[e.cache]=r[e.cache].slice())}):f(h,function(e,n){var s=n.cache;f(n.props,function(t,e){if(!c[s]&&n.to){if(\"alpha\"===t||null==r[t])return;c[s]=n.to(c._rgba)}c[s][e.idx]=i(r[t],e,!0)}),c[s]&&t.inArray(null,c[s].slice(0,3))<0&&(c[s][3]=1,n.from&&(c._rgba=n.from(c[s])))}),this):void 0},is:function(t){var e=u(t),i=!0,n=this;return f(h,function(t,r){var s,o=e[r.cache];return o&&(s=n[r.cache]||r.to&&r.to(n._rgba)||[],f(r.props,function(t,e){return null!=o[e.idx]?i=o[e.idx]===s[e.idx]:void 0})),i}),i},_space:function(){var t=[],e=this;return f(h,function(i,n){e[n.cache]&&t.push(i)}),t.pop()},transition:function(t,e){var n=u(t),r=n._space(),s=h[r],o=0===this.alpha()?u(\"transparent\"):this,a=o[s.cache]||s.to(o._rgba),l=a.slice();return n=n[s.cache],f(s.props,function(t,r){var s=r.idx,o=a[s],u=n[s],h=c[r.type]||{};null!==u&&(null===o?l[s]=u:(h.mod&&(u-o>h.mod/2?o+=h.mod:o-u>h.mod/2&&(o-=h.mod)),l[s]=i((u-o)*e+o,r)))}),this[r](l)},blend:function(e){if(1===this._rgba[3])return this;var i=this._rgba.slice(),n=i.pop(),r=u(e)._rgba;return u(t.map(i,function(t,e){return(1-n)*r[e]+n*t}))},toRgbaString:function(){var e=\"rgba(\",i=t.map(this._rgba,function(t,e){return null==t?e>2?1:0:t});return 1===i[3]&&(i.pop(),e=\"rgb(\"),e+i.join()+\")\"},toHslaString:function(){var e=\"hsla(\",i=t.map(this.hsla(),function(t,e){return null==t&&(t=e>2?1:0),e&&3>e&&(t=Math.round(100*t)+\"%\"),t});return 1===i[3]&&(i.pop(),e=\"hsl(\"),e+i.join()+\")\"},toHexString:function(e){var i=this._rgba.slice(),n=i.pop();return e&&i.push(~~(255*n)),\"#\"+t.map(i,function(t){return t=(t||0).toString(16),1===t.length?\"0\"+t:t}).join(\"\")},toString:function(){return 0===this._rgba[3]?\"transparent\":this.toRgbaString()}}),u.fn.parse.prototype=u.fn,h.hsla.to=function(t){if(null==t[0]||null==t[1]||null==t[2])return[null,null,null,t[3]];var e,i,n=t[0]/255,r=t[1]/255,s=t[2]/255,o=t[3],a=Math.max(n,r,s),l=Math.min(n,r,s),u=a-l,h=a+l,c=.5*h;return e=l===a?0:n===a?60*(r-s)/u+360:r===a?60*(s-n)/u+120:60*(n-r)/u+240,i=0===u?0:.5>=c?u/h:u/(2-h),[Math.round(e)%360,i,c,null==o?1:o]},h.hsla.from=function(t){if(null==t[0]||null==t[1]||null==t[2])return[null,null,null,t[3]];var e=t[0]/360,i=t[1],n=t[2],s=t[3],o=.5>=n?n*(1+i):n+i-n*i,a=2*n-o;return[Math.round(255*r(a,o,e+1/3)),Math.round(255*r(a,o,e)),Math.round(255*r(a,o,e-1/3)),s]},f(h,function(n,r){var s=r.props,o=r.cache,l=r.to,h=r.from;u.fn[n]=function(n){if(l&&!this[o]&&(this[o]=l(this._rgba)),n===e)return this[o].slice();var r,a=t.type(n),c=\"array\"===a||\"object\"===a?n:arguments,p=this[o].slice();return f(s,function(t,e){var n=c[\"object\"===a?t:e.idx];null==n&&(n=p[e.idx]),p[e.idx]=i(n,e)}),h?(r=u(h(p)),r[o]=p,r):u(p)},f(s,function(e,i){u.fn[e]||(u.fn[e]=function(r){var s,o=t.type(r),l=\"alpha\"===e?this._hsla?\"hsla\":\"rgba\":n,u=this[l](),h=u[i.idx];return\"undefined\"===o?h:(\"function\"===o&&(r=r.call(this,h),o=t.type(r)),null==r&&i.empty?this:(\"string\"===o&&(s=a.exec(r),s&&(r=h+parseFloat(s[2])*(\"+\"===s[1]?1:-1))),u[i.idx]=r,this[l](u)))})})}),u.hook=function(e){var i=e.split(\" \");f(i,function(e,i){t.cssHooks[i]={set:function(e,r){var 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e.wrap(n),(e[0]===s||t.contains(e[0],s))&&t(s).focus(),n=e.parent(),\"static\"===e.css(\"position\")?(n.css({position:\"relative\"}),e.css({position:\"relative\"})):(t.extend(i,{position:e.css(\"position\"),zIndex:e.css(\"z-index\")}),t.each([\"top\",\"left\",\"bottom\",\"right\"],function(t,n){i[n]=e.css(n),isNaN(parseInt(i[n],10))&&(i[n]=\"auto\")}),e.css({position:\"relative\",top:0,left:0,right:\"auto\",bottom:\"auto\"})),e.css(r),n.css(i).show()},removeWrapper:function(e){var i=document.activeElement;return e.parent().is(\".ui-effects-wrapper\")&&(e.parent().replaceWith(e),(e[0]===i||t.contains(e[0],i))&&t(i).focus()),e},setTransition:function(e,i,n,r){return r=r||{},t.each(i,function(t,i){var s=e.cssUnit(i);s[0]>0&&(r[i]=s[0]*n+s[1])}),r}}),t.fn.extend({effect:function(){function e(e){function n(){t.isFunction(s)&&s.call(r[0]),t.isFunction(e)&&e()}var r=t(this),s=i.complete,a=i.mode;(r.is(\":hidden\")?\"hide\"===a:\"show\"===a)?(r[a](),n()):o.call(r[0],i,n)}var 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e={};t.each([\"Quad\",\"Cubic\",\"Quart\",\"Quint\",\"Expo\"],function(t,i){e[i]=function(e){return Math.pow(e,t+2)}}),t.extend(e,{Sine:function(t){return 1-Math.cos(t*Math.PI/2)},Circ:function(t){return 1-Math.sqrt(1-t*t)},Elastic:function(t){return 0===t||1===t?t:-Math.pow(2,8*(t-1))*Math.sin((80*(t-1)-7.5)*Math.PI/15)},Back:function(t){return t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;t<((e=Math.pow(2,--i))-1)/11;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing[\"easeIn\"+e]=i,t.easing[\"easeOut\"+e]=function(t){return 1-i(1-t)},t.easing[\"easeInOut\"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}()}(n),function(t,e){var i=0,n={},r={};n.height=n.paddingTop=n.paddingBottom=n.borderTopWidth=n.borderBottomWidth=\"hide\",r.height=r.paddingTop=r.paddingBottom=r.borderTopWidth=r.borderBottomWidth=\"show\",t.widget(\"ui.accordion\",{version:\"1.10.3\",options:{active:0,animate:{},collapsible:!1,event:\"click\",header:\"> li > 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i=e.newPanel,n=this.prevShow.length?this.prevShow:e.oldPanel;this.prevShow.add(this.prevHide).stop(!0,!0),this.prevShow=i,this.prevHide=n,this.options.animate?this._animate(i,n,e):(n.hide(),i.show(),this._toggleComplete(e)),n.attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),n.prev().attr(\"aria-selected\",\"false\"),i.length&&n.length?n.prev().attr(\"tabIndex\",-1):i.length&&this.headers.filter(function(){return 0===t(this).attr(\"tabIndex\")}).attr(\"tabIndex\",-1),i.attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"}).prev().attr({\"aria-selected\":\"true\",tabIndex:0})},_animate:function(t,e,i){var s,o,a,l=this,u=0,h=t.length&&(!e.length||t.index()<e.index()),c=this.options.animate||{},p=h&&c.down||c,d=function(){l._toggleComplete(i)};return\"number\"==typeof p&&(a=p),\"string\"==typeof 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ui-front\").appendTo(this._appendTo()).menu({role:null}).hide().data(\"ui-menu\"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(\".ui-menu-item\").length||this._delay(function(){var e=this;this.document.one(\"mousedown\",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one(\"mousemove\",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data(\"ui-autocomplete-item\");!1!==this._trigger(\"focus\",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data(\"ui-autocomplete-item\"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger(\"select\",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t(\"<span>\",{role:\"status\",\"aria-live\":\"polite\"}).addClass(\"ui-helper-hidden-accessible\").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass(\"ui-autocomplete-input\").removeAttr(\"autocomplete\"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),\"source\"===t&&this._initSource(),\"appendTo\"===t&&this.menu.element.appendTo(this._appendTo()),\"disabled\"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(\".ui-front\")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):\"string\"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:\"json\",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger(\"search\",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass(\"ui-autocomplete-loading\"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var t=this,e=++i;return function(n){e===i&&t.__response(n),t.pending--,t.pending||t.element.removeClass(\"ui-autocomplete-loading\")}},__response:function(t){t&&(t=this._normalize(t)),this._trigger(\"response\",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger(\"open\")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(\":visible\")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger(\"close\",t))},_change:function(t){this.previous!==this._value()&&this._trigger(\"change\",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return\"string\"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width(\"\").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data(\"ui-autocomplete-item\",e)},_renderItem:function(e,i){return t(\"<li>\").append(t(\"<a>\").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(\":visible\")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(\":visible\"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),\"i\");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget(\"ui.autocomplete\",t.ui.autocomplete,{options:{messages:{noResults:\"No search results.\",results:function(t){return t+(t>1?\" results are\":\" result is\")+\" available, use up and down arrow keys to navigate.\"}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n),function(t,e){var i,n,r,s,o=\"ui-button ui-widget ui-state-default ui-corner-all\",a=\"ui-state-hover ui-state-active \",l=\"ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only\",u=function(){var e=t(this);setTimeout(function(){e.find(\":ui-button\").button(\"refresh\")},1)},h=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,\"\\\\'\"),r=n?t(n).find(\"[name='\"+i+\"']\"):t(\"[name='\"+i+\"']\",e.ownerDocument).filter(function(){return!this.form})),r};t.widget(\"ui.button\",{version:\"1.10.3\",defaultElement:\"<button>\",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest(\"form\").unbind(\"reset\"+this.eventNamespace).bind(\"reset\"+this.eventNamespace,u),\"boolean\"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop(\"disabled\"):this.element.prop(\"disabled\",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr(\"title\");var e=this,a=this.options,l=\"checkbox\"===this.type||\"radio\"===this.type,c=l?\"\":\"ui-state-active\",p=\"ui-state-focus\";null===a.label&&(a.label=\"input\"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(o).attr(\"role\",\"button\").bind(\"mouseenter\"+this.eventNamespace,function(){a.disabled||this===i&&t(this).addClass(\"ui-state-active\")}).bind(\"mouseleave\"+this.eventNamespace,function(){a.disabled||t(this).removeClass(c)}).bind(\"click\"+this.eventNamespace,function(t){a.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this.element.bind(\"focus\"+this.eventNamespace,function(){e.buttonElement.addClass(p)}).bind(\"blur\"+this.eventNamespace,function(){e.buttonElement.removeClass(p)}),l&&(this.element.bind(\"change\"+this.eventNamespace,function(){s||e.refresh()}),this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(t){a.disabled||(s=!1,n=t.pageX,r=t.pageY)}).bind(\"mouseup\"+this.eventNamespace,function(t){a.disabled||(n!==t.pageX||r!==t.pageY)&&(s=!0)})),\"checkbox\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){return a.disabled||s?!1:void 0}):\"radio\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){if(a.disabled||s)return!1;t(this).addClass(\"ui-state-active\"),e.buttonElement.attr(\"aria-pressed\",\"true\");var i=e.element[0];h(i).not(i).map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):(this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(){return a.disabled?!1:(t(this).addClass(\"ui-state-active\"),i=this,void e.document.one(\"mouseup\",function(){i=null}))}).bind(\"mouseup\"+this.eventNamespace,function(){return a.disabled?!1:void t(this).removeClass(\"ui-state-active\")}).bind(\"keydown\"+this.eventNamespace,function(e){return a.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass(\"ui-state-active\"))}).bind(\"keyup\"+this.eventNamespace+\" blur\"+this.eventNamespace,function(){t(this).removeClass(\"ui-state-active\")}),this.buttonElement.is(\"a\")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption(\"disabled\",a.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is(\"[type=checkbox]\")?this.type=\"checkbox\":this.element.is(\"[type=radio]\")?this.type=\"radio\":this.element.is(\"input\")?this.type=\"input\":this.type=\"button\",\"checkbox\"===this.type||\"radio\"===this.type?(t=this.element.parents().last(),e=\"label[for='\"+this.element.attr(\"id\")+\"']\",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass(\"ui-helper-hidden-accessible\"),i=this.element.is(\":checked\"),i&&this.buttonElement.addClass(\"ui-state-active\"),this.buttonElement.prop(\"aria-pressed\",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass(\"ui-helper-hidden-accessible\"),this.buttonElement.removeClass(o+\" \"+a+\" \"+l).removeAttr(\"role\").removeAttr(\"aria-pressed\").html(this.buttonElement.find(\".ui-button-text\").html()),this.hasTitle||this.buttonElement.removeAttr(\"title\")},_setOption:function(t,e){return this._super(t,e),\"disabled\"===t?void(e?this.element.prop(\"disabled\",!0):this.element.prop(\"disabled\",!1)):void this._resetButton()},refresh:function(){var e=this.element.is(\"input, button\")?this.element.is(\":disabled\"):this.element.hasClass(\"ui-button-disabled\");e!==this.options.disabled&&this._setOption(\"disabled\",e),\"radio\"===this.type?h(this.element[0]).each(function(){t(this).is(\":checked\")?t(this).button(\"widget\").addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):t(this).button(\"widget\").removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):\"checkbox\"===this.type&&(this.element.is(\":checked\")?this.buttonElement.addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):this.buttonElement.removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\"))},_resetButton:function(){if(\"input\"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(l),i=t(\"<span></span>\",this.document[0]).addClass(\"ui-button-text\").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,r=n.primary&&n.secondary,s=[];n.primary||n.secondary?(this.options.text&&s.push(\"ui-button-text-icon\"+(r?\"s\":n.primary?\"-primary\":\"-secondary\")),n.primary&&e.prepend(\"<span class='ui-button-icon-primary ui-icon \"+n.primary+\"'></span>\"),n.secondary&&e.append(\"<span class='ui-button-icon-secondary ui-icon \"+n.secondary+\"'></span>\"),this.options.text||(s.push(r?\"ui-button-icons-only\":\"ui-button-icon-only\"),this.hasTitle||e.attr(\"title\",t.trim(i)))):s.push(\"ui-button-text-only\"),e.addClass(s.join(\" \"))}}),t.widget(\"ui.buttonset\",{version:\"1.10.3\",options:{items:\"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)\"},_create:function(){this.element.addClass(\"ui-buttonset\")},_init:function(){this.refresh()},_setOption:function(t,e){\"disabled\"===t&&this.buttons.button(\"option\",t,e),this._super(t,e)},refresh:function(){var e=\"rtl\"===this.element.css(\"direction\");this.buttons=this.element.find(this.options.items).filter(\":ui-button\").button(\"refresh\").end().not(\":ui-button\").button().end().map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-all ui-corner-left ui-corner-right\").filter(\":first\").addClass(e?\"ui-corner-right\":\"ui-corner-left\").end().filter(\":last\").addClass(e?\"ui-corner-left\":\"ui-corner-right\").end().end()},_destroy:function(){this.element.removeClass(\"ui-buttonset\"),this.buttons.map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-left ui-corner-right\").end().button(\"destroy\")}})}(n),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId=\"ui-datepicker-div\",this._inlineClass=\"ui-datepicker-inline\",this._appendClass=\"ui-datepicker-append\",this._triggerClass=\"ui-datepicker-trigger\",this._dialogClass=\"ui-datepicker-dialog\",this._disableClass=\"ui-datepicker-disabled\",this._unselectableClass=\"ui-datepicker-unselectable\",this._currentClass=\"ui-datepicker-current-day\",this._dayOverClass=\"ui-datepicker-days-cell-over\",this.regional=[],this.regional[\"\"]={closeText:\"Done\",prevText:\"Prev\",nextText:\"Next\",currentText:\"Today\",monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],weekHeader:\"Wk\",dateFormat:\"mm/dd/yy\",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:\"\"},this._defaults={showOn:\"focus\",showAnim:\"fadeIn\",showOptions:{},defaultDate:null,appendText:\"\",buttonText:\"...\",buttonImage:\"\",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:\"c-10:c+10\",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:\"+10\",minDate:null,maxDate:null,duration:\"fast\",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:\"\",altFormat:\"\",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[\"\"]),this.dpDiv=n(t(\"<div id='\"+this._mainDivId+\"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\"))}function n(e){var i=\"button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a\";return e.delegate(i,\"mouseout\",function(){t(this).removeClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).removeClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).removeClass(\"ui-datepicker-next-hover\")}).delegate(i,\"mouseover\",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(\".ui-datepicker-calendar\").find(\"a\").removeClass(\"ui-state-hover\"),t(this).addClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).addClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).addClass(\"ui-datepicker-next-hover\"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:\"1.10.3\"}});var s,o=\"datepicker\";t.extend(i.prototype,{markerClassName:\"hasDatepicker\",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r=\"div\"===n||\"span\"===n,e.id||(this.uuid+=1,e.id=\"dp\"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),\"input\"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\\-])/g,\"\\\\\\\\$1\");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t(\"<div class='\"+this._inlineClass+\" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,\"appendText\"),a=this._get(i,\"isRTL\");i.append&&i.append.remove(),o&&(i.append=t(\"<span class='\"+this._appendClass+\"'>\"+o+\"</span>\"),e[a?\"before\":\"after\"](i.append)),e.unbind(\"focus\",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,\"showOn\"),(\"focus\"===n||\"both\"===n)&&e.focus(this._showDatepicker),(\"button\"===n||\"both\"===n)&&(r=this._get(i,\"buttonText\"),s=this._get(i,\"buttonImage\"),i.trigger=t(this._get(i,\"buttonImageOnly\")?t(\"<img/>\").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t(\"<button type='button'></button>\").addClass(this._triggerClass).html(s?t(\"<img/>\").attr({src:s,alt:r,title:r}):r)),e[a?\"before\":\"after\"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,\"autoSize\")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,\"dateFormat\");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?\"monthNames\":\"monthNamesShort\"))),s.setDate(e(this._get(t,o.match(/DD/)?\"dayNames\":\"dayNamesShort\"))+20-s.getDay())),t.input.attr(\"size\",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css(\"display\",\"block\"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l=\"dp\"+this.uuid,this._dialogInput=t(\"<input type='text' id='\"+l+\"' style='position: absolute; top: -100px; width: 0px;'/>\"),this._dialogInput.keydown(this._doKeyDown),t(\"body\").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css(\"left\",this._pos[0]+20+\"px\").css(\"top\",this._pos[1]+\"px\"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),\"input\"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind(\"focus\",this._showDatepicker).unbind(\"keydown\",this._doKeyDown).unbind(\"keypress\",this._doKeyPress).unbind(\"keyup\",this._doKeyUp)):(\"div\"===i||\"span\"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!1,s.trigger.filter(\"button\").each(function(){this.disabled=!1}).end().filter(\"img\").css({opacity:\"1.0\",cursor:\"\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().removeClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!0,s.trigger.filter(\"button\").each(function(){this.disabled=!0}).end().filter(\"img\").css({opacity:\"0.5\",cursor:\"default\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().addClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw\"Missing instance data for this datepicker\"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&\"string\"==typeof n?\"defaults\"===n?t.extend({},t.datepicker._defaults):h?\"all\"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},\"string\"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,\"min\"),u=this._getMinMaxDate(h,\"max\"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),\"disabled\"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(\".ui-datepicker-rtl\");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t(\"td.\"+t.datepicker._dayOverClass+\":not(.\"+t.datepicker._currentClass+\")\",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,\"onSelect\"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,\"D\"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,\"D\"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,\"constrainInput\")?(i=t.datepicker._possibleChars(t.datepicker._get(r,\"dateFormat\")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||\" \">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,\"dateFormat\"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,\"input\"!==e.nodeName.toLowerCase()&&(e=t(\"input\",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,\"beforeShow\"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,\n",
       "        t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=\"\"),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|=\"fixed\"===t(this).css(\"position\"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:\"absolute\",display:\"block\",top:\"-1000px\"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?\"static\":o?\"fixed\":\"absolute\",display:\"none\",left:a.left+\"px\",top:a.top+\"px\"}),i.inline||(l=t.datepicker._get(i,\"showAnim\"),u=t.datepicker._get(i,\"duration\"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,\"showOptions\"),u):i.dpDiv[l||\"show\"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find(\".\"+this._dayOverClass+\" a\").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass(\"ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4\").width(\"\"),r>1&&e.dpDiv.addClass(\"ui-datepicker-multi-\"+r).css(\"width\",o*r+\"em\"),e.dpDiv[(1!==n[0]||1!==n[1]?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-multi\"),e.dpDiv[(this._get(e,\"isRTL\")?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-rtl\"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find(\"select.ui-datepicker-year:first\").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(\":visible\")&&!t.input.is(\":disabled\")&&!t.input.is(\":focus\")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,\"isRTL\")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,\"isRTL\");e&&(\"hidden\"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?\"previousSibling\":\"nextSibling\"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,\"showAnim\"),n=this._get(a,\"duration\"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,\"showOptions\"),n,r):a.dpDiv[\"slideDown\"===i?\"slideUp\":\"fadeIn\"===i?\"fadeOut\":\"hide\"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,\"onClose\"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():\"\",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:\"absolute\",left:\"0\",top:\"-100px\"}),t.blockUI&&(t.unblockUI(),t(\"body\").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(\".ui-datepicker-calendar\")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents(\"#\"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest(\".\"+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+(\"M\"===n?this._get(s,\"showCurrentAtPos\"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,\"gotoCurrent\")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s[\"selected\"+(\"M\"===n?\"Month\":\"Year\")]=s[\"draw\"+(\"M\"===n?\"Month\":\"Year\")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t(\"a\",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,\"\")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,\"onSelect\"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger(\"change\"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],\"object\"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,\"altField\");s&&(i=this._get(e,\"altFormat\")||this._get(e,\"dateFormat\"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,\"\"]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw\"Invalid arguments\";if(i=\"object\"==typeof i?i.toString():i+\"\",\"\"===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h=\"string\"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n=\"@\"===t?14:\"!\"===t?20:\"y\"===t&&e?4:\"o\"===t?3:2,r=new RegExp(\"^\\\\d{1,\"+n+\"}\"),s=i.substring(l).match(r);if(!s)throw\"Missing number at position \"+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw\"Unknown name at position \"+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw\"Unexpected literal at position \"+l;l++};for(r=0;r<e.length;r++)if(y)\"'\"!==e.charAt(r)||b(\"'\")?k():y=!1;else switch(e.charAt(r)){case\"d\":_=w(\"d\");break;case\"D\":x(\"D\",c,p);break;case\"o\":v=w(\"o\");break;case\"m\":m=w(\"m\");break;case\"M\":m=x(\"M\",d,f);break;case\"y\":g=w(\"y\");break;case\"@\":a=new Date(w(\"@\")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"!\":a=new Date((w(\"!\")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"'\":b(\"'\")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\\s+/.test(o)))throw\"Extra/unparsed characters found in date: \"+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw\"Invalid date\";return a},ATOM:\"yy-mm-dd\",COOKIE:\"D, dd M yy\",ISO_8601:\"yy-mm-dd\",RFC_822:\"D, d M y\",RFC_850:\"DD, dd-M-y\",RFC_1036:\"D, d M y\",RFC_1123:\"D, d M yy\",RFC_2822:\"D, d M yy\",RSS:\"D, d M y\",TICKS:\"!\",TIMESTAMP:\"@\",W3C:\"yy-mm-dd\",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return\"\";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=\"\"+e;if(l(t))for(;n.length<i;)n=\"0\"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c=\"\",p=!1;if(e)for(n=0;n<t.length;n++)if(p)\"'\"!==t.charAt(n)||l(\"'\")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case\"d\":c+=u(\"d\",e.getDate(),2);break;case\"D\":c+=h(\"D\",e.getDay(),r,s);break;case\"o\":c+=u(\"o\",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case\"m\":c+=u(\"m\",e.getMonth()+1,2);break;case\"M\":c+=h(\"M\",e.getMonth(),o,a);break;case\"y\":c+=l(\"y\")?e.getFullYear():(e.getYear()%100<10?\"0\":\"\")+e.getYear()%100;break;case\"@\":c+=e.getTime();break;case\"!\":c+=1e4*e.getTime()+this._ticksTo1970;break;case\"'\":l(\"'\")?c+=\"'\":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i=\"\",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)\"'\"!==t.charAt(e)||r(\"'\")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case\"d\":case\"m\":case\"y\":case\"@\":i+=\"0123456789\";break;case\"D\":case\"M\":return null;case\"'\":r(\"'\")?i+=\"'\":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,\"dateFormat\"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?\"\":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,\"defaultDate\"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,\"dateFormat\"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\\-]?[0-9]+)\\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||\"d\"){case\"d\":case\"D\":a+=parseInt(u[1],10);break;case\"w\":case\"W\":a+=7*parseInt(u[1],10);break;case\"m\":case\"M\":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case\"y\":case\"Y\":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||\"\"===i?n:\"string\"==typeof i?s(i):\"number\"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&\"Invalid Date\"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?\"\":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&\"\"===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,\"stepMonths\"),n=\"#\"+e.id.replace(/\\\\\\\\/g,\"\\\\\");e.dpDiv.find(\"[data-handler]\").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,\"M\")},next:function(){t.datepicker._adjustDate(n,+i,\"M\")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute(\"data-month\"),+this.getAttribute(\"data-year\"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,\"M\"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,\"Y\"),!1}};t(this).bind(this.getAttribute(\"data-event\"),e[this.getAttribute(\"data-handler\")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,\"isRTL\"),q=this._get(t,\"showButtonPanel\"),Y=this._get(t,\"hideIfNoPrevNext\"),V=this._get(t,\"navigationAsDateFormat\"),$=this._getNumberOfMonths(t),U=this._get(t,\"showCurrentAtPos\"),G=this._get(t,\"stepMonths\"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,\"min\"),Q=this._getMinMaxDate(t,\"max\"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,\"prevText\"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?\"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\",r=this._get(t,\"nextText\"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?\"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\",o=this._get(t,\"currentText\"),a=this._get(t,\"gotoCurrent\")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?\"\":\"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>\"+this._get(t,\"closeText\")+\"</button>\",u=q?\"<div class='ui-datepicker-buttonpane ui-widget-content'>\"+(W?l:\"\")+(this._isInRange(t,a)?\"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>\"+o+\"</button>\":\"\")+(W?\"\":l)+\"</div>\":\"\",h=parseInt(this._get(t,\"firstDay\"),10),h=isNaN(h)?0:h,c=this._get(t,\"showWeek\"),p=this._get(t,\"dayNames\"),d=this._get(t,\"dayNamesMin\"),f=this._get(t,\"monthNames\"),g=this._get(t,\"monthNamesShort\"),m=this._get(t,\"beforeShowDay\"),_=this._get(t,\"showOtherMonths\"),v=this._get(t,\"selectOtherMonths\"),y=this._getDefaultDate(t),b=\"\",x=0;x<$[0];x++){for(k=\"\",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=\" ui-corner-all\",T=\"\",X){if(T+=\"<div class='ui-datepicker-group\",$[1]>1)switch(M){case 0:T+=\" ui-datepicker-group-first\",D=\" ui-corner-\"+(W?\"right\":\"left\");break;case $[1]-1:T+=\" ui-datepicker-group-last\",D=\" ui-corner-\"+(W?\"left\":\"right\");break;default:T+=\" ui-datepicker-group-middle\",D=\"\"}T+=\"'>\"}for(T+=\"<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix\"+D+\"'>\"+(/all|left/.test(D)&&0===x?W?s:n:\"\")+(/all|right/.test(D)&&0===x?W?n:s:\"\")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+\"</div><table class='ui-datepicker-calendar'><thead><tr>\",S=c?\"<th class='ui-datepicker-week-col'>\"+this._get(t,\"weekHeader\")+\"</th>\":\"\",w=0;7>w;w++)A=(w+h)%7,S+=\"<th\"+((w+h+6)%7>=5?\" class='ui-datepicker-week-end'\":\"\")+\"><span title='\"+p[A]+\"'>\"+d[A]+\"</span></th>\";for(T+=S+\"</tr></thead><tbody>\",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+=\"<tr>\",j=c?\"<td class='ui-datepicker-week-col'>\"+this._get(t,\"calculateWeek\")(R)+\"</td>\":\"\",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,\"\"],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+=\"<td class='\"+((w+h+6)%7>=5?\" ui-datepicker-week-end\":\"\")+(F?\" ui-datepicker-other-month\":\"\")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?\" \"+this._dayOverClass:\"\")+(L?\" \"+this._unselectableClass+\" ui-state-disabled\":\"\")+(F&&!_?\"\":\" \"+O[1]+(R.getTime()===Z.getTime()?\" \"+this._currentClass:\"\")+(R.getTime()===B.getTime()?\" ui-datepicker-today\":\"\"))+\"'\"+(F&&!_||!O[2]?\"\":\" title='\"+O[2].replace(/'/g,\"&#39;\")+\"'\")+(L?\"\":\" data-handler='selectDay' data-event='click' data-month='\"+R.getMonth()+\"' data-year='\"+R.getFullYear()+\"'\")+\">\"+(F&&!_?\"&#xa0;\":L?\"<span class='ui-state-default'>\"+R.getDate()+\"</span>\":\"<a class='ui-state-default\"+(R.getTime()===B.getTime()?\" ui-state-highlight\":\"\")+(R.getTime()===Z.getTime()?\" ui-state-active\":\"\")+(F?\" ui-priority-secondary\":\"\")+\"' href='#'>\"+R.getDate()+\"</a>\")+\"</td>\",R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+\"</tr>\"}K++,K>11&&(K=0,tt++),T+=\"</tbody></table>\"+(X?\"</div>\"+($[0]>0&&M===$[1]-1?\"<div class='ui-datepicker-row-break'></div>\":\"\"):\"\"),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,\"changeMonth\"),_=this._get(t,\"changeYear\"),v=this._get(t,\"showMonthAfterYear\"),y=\"<div class='ui-datepicker-title'>\",b=\"\";if(s||!m)b+=\"<span class='ui-datepicker-month'>\"+o[e]+\"</span>\";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+=\"<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>\",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+=\"<option value='\"+h+\"'\"+(h===e?\" selected='selected'\":\"\")+\">\"+a[h]+\"</option>\");b+=\"</select>\"}if(v||(y+=b+(!s&&m&&_?\"\":\"&#xa0;\")),!t.yearshtml)if(t.yearshtml=\"\",s||!_)y+=\"<span class='ui-datepicker-year'>\"+i+\"</span>\";else{for(c=this._get(t,\"yearRange\").split(\":\"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||\"\")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+=\"<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>\";g>=f;f++)t.yearshtml+=\"<option value='\"+f+\"'\"+(f===i?\" selected='selected'\":\"\")+\">\"+f+\"</option>\";t.yearshtml+=\"</select>\",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,\"yearSuffix\"),v&&(y+=(!s&&m&&_?\"\":\"&#xa0;\")+b),y+=\"</div>\"},_adjustInstDate:function(t,e,i){var n=t.drawYear+(\"Y\"===i?e:0),r=t.drawMonth+(\"M\"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+(\"D\"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),(\"M\"===i||\"Y\"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,\"min\"),n=this._getMinMaxDate(t,\"max\"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,\"onChangeMonthYear\");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,\"numberOfMonths\");return null==e?[1,1]:\"number\"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+\"Date\"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,\"min\"),s=this._getMinMaxDate(t,\"max\"),o=null,a=null,l=this._get(t,\"yearRange\");return l&&(i=l.split(\":\"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\\-].*/)&&(o+=n),i[1].match(/[+\\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,\"shortYearCutoff\");return e=\"string\"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,\"dayNamesShort\"),dayNames:this._get(t,\"dayNames\"),monthNamesShort:this._get(t,\"monthNamesShort\"),monthNames:this._get(t,\"monthNames\")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?\"object\"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,\"dateFormat\"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t(\"#\"+t.datepicker._mainDivId).length&&t(\"body\").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return\"string\"!=typeof e||\"isDisabled\"!==e&&\"getDate\"!==e&&\"widget\"!==e?\"option\"===e&&2===arguments.length&&\"string\"==typeof arguments[1]?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){\"string\"==typeof e?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version=\"1.10.3\"}(n),function(t,e){var i={buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},n={maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0};t.widget(\"ui.dialog\",{version:\"1.10.3\",options:{appendTo:\"body\",autoOpen:!0,buttons:[],closeOnEscape:!0,closeText:\"close\",dialogClass:\"\",draggable:!0,hide:null,height:\"auto\",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:\"center\",at:\"center\",of:window,collision:\"fit\",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css(\"top\",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr(\"title\"),this.options.title=this.options.title||this.originalTitle,this._createWrapper(),this.element.show().removeAttr(\"title\").addClass(\"ui-dialog-content ui-widget-content\").appendTo(this.uiDialog),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||\"body\").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._destroyOverlay(),this.element.removeUniqueId().removeClass(\"ui-dialog-content ui-widget-content\").css(this.originalCss).detach(),this.uiDialog.stop(!0,!0).remove(),this.originalTitle&&this.element.attr(\"title\",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger(\"beforeClose\",e)!==!1&&(this._isOpen=!1,this._destroyOverlay(),this.opener.filter(\":focusable\").focus().length||t(this.document[0].activeElement).blur(),this._hide(this.uiDialog,this.options.hide,function(){i._trigger(\"close\",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(t,e){var i=!!this.uiDialog.nextAll(\":visible\").insertBefore(this.uiDialog).length;return i&&!e&&this._trigger(\"focus\",t),i},open:function(){var e=this;return this._isOpen?void(this._moveToTop()&&this._focusTabbable()):(this._isOpen=!0,this.opener=t(this.document[0].activeElement),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger(\"focus\")}),void this._trigger(\"open\"))},_focusTabbable:function(){var t=this.element.find(\"[autofocus]\");t.length||(t=this.element.find(\":tabbable\")),t.length||(t=this.uiDialogButtonPane.find(\":tabbable\")),t.length||(t=this.uiDialogTitlebarClose.filter(\":tabbable\")),t.length||(t=this.uiDialog),t.eq(0).focus()},_keepFocus:function(e){function i(){var e=this.document[0].activeElement,i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t(\"<div>\").addClass(\"ui-dialog ui-widget ui-widget-content ui-corner-all ui-front \"+this.options.dialogClass).hide().attr({tabIndex:-1,role:\"dialog\"}).appendTo(this._appendTo()),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),void this.close(e);if(e.keyCode===t.ui.keyCode.TAB){var i=this.uiDialog.find(\":tabbable\"),n=i.filter(\":first\"),r=i.filter(\":last\");e.target!==r[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==n[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(r.focus(1),e.preventDefault()):(n.focus(1),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find(\"[aria-describedby]\").length||this.uiDialog.attr({\"aria-describedby\":this.element.uniqueId().attr(\"id\")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t(\"<div>\").addClass(\"ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix\").prependTo(this.uiDialog),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(\".ui-dialog-titlebar-close\")||this.uiDialog.focus()}}),this.uiDialogTitlebarClose=t(\"<button></button>\").button({label:this.options.closeText,icons:{primary:\"ui-icon-closethick\"},text:!1}).addClass(\"ui-dialog-titlebar-close\").appendTo(this.uiDialogTitlebar),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t(\"<span>\").uniqueId().addClass(\"ui-dialog-title\").prependTo(this.uiDialogTitlebar),this._title(e),this.uiDialog.attr({\"aria-labelledby\":e.attr(\"id\")})},_title:function(t){this.options.title||t.html(\"&#160;\"),t.text(this.options.title)},_createButtonPane:function(){this.uiDialogButtonPane=t(\"<div>\").addClass(\"ui-dialog-buttonpane ui-widget-content 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i=this.active||this.element.children(\".ui-menu-item\").eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){t.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(e)})},keydown:\"_keydown\"}),this.refresh(),this._on(this.document,{click:function(e){t(e.target).closest(\".ui-menu\").length||this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr(\"aria-activedescendant\").find(\".ui-menu\").addBack().removeClass(\"ui-menu ui-widget ui-widget-content ui-corner-all ui-menu-icons\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-expanded\").removeAttr(\"aria-hidden\").removeAttr(\"aria-disabled\").removeUniqueId().show(),this.element.find(\".ui-menu-item\").removeClass(\"ui-menu-item\").removeAttr(\"role\").removeAttr(\"aria-disabled\").children(\"a\").removeUniqueId().removeClass(\"ui-corner-all 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i,n;this.blur(t,t&&\"focus\"===t.type),this._scrollIntoView(e),this.active=e.first(),n=this.active.children(\"a\").addClass(\"ui-state-focus\"),this.options.role&&this.element.attr(\"aria-activedescendant\",n.attr(\"id\")),this.active.parent().closest(\".ui-menu-item\").children(\"a:first\").addClass(\"ui-state-active\"),t&&\"keydown\"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(\".ui-menu\"),i.length&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger(\"focus\",t,{item:e})},_scrollIntoView:function(e){var i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],\"borderTopWidth\"))||0,n=parseFloat(t.css(this.activeMenu[0],\"paddingTop\"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children(\"a\").removeClass(\"ui-state-focus\"),this.active=null,this._trigger(\"blur\",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),\"true\"===t.attr(\"aria-hidden\")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(\".ui-menu\").not(e.parents(\".ui-menu\")).hide().attr(\"aria-hidden\",\"true\"),e.show().removeAttr(\"aria-hidden\").attr(\"aria-expanded\",\"true\").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(\".ui-menu\"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(\".ui-menu\").hide().attr(\"aria-hidden\",\"true\").attr(\"aria-expanded\",\"false\").end().find(\"a.ui-state-active\").removeClass(\"ui-state-active\")},collapse:function(t){var e=this.active&&this.active.parent().closest(\".ui-menu-item\",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(\".ui-menu 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i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\")[this.active?\"last\":\"first\"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop(\"scrollHeight\")},select:function(e){this.active=this.active||t(e.target).closest(\".ui-menu-item\");var i={item:this.active};this.active.has(\".ui-menu\").length||this.collapseAll(e,!0),this._trigger(\"select\",e,i)}})}(n),function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\\+\\-]\\d+(\\.[\\d]+)?%?/,p=/^\\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t(\"<div style='display:block;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>\"),o=r.children()[0];return t(\"body\").append(r),i=o.offsetWidth,r.css(\"overflow\",\"scroll\"),n=o.offsetWidth,i===n&&(n=r[0].clientWidth),r.remove(),s=i-n},getScrollInfo:function(e){var i=e.isWindow?\"\":e.element.css(\"overflow-x\"),n=e.isWindow?\"\":e.element.css(\"overflow-y\"),r=\"scroll\"===i||\"auto\"===i&&e.width<e.element[0].scrollWidth,s=\"scroll\"===n||\"auto\"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]);return{element:i,isWindow:n,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||\"flip\").split(\" \"),k={};return v=r(y),y[0].preventDefault&&(e.at=\"left top\"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each([\"my\",\"at\"],function(){var t,i,n=(e[this]||\"\").split(\" 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r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,\"marginLeft\"),v=n(this,\"marginTop\"),M=c+f+n(this,\"marginRight\")+w.width,C=p+v+n(this,\"marginBottom\")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());\"right\"===e.my[0]?D.left-=c:\"center\"===e.my[0]&&(D.left-=c/2),\"bottom\"===e.my[1]?D.top-=p:\"center\"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each([\"left\",\"top\"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?\"left\":i>0?\"right\":\"center\",vertical:0>s?\"top\":r>0?\"bottom\":\"middle\"};c>d&&a(i+n)<d&&(l.horizontal=\"center\"),p>g&&a(r+s)<g&&(l.vertical=\"middle\"),o(a(i),a(n))>o(a(r),a(s))?l.important=\"horizontal\":l.important=\"vertical\",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p=\"left\"===e.my[0]?-e.elemWidth:\"right\"===e.my[0]?e.elemWidth:0,d=\"left\"===e.at[0]?e.targetWidth:\"right\"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p=\"top\"===e.my[1],d=p?-e.elemHeight:\"bottom\"===e.my[1]?e.elemHeight:0,f=\"top\"===e.at[1]?e.targetHeight:\"bottom\"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName(\"body\")[0],a=document.createElement(\"div\");e=document.createElement(o?\"div\":\"body\"),n={visibility:\"hidden\",width:0,height:0,border:0,margin:0,background:\"none\"},o&&t.extend(n,{position:\"absolute\",left:\"-1000px\",top:\"-1000px\"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText=\"position: absolute; left: 10.7432222px;\",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML=\"\",i.removeChild(e)}()}(n),function(t,e){t.widget(\"ui.progressbar\",{version:\"1.10.3\",options:{max:100,value:0,change:null,complete:null},min:0,_create:function(){this.oldValue=this.options.value=this._constrainedValue(),this.element.addClass(\"ui-progressbar ui-widget ui-widget-content ui-corner-all\").attr({role:\"progressbar\",\"aria-valuemin\":this.min}),this.valueDiv=t(\"<div class='ui-progressbar-value ui-widget-header ui-corner-left'></div>\").appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass(\"ui-progressbar ui-widget ui-widget-content ui-corner-all\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.valueDiv.remove()},value:function(t){return t===e?this.options.value:(this.options.value=this._constrainedValue(t),void this._refreshValue())},_constrainedValue:function(t){return t===e&&(t=this.options.value),this.indeterminate=t===!1,\"number\"!=typeof t&&(t=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,t))},_setOptions:function(t){var e=t.value;delete t.value,this._super(t),this.options.value=this._constrainedValue(e),this._refreshValue()},_setOption:function(t,e){\"max\"===t&&(e=Math.max(this.min,e)),this._super(t,e)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var e=this.options.value,i=this._percentage();this.valueDiv.toggle(this.indeterminate||e>this.min).toggleClass(\"ui-corner-right\",e===this.options.max).width(i.toFixed(0)+\"%\"),this.element.toggleClass(\"ui-progressbar-indeterminate\",this.indeterminate),this.indeterminate?(this.element.removeAttr(\"aria-valuenow\"),this.overlayDiv||(this.overlayDiv=t(\"<div class='ui-progressbar-overlay'></div>\").appendTo(this.valueDiv))):(this.element.attr({\"aria-valuemax\":this.options.max,\"aria-valuenow\":e}),this.overlayDiv&&(this.overlayDiv.remove(),this.overlayDiv=null)),this.oldValue!==e&&(this.oldValue=e,this._trigger(\"change\")),e===this.options.max&&this._trigger(\"complete\")}})}(n),function(t,e){var i=5;t.widget(\"ui.slider\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"slide\",options:{animate:!1,distance:0,max:100,min:0,orientation:\"horizontal\",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this.element.addClass(\"ui-slider ui-slider-\"+this.orientation+\" ui-widget ui-widget-content ui-corner-all\"),this._refresh(),this._setOption(\"disabled\",this.options.disabled),this._animateOff=!1},_refresh:function(){this._createRange(),this._createHandles(),this._setupEvents(),this._refreshValue()},_createHandles:function(){var e,i,n=this.options,r=this.element.find(\".ui-slider-handle\").addClass(\"ui-state-default ui-corner-all\"),s=\"<a class='ui-slider-handle ui-state-default ui-corner-all' href='#'></a>\",o=[];for(i=n.values&&n.values.length||1,\n",
       "        r.length>i&&(r.slice(i).remove(),r=r.slice(0,i)),e=r.length;i>e;e++)o.push(s);this.handles=r.add(t(o.join(\"\")).appendTo(this.element)),this.handle=this.handles.eq(0),this.handles.each(function(e){t(this).data(\"ui-slider-handle-index\",e)})},_createRange:function(){var e=this.options,i=\"\";e.range?(e.range===!0&&(e.values?e.values.length&&2!==e.values.length?e.values=[e.values[0],e.values[0]]:t.isArray(e.values)&&(e.values=e.values.slice(0)):e.values=[this._valueMin(),this._valueMin()]),this.range&&this.range.length?this.range.removeClass(\"ui-slider-range-min ui-slider-range-max\").css({left:\"\",bottom:\"\"}):(this.range=t(\"<div></div>\").appendTo(this.element),i=\"ui-slider-range ui-widget-header ui-corner-all\"),this.range.addClass(i+(\"min\"===e.range||\"max\"===e.range?\" ui-slider-range-\"+e.range:\"\"))):this.range=t([])},_setupEvents:function(){var t=this.handles.add(this.range).filter(\"a\");this._off(t),this._on(t,this._handleEvents),this._hoverable(t),this._focusable(t)},_destroy:function(){this.handles.remove(),this.range.remove(),this.element.removeClass(\"ui-slider ui-slider-horizontal ui-slider-vertical ui-widget ui-widget-content ui-corner-all\"),this._mouseDestroy()},_mouseCapture:function(e){var i,n,r,s,o,a,l,u,h=this,c=this.options;return c.disabled?!1:(this.elementSize={width:this.element.outerWidth(),height:this.element.outerHeight()},this.elementOffset=this.element.offset(),i={x:e.pageX,y:e.pageY},n=this._normValueFromMouse(i),r=this._valueMax()-this._valueMin()+1,this.handles.each(function(e){var i=Math.abs(n-h.values(e));(r>i||r===i&&(e===h._lastChangedValue||h.values(e)===c.min))&&(r=i,s=t(this),o=e)}),a=this._start(e,o),a===!1?!1:(this._mouseSliding=!0,this._handleIndex=o,s.addClass(\"ui-state-active\").focus(),l=s.offset(),u=!t(e.target).parents().addBack().is(\".ui-slider-handle\"),this._clickOffset=u?{left:0,top:0}:{left:e.pageX-l.left-s.width()/2,top:e.pageY-l.top-s.height()/2-(parseInt(s.css(\"borderTopWidth\"),10)||0)-(parseInt(s.css(\"borderBottomWidth\"),10)||0)+(parseInt(s.css(\"marginTop\"),10)||0)},this.handles.hasClass(\"ui-state-hover\")||this._slide(e,o,n),this._animateOff=!0,!0))},_mouseStart:function(){return!0},_mouseDrag:function(t){var e={x:t.pageX,y:t.pageY},i=this._normValueFromMouse(e);return this._slide(t,this._handleIndex,i),!1},_mouseStop:function(t){return this.handles.removeClass(\"ui-state-active\"),this._mouseSliding=!1,this._stop(t,this._handleIndex),this._change(t,this._handleIndex),this._handleIndex=null,this._clickOffset=null,this._animateOff=!1,!1},_detectOrientation:function(){this.orientation=\"vertical\"===this.options.orientation?\"vertical\":\"horizontal\"},_normValueFromMouse:function(t){var e,i,n,r,s;return\"horizontal\"===this.orientation?(e=this.elementSize.width,i=t.x-this.elementOffset.left-(this._clickOffset?this._clickOffset.left:0)):(e=this.elementSize.height,i=t.y-this.elementOffset.top-(this._clickOffset?this._clickOffset.top:0)),n=i/e,n>1&&(n=1),0>n&&(n=0),\"vertical\"===this.orientation&&(n=1-n),r=this._valueMax()-this._valueMin(),s=this._valueMin()+n*r,this._trimAlignValue(s)},_start:function(t,e){var i={handle:this.handles[e],value:this.value()};return this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger(\"start\",t,i)},_slide:function(t,e,i){var n,r,s;this.options.values&&this.options.values.length?(n=this.values(e?0:1),2===this.options.values.length&&this.options.range===!0&&(0===e&&i>n||1===e&&n>i)&&(i=n),i!==this.values(e)&&(r=this.values(),r[e]=i,s=this._trigger(\"slide\",t,{handle:this.handles[e],value:i,values:r}),n=this.values(e?0:1),s!==!1&&this.values(e,i,!0))):i!==this.value()&&(s=this._trigger(\"slide\",t,{handle:this.handles[e],value:i}),s!==!1&&this.value(i))},_stop:function(t,e){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger(\"stop\",t,i)},_change:function(t,e){if(!this._keySliding&&!this._mouseSliding){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._lastChangedValue=e,this._trigger(\"change\",t,i)}},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),void this._change(null,0)):this._value()},values:function(e,i){var n,r,s;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),void this._change(null,e);if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this.options.values&&this.options.values.length?this._values(e):this.value();for(n=this.options.values,r=arguments[0],s=0;s<n.length;s+=1)n[s]=this._trimAlignValue(r[s]),this._change(null,s);this._refreshValue()},_setOption:function(e,i){var n,r=0;switch(\"range\"===e&&this.options.range===!0&&(\"min\"===i?(this.options.value=this._values(0),this.options.values=null):\"max\"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(r=this.options.values.length),t.Widget.prototype._setOption.apply(this,arguments),e){case\"orientation\":this._detectOrientation(),this.element.removeClass(\"ui-slider-horizontal ui-slider-vertical\").addClass(\"ui-slider-\"+this.orientation),this._refreshValue();break;case\"value\":this._animateOff=!0,this._refreshValue(),this._change(null,0),this._animateOff=!1;break;case\"values\":for(this._animateOff=!0,this._refreshValue(),n=0;r>n;n+=1)this._change(null,n);this._animateOff=!1;break;case\"min\":case\"max\":this._animateOff=!0,this._refreshValue(),this._animateOff=!1;break;case\"range\":this._animateOff=!0,this._refresh(),this._animateOff=!1}},_value:function(){var t=this.options.value;return t=this._trimAlignValue(t)},_values:function(t){var e,i,n;if(arguments.length)return e=this.options.values[t],e=this._trimAlignValue(e);if(this.options.values&&this.options.values.length){for(i=this.options.values.slice(),n=0;n<i.length;n+=1)i[n]=this._trimAlignValue(i[n]);return i}return[]},_trimAlignValue:function(t){if(t<=this._valueMin())return this._valueMin();if(t>=this._valueMax())return this._valueMax();var e=this.options.step>0?this.options.step:1,i=(t-this._valueMin())%e,n=t-i;return 2*Math.abs(i)>=e&&(n+=i>0?e:-e),parseFloat(n.toFixed(5))},_valueMin:function(){return this.options.min},_valueMax:function(){return this.options.max},_refreshValue:function(){var e,i,n,r,s,o=this.options.range,a=this.options,l=this,u=this._animateOff?!1:a.animate,h={};this.options.values&&this.options.values.length?this.handles.each(function(n){i=(l.values(n)-l._valueMin())/(l._valueMax()-l._valueMin())*100,h[\"horizontal\"===l.orientation?\"left\":\"bottom\"]=i+\"%\",t(this).stop(1,1)[u?\"animate\":\"css\"](h,a.animate),l.options.range===!0&&(\"horizontal\"===l.orientation?(0===n&&l.range.stop(1,1)[u?\"animate\":\"css\"]({left:i+\"%\"},a.animate),1===n&&l.range[u?\"animate\":\"css\"]({width:i-e+\"%\"},{queue:!1,duration:a.animate})):(0===n&&l.range.stop(1,1)[u?\"animate\":\"css\"]({bottom:i+\"%\"},a.animate),1===n&&l.range[u?\"animate\":\"css\"]({height:i-e+\"%\"},{queue:!1,duration:a.animate}))),e=i}):(n=this.value(),r=this._valueMin(),s=this._valueMax(),i=s!==r?(n-r)/(s-r)*100:0,h[\"horizontal\"===this.orientation?\"left\":\"bottom\"]=i+\"%\",this.handle.stop(1,1)[u?\"animate\":\"css\"](h,a.animate),\"min\"===o&&\"horizontal\"===this.orientation&&this.range.stop(1,1)[u?\"animate\":\"css\"]({width:i+\"%\"},a.animate),\"max\"===o&&\"horizontal\"===this.orientation&&this.range[u?\"animate\":\"css\"]({width:100-i+\"%\"},{queue:!1,duration:a.animate}),\"min\"===o&&\"vertical\"===this.orientation&&this.range.stop(1,1)[u?\"animate\":\"css\"]({height:i+\"%\"},a.animate),\"max\"===o&&\"vertical\"===this.orientation&&this.range[u?\"animate\":\"css\"]({height:100-i+\"%\"},{queue:!1,duration:a.animate}))},_handleEvents:{keydown:function(e){var n,r,s,o,a=t(e.target).data(\"ui-slider-handle-index\");switch(e.keyCode){case t.ui.keyCode.HOME:case t.ui.keyCode.END:case t.ui.keyCode.PAGE_UP:case t.ui.keyCode.PAGE_DOWN:case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(e.preventDefault(),!this._keySliding&&(this._keySliding=!0,t(e.target).addClass(\"ui-state-active\"),n=this._start(e,a),n===!1))return}switch(o=this.options.step,r=s=this.options.values&&this.options.values.length?this.values(a):this.value(),e.keyCode){case t.ui.keyCode.HOME:s=this._valueMin();break;case t.ui.keyCode.END:s=this._valueMax();break;case t.ui.keyCode.PAGE_UP:s=this._trimAlignValue(r+(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.PAGE_DOWN:s=this._trimAlignValue(r-(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:if(r===this._valueMax())return;s=this._trimAlignValue(r+o);break;case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(r===this._valueMin())return;s=this._trimAlignValue(r-o)}this._slide(e,a,s)},click:function(t){t.preventDefault()},keyup:function(e){var i=t(e.target).data(\"ui-slider-handle-index\");this._keySliding&&(this._keySliding=!1,this._stop(e,i),this._change(e,i),t(e.target).removeClass(\"ui-state-active\"))}}})}(n),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger(\"change\")}}t.widget(\"ui.spinner\",{version:\"1.10.3\",defaultElement:\"<input>\",widgetEventPrefix:\"spin\",options:{culture:null,icons:{down:\"ui-icon-triangle-1-s\",up:\"ui-icon-triangle-1-n\"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption(\"max\",this.options.max),this._setOption(\"min\",this.options.min),this._setOption(\"step\",this.options.step),this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each([\"min\",\"max\",\"step\"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:\"_stop\",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger(\"change\",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},\"mousedown .ui-spinner-button\":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e)},\"mouseup .ui-spinner-button\":\"_stop\",\"mouseenter .ui-spinner-button\":function(e){return t(e.currentTarget).hasClass(\"ui-state-active\")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e):void 0},\"mouseleave .ui-spinner-button\":\"_stop\"},_draw:function(){var t=this.uiSpinner=this.element.addClass(\"ui-spinner-input\").attr(\"autocomplete\",\"off\").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr(\"role\",\"spinbutton\"),this.buttons=t.find(\".ui-spinner-button\").attr(\"tabIndex\",-1).button().removeClass(\"ui-corner-all\"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return\"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>\"},_buttonHtml:function(){return\"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon \"+this.options.icons.up+\"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon \"+this.options.icons.down+\"'>&#9660;</span></a>\"},_start:function(t){return this.spinning||this._trigger(\"start\",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger(\"spin\",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(\".\");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return e=null!==n.min?n.min:0,i=t-e,i=Math.round(i/n.step)*n.step,t=e+i,t=parseFloat(t.toFixed(this._precision())),null!==n.max&&t>n.max?n.max:null!==n.min&&t<n.min?n.min:t},_stop:function(t){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger(\"stop\",t))},_setOption:function(t,e){if(\"culture\"===t||\"numberFormat\"===t){var i=this._parse(this.element.val());return this.options[t]=e,void this.element.val(this._format(i))}(\"max\"===t||\"min\"===t||\"step\"===t)&&\"string\"==typeof e&&(e=this._parse(e)),\"icons\"===t&&(this.buttons.first().find(\".ui-icon\").removeClass(this.options.icons.up).addClass(e.up),this.buttons.last().find(\".ui-icon\").removeClass(this.options.icons.down).addClass(e.down)),this._super(t,e),\"disabled\"===t&&(e?(this.element.prop(\"disabled\",!0),this.buttons.button(\"disable\")):(this.element.prop(\"disabled\",!1),this.buttons.button(\"enable\")))},_setOptions:e(function(t){this._super(t),this._value(this.element.val())}),_parse:function(t){return\"string\"==typeof t&&\"\"!==t&&(t=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(t,10,this.options.culture):+t),\"\"===t||isNaN(t)?null:t},_format:function(t){return\"\"===t?\"\":window.Globalize&&this.options.numberFormat?Globalize.format(t,this.options.numberFormat,this.options.culture):t},_refresh:function(){this.element.attr({\"aria-valuemin\":this.options.min,\"aria-valuemax\":this.options.max,\"aria-valuenow\":this._parse(this.element.val())})},_value:function(t,e){var i;\"\"!==t&&(i=this._parse(t),null!==i&&(e||(i=this._adjustValue(i)),t=this._format(i))),this.element.val(t),this._refresh()},_destroy:function(){this.element.removeClass(\"ui-spinner-input\").prop(\"disabled\",!1).removeAttr(\"autocomplete\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.uiSpinner.replaceWith(this.element)},stepUp:e(function(t){this._stepUp(t)}),_stepUp:function(t){this._start()&&(this._spin((t||1)*this.options.step),this._stop())},stepDown:e(function(t){this._stepDown(t)}),_stepDown:function(t){this._start()&&(this._spin((t||1)*-this.options.step),this._stop())},pageUp:e(function(t){this._stepUp((t||1)*this.options.page)}),pageDown:e(function(t){this._stepDown((t||1)*this.options.page)}),value:function(t){return arguments.length?void e(this._value).call(this,t):this._parse(this.element.val())},widget:function(){return this.uiSpinner}})}(n),function(t,e){function i(){return++r}function n(t){return t.hash.length>1&&decodeURIComponent(t.href.replace(s,\"\"))===decodeURIComponent(location.href.replace(s,\"\"))}var r=0,s=/#.*$/;t.widget(\"ui.tabs\",{version:\"1.10.3\",delay:300,options:{active:null,collapsible:!1,event:\"click\",heightStyle:\"content\",hide:null,show:null,activate:null,beforeActivate:null,beforeLoad:null,load:null},_create:function(){var e=this,i=this.options;this.running=!1,this.element.addClass(\"ui-tabs ui-widget ui-widget-content ui-corner-all\").toggleClass(\"ui-tabs-collapsible\",i.collapsible).delegate(\".ui-tabs-nav > li\",\"mousedown\"+this.eventNamespace,function(e){t(this).is(\".ui-state-disabled\")&&e.preventDefault()}).delegate(\".ui-tabs-anchor\",\"focus\"+this.eventNamespace,function(){t(this).closest(\"li\").is(\".ui-state-disabled\")&&this.blur()}),this._processTabs(),i.active=this._initialActive(),t.isArray(i.disabled)&&(i.disabled=t.unique(i.disabled.concat(t.map(this.tabs.filter(\".ui-state-disabled\"),function(t){return e.tabs.index(t)}))).sort()),this.options.active!==!1&&this.anchors.length?this.active=this._findActive(i.active):this.active=t(),this._refresh(),this.active.length&&this.load(i.active)},_initialActive:function(){var e=this.options.active,i=this.options.collapsible,n=location.hash.substring(1);return null===e&&(n&&this.tabs.each(function(i,r){return t(r).attr(\"aria-controls\")===n?(e=i,!1):void 0}),null===e&&(e=this.tabs.index(this.tabs.filter(\".ui-tabs-active\"))),(null===e||-1===e)&&(e=this.tabs.length?0:!1)),e!==!1&&(e=this.tabs.index(this.tabs.eq(e)),-1===e&&(e=i?!1:0)),!i&&e===!1&&this.anchors.length&&(e=0),e},_getCreateEventData:function(){return{tab:this.active,panel:this.active.length?this._getPanelForTab(this.active):t()}},_tabKeydown:function(e){var i=t(this.document[0].activeElement).closest(\"li\"),n=this.tabs.index(i),r=!0;if(!this._handlePageNav(e)){switch(e.keyCode){case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:n++;break;case t.ui.keyCode.UP:case t.ui.keyCode.LEFT:r=!1,n--;break;case t.ui.keyCode.END:n=this.anchors.length-1;break;case t.ui.keyCode.HOME:n=0;break;case t.ui.keyCode.SPACE:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n);case t.ui.keyCode.ENTER:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n===this.options.active?!1:n);default:return}e.preventDefault(),clearTimeout(this.activating),n=this._focusNextTab(n,r),e.ctrlKey||(i.attr(\"aria-selected\",\"false\"),this.tabs.eq(n).attr(\"aria-selected\",\"true\"),this.activating=this._delay(function(){this.option(\"active\",n)},this.delay))}},_panelKeydown:function(e){this._handlePageNav(e)||e.ctrlKey&&e.keyCode===t.ui.keyCode.UP&&(e.preventDefault(),this.active.focus())},_handlePageNav:function(e){return e.altKey&&e.keyCode===t.ui.keyCode.PAGE_UP?(this._activate(this._focusNextTab(this.options.active-1,!1)),!0):e.altKey&&e.keyCode===t.ui.keyCode.PAGE_DOWN?(this._activate(this._focusNextTab(this.options.active+1,!0)),!0):void 0},_findNextTab:function(e,i){function n(){return e>r&&(e=0),0>e&&(e=r),e}for(var r=this.tabs.length-1;-1!==t.inArray(n(),this.options.disabled);)e=i?e+1:e-1;return e},_focusNextTab:function(t,e){return t=this._findNextTab(t,e),this.tabs.eq(t).focus(),t},_setOption:function(t,e){return\"active\"===t?void this._activate(e):\"disabled\"===t?void this._setupDisabled(e):(this._super(t,e),\"collapsible\"===t&&(this.element.toggleClass(\"ui-tabs-collapsible\",e),e||this.options.active!==!1||this._activate(0)),\"event\"===t&&this._setupEvents(e),void(\"heightStyle\"===t&&this._setupHeightStyle(e)))},_tabId:function(t){return t.attr(\"aria-controls\")||\"ui-tabs-\"+i()},_sanitizeSelector:function(t){return t?t.replace(/[!\"$%&'()*+,.\\/:;<=>?@\\[\\]\\^`{|}~]/g,\"\\\\$&\"):\"\"},refresh:function(){var e=this.options,i=this.tablist.children(\":has(a[href])\");e.disabled=t.map(i.filter(\".ui-state-disabled\"),function(t){return i.index(t)}),this._processTabs(),e.active!==!1&&this.anchors.length?this.active.length&&!t.contains(this.tablist[0],this.active[0])?this.tabs.length===e.disabled.length?(e.active=!1,this.active=t()):this._activate(this._findNextTab(Math.max(0,e.active-1),!1)):e.active=this.tabs.index(this.active):(e.active=!1,this.active=t()),this._refresh()},_refresh:function(){this._setupDisabled(this.options.disabled),this._setupEvents(this.options.event),this._setupHeightStyle(this.options.heightStyle),this.tabs.not(this.active).attr({\"aria-selected\":\"false\",tabIndex:-1}),this.panels.not(this._getPanelForTab(this.active)).hide().attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),this.active.length?(this.active.addClass(\"ui-tabs-active ui-state-active\").attr({\"aria-selected\":\"true\",tabIndex:0}),this._getPanelForTab(this.active).show().attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"})):this.tabs.eq(0).attr(\"tabIndex\",0)},_processTabs:function(){var e=this;this.tablist=this._getList().addClass(\"ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all\").attr(\"role\",\"tablist\"),this.tabs=this.tablist.find(\"> li:has(a[href])\").addClass(\"ui-state-default ui-corner-top\").attr({role:\"tab\",tabIndex:-1}),this.anchors=this.tabs.map(function(){return t(\"a\",this)[0]}).addClass(\"ui-tabs-anchor\").attr({role:\"presentation\",tabIndex:-1}),this.panels=t(),this.anchors.each(function(i,r){var s,o,a,l=t(r).uniqueId().attr(\"id\"),u=t(r).closest(\"li\"),h=u.attr(\"aria-controls\");n(r)?(s=r.hash,o=e.element.find(e._sanitizeSelector(s))):(a=e._tabId(u),s=\"#\"+a,o=e.element.find(s),o.length||(o=e._createPanel(a),o.insertAfter(e.panels[i-1]||e.tablist)),o.attr(\"aria-live\",\"polite\")),o.length&&(e.panels=e.panels.add(o)),h&&u.data(\"ui-tabs-aria-controls\",h),u.attr({\"aria-controls\":s.substring(1),\"aria-labelledby\":l}),o.attr(\"aria-labelledby\",l)}),this.panels.addClass(\"ui-tabs-panel ui-widget-content ui-corner-bottom\").attr(\"role\",\"tabpanel\")},_getList:function(){return this.element.find(\"ol,ul\").eq(0)},_createPanel:function(e){return t(\"<div>\").attr(\"id\",e).addClass(\"ui-tabs-panel ui-widget-content ui-corner-bottom\").data(\"ui-tabs-destroy\",!0)},_setupDisabled:function(e){t.isArray(e)&&(e.length?e.length===this.anchors.length&&(e=!0):e=!1);for(var i,n=0;i=this.tabs[n];n++)e===!0||-1!==t.inArray(n,e)?t(i).addClass(\"ui-state-disabled\").attr(\"aria-disabled\",\"true\"):t(i).removeClass(\"ui-state-disabled\").removeAttr(\"aria-disabled\");this.options.disabled=e},_setupEvents:function(e){var i={click:function(t){t.preventDefault()}};e&&t.each(e.split(\" \"),function(t,e){i[e]=\"_eventHandler\"}),this._off(this.anchors.add(this.tabs).add(this.panels)),this._on(this.anchors,i),this._on(this.tabs,{keydown:\"_tabKeydown\"}),this._on(this.panels,{keydown:\"_panelKeydown\"}),this._focusable(this.tabs),this._hoverable(this.tabs)},_setupHeightStyle:function(e){var i,n=this.element.parent();\"fill\"===e?(i=n.height(),i-=this.element.outerHeight()-this.element.height(),this.element.siblings(\":visible\").each(function(){var e=t(this),n=e.css(\"position\");\"absolute\"!==n&&\"fixed\"!==n&&(i-=e.outerHeight(!0))}),this.element.children().not(this.panels).each(function(){i-=t(this).outerHeight(!0)}),this.panels.each(function(){t(this).height(Math.max(0,i-t(this).innerHeight()+t(this).height()))}).css(\"overflow\",\"auto\")):\"auto\"===e&&(i=0,this.panels.each(function(){i=Math.max(i,t(this).height(\"\").height())}).height(i))},_eventHandler:function(e){var i=this.options,n=this.active,r=t(e.currentTarget),s=r.closest(\"li\"),o=s[0]===n[0],a=o&&i.collapsible,l=a?t():this._getPanelForTab(s),u=n.length?this._getPanelForTab(n):t(),h={oldTab:n,oldPanel:u,newTab:a?t():s,newPanel:l};e.preventDefault(),s.hasClass(\"ui-state-disabled\")||s.hasClass(\"ui-tabs-loading\")||this.running||o&&!i.collapsible||this._trigger(\"beforeActivate\",e,h)===!1||(i.active=a?!1:this.tabs.index(s),this.active=o?t():s,this.xhr&&this.xhr.abort(),u.length||l.length||t.error(\"jQuery UI Tabs: Mismatching fragment identifier.\"),l.length&&this.load(this.tabs.index(s),e),this._toggle(e,h))},_toggle:function(e,i){function n(){s.running=!1,s._trigger(\"activate\",e,i)}function r(){i.newTab.closest(\"li\").addClass(\"ui-tabs-active ui-state-active\"),o.length&&s.options.show?s._show(o,s.options.show,n):(o.show(),n())}var s=this,o=i.newPanel,a=i.oldPanel;this.running=!0,a.length&&this.options.hide?this._hide(a,this.options.hide,function(){i.oldTab.closest(\"li\").removeClass(\"ui-tabs-active ui-state-active\"),r()}):(i.oldTab.closest(\"li\").removeClass(\"ui-tabs-active ui-state-active\"),a.hide(),r()),a.attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),i.oldTab.attr(\"aria-selected\",\"false\"),o.length&&a.length?i.oldTab.attr(\"tabIndex\",-1):o.length&&this.tabs.filter(function(){return 0===t(this).attr(\"tabIndex\")}).attr(\"tabIndex\",-1),o.attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"}),i.newTab.attr({\"aria-selected\":\"true\",tabIndex:0})},_activate:function(e){var i,n=this._findActive(e);n[0]!==this.active[0]&&(n.length||(n=this.active),i=n.find(\".ui-tabs-anchor\")[0],this._eventHandler({target:i,currentTarget:i,preventDefault:t.noop}))},_findActive:function(e){return e===!1?t():this.tabs.eq(e)},_getIndex:function(t){return\"string\"==typeof t&&(t=this.anchors.index(this.anchors.filter(\"[href$='\"+t+\"']\"))),t},_destroy:function(){this.xhr&&this.xhr.abort(),this.element.removeClass(\"ui-tabs ui-widget ui-widget-content ui-corner-all ui-tabs-collapsible\"),this.tablist.removeClass(\"ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all\").removeAttr(\"role\"),this.anchors.removeClass(\"ui-tabs-anchor\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeUniqueId(),this.tabs.add(this.panels).each(function(){t.data(this,\"ui-tabs-destroy\")?t(this).remove():t(this).removeClass(\"ui-state-default ui-state-active ui-state-disabled ui-corner-top ui-corner-bottom ui-widget-content ui-tabs-active ui-tabs-panel\").removeAttr(\"tabIndex\").removeAttr(\"aria-live\").removeAttr(\"aria-busy\").removeAttr(\"aria-selected\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-hidden\").removeAttr(\"aria-expanded\").removeAttr(\"role\")}),this.tabs.each(function(){var e=t(this),i=e.data(\"ui-tabs-aria-controls\");i?e.attr(\"aria-controls\",i).removeData(\"ui-tabs-aria-controls\"):e.removeAttr(\"aria-controls\")}),this.panels.show(),\"content\"!==this.options.heightStyle&&this.panels.css(\"height\",\"\")},enable:function(i){var n=this.options.disabled;n!==!1&&(i===e?n=!1:(i=this._getIndex(i),n=t.isArray(n)?t.map(n,function(t){return t!==i?t:null}):t.map(this.tabs,function(t,e){return e!==i?e:null})),this._setupDisabled(n))},disable:function(i){var n=this.options.disabled;if(n!==!0){if(i===e)n=!0;else{if(i=this._getIndex(i),-1!==t.inArray(i,n))return;n=t.isArray(n)?t.merge([i],n).sort():[i]}this._setupDisabled(n)}},load:function(e,i){e=this._getIndex(e);var r=this,s=this.tabs.eq(e),o=s.find(\".ui-tabs-anchor\"),a=this._getPanelForTab(s),l={tab:s,panel:a};n(o[0])||(this.xhr=t.ajax(this._ajaxSettings(o,i,l)),this.xhr&&\"canceled\"!==this.xhr.statusText&&(s.addClass(\"ui-tabs-loading\"),a.attr(\"aria-busy\",\"true\"),this.xhr.success(function(t){setTimeout(function(){a.html(t),r._trigger(\"load\",i,l)},1)}).complete(function(t,e){setTimeout(function(){\"abort\"===e&&r.panels.stop(!1,!0),s.removeClass(\"ui-tabs-loading\"),a.removeAttr(\"aria-busy\"),t===r.xhr&&delete r.xhr},1)})))},_ajaxSettings:function(e,i,n){var r=this;return{url:e.attr(\"href\"),beforeSend:function(e,s){return r._trigger(\"beforeLoad\",i,t.extend({jqXHR:e,ajaxSettings:s},n))}}},_getPanelForTab:function(e){var i=t(e).attr(\"aria-controls\");return this.element.find(this._sanitizeSelector(\"#\"+i))}})}(n),function(t){function e(e,i){var n=(e.attr(\"aria-describedby\")||\"\").split(/\\s+/);n.push(i),e.data(\"ui-tooltip-id\",i).attr(\"aria-describedby\",t.trim(n.join(\" \")))}function i(e){var i=e.data(\"ui-tooltip-id\"),n=(e.attr(\"aria-describedby\")||\"\").split(/\\s+/),r=t.inArray(i,n);-1!==r&&n.splice(r,1),e.removeData(\"ui-tooltip-id\"),n=t.trim(n.join(\" \")),n?e.attr(\"aria-describedby\",n):e.removeAttr(\"aria-describedby\")}var n=0;t.widget(\"ui.tooltip\",{version:\"1.10.3\",options:{content:function(){var e=t(this).attr(\"title\")||\"\";return t(\"<a>\").text(e).html()},hide:!0,items:\"[title]:not([disabled])\",position:{my:\"left top+15\",at:\"left bottom\",collision:\"flipfit flip\"},show:!0,tooltipClass:null,track:!1,close:null,open:null},_create:function(){this._on({mouseover:\"open\",focusin:\"open\"}),this.tooltips={},this.parents={},this.options.disabled&&this._disable()},_setOption:function(e,i){var n=this;return\"disabled\"===e?(this[i?\"_disable\":\"_enable\"](),void(this.options[e]=i)):(this._super(e,i),void(\"content\"===e&&t.each(this.tooltips,function(t,e){n._updateContent(e)})))},_disable:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event(\"blur\");r.target=r.currentTarget=n[0],e.close(r,!0)}),this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.is(\"[title]\")&&e.data(\"ui-tooltip-title\",e.attr(\"title\")).attr(\"title\",\"\")})},_enable:function(){this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.data(\"ui-tooltip-title\")&&e.attr(\"title\",e.data(\"ui-tooltip-title\"))})},open:function(e){var i=this,n=t(e?e.target:this.element).closest(this.options.items);n.length&&!n.data(\"ui-tooltip-id\")&&(n.attr(\"title\")&&n.data(\"ui-tooltip-title\",n.attr(\"title\")),n.data(\"ui-tooltip-open\",!0),e&&\"mouseover\"===e.type&&n.parents().each(function(){var e,n=t(this);n.data(\"ui-tooltip-open\")&&(e=t.Event(\"blur\"),e.target=e.currentTarget=this,i.close(e,!0)),n.attr(\"title\")&&(n.uniqueId(),i.parents[this.id]={element:this,title:n.attr(\"title\")},n.attr(\"title\",\"\"))}),this._updateContent(n,e))},_updateContent:function(t,e){var i,n=this.options.content,r=this,s=e?e.type:null;return\"string\"==typeof n?this._open(e,t,n):(i=n.call(t[0],function(i){t.data(\"ui-tooltip-open\")&&r._delay(function(){e&&(e.type=s),this._open(e,t,i)})}),void(i&&this._open(e,t,i)))},_open:function(i,n,r){function s(t){u.of=t,o.is(\":hidden\")||o.position(u)}var o,a,l,u=t.extend({},this.options.position);if(r){if(o=this._find(n),o.length)return void o.find(\".ui-tooltip-content\").html(r);n.is(\"[title]\")&&(i&&\"mouseover\"===i.type?n.attr(\"title\",\"\"):n.removeAttr(\"title\")),o=this._tooltip(n),e(n,o.attr(\"id\")),o.find(\".ui-tooltip-content\").html(r),this.options.track&&i&&/^mouse/.test(i.type)?(this._on(this.document,{mousemove:s}),s(i)):o.position(t.extend({of:n},this.options.position)),o.hide(),this._show(o,this.options.show),this.options.show&&this.options.show.delay&&(l=this.delayedShow=setInterval(function(){o.is(\":visible\")&&(s(u.of),clearInterval(l))},t.fx.interval)),this._trigger(\"open\",i,{tooltip:o}),a={keyup:function(e){if(e.keyCode===t.ui.keyCode.ESCAPE){var i=t.Event(e);i.currentTarget=n[0],this.close(i,!0)}},remove:function(){this._removeTooltip(o)}},i&&\"mouseover\"!==i.type||(a.mouseleave=\"close\"),i&&\"focusin\"!==i.type||(a.focusout=\"close\"),this._on(!0,n,a)}},close:function(e){var n=this,r=t(e?e.currentTarget:this.element),s=this._find(r);this.closing||(clearInterval(this.delayedShow),r.data(\"ui-tooltip-title\")&&r.attr(\"title\",r.data(\"ui-tooltip-title\")),i(r),s.stop(!0),this._hide(s,this.options.hide,function(){n._removeTooltip(t(this))}),r.removeData(\"ui-tooltip-open\"),this._off(r,\"mouseleave focusout keyup\"),r[0]!==this.element[0]&&this._off(r,\"remove\"),this._off(this.document,\"mousemove\"),e&&\"mouseleave\"===e.type&&t.each(this.parents,function(e,i){t(i.element).attr(\"title\",i.title),delete n.parents[e]}),this.closing=!0,this._trigger(\"close\",e,{tooltip:s}),this.closing=!1)},_tooltip:function(e){var i=\"ui-tooltip-\"+n++,r=t(\"<div>\").attr({id:i,role:\"tooltip\"}).addClass(\"ui-tooltip ui-widget ui-corner-all ui-widget-content \"+(this.options.tooltipClass||\"\"));return t(\"<div>\").addClass(\"ui-tooltip-content\").appendTo(r),r.appendTo(this.document[0].body),this.tooltips[i]=e,r},_find:function(e){var i=e.data(\"ui-tooltip-id\");return i?t(\"#\"+i):t()},_removeTooltip:function(t){t.remove(),delete this.tooltips[t.attr(\"id\")]},_destroy:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event(\"blur\");r.target=r.currentTarget=n[0],e.close(r,!0),t(\"#\"+i).remove(),n.data(\"ui-tooltip-title\")&&(n.attr(\"title\",n.data(\"ui-tooltip-title\")),n.removeData(\"ui-tooltip-title\"))})}})}(n)},{jquery:18}],12:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),\n",
       "        t(\"./position\"),function(t,e){t.widget(\"ui.menu\",{version:\"1.10.4\",defaultElement:\"<ul>\",delay:300,options:{icons:{submenu:\"ui-icon-carat-1-e\"},menus:\"ul\",position:{my:\"left top\",at:\"right top\"},role:\"menu\",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().addClass(\"ui-menu ui-widget ui-widget-content ui-corner-all\").toggleClass(\"ui-menu-icons\",!!this.element.find(\".ui-icon\").length).attr({role:this.options.role,tabIndex:0}).bind(\"click\"+this.eventNamespace,t.proxy(function(t){this.options.disabled&&t.preventDefault()},this)),this.options.disabled&&this.element.addClass(\"ui-state-disabled\").attr(\"aria-disabled\",\"true\"),this._on({\"mousedown .ui-menu-item > a\":function(t){t.preventDefault()},\"click .ui-state-disabled > a\":function(t){t.preventDefault()},\"click .ui-menu-item:has(a)\":function(e){var i=t(e.target).closest(\".ui-menu-item\");!this.mouseHandled&&i.not(\".ui-state-disabled\").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(\".ui-menu\").length?this.expand(e):!this.element.is(\":focus\")&&t(this.document[0].activeElement).closest(\".ui-menu\").length&&(this.element.trigger(\"focus\",[!0]),this.active&&1===this.active.parents(\".ui-menu\").length&&clearTimeout(this.timer)))},\"mouseenter .ui-menu-item\":function(e){var i=t(e.currentTarget);i.siblings().children(\".ui-state-active\").removeClass(\"ui-state-active\"),this.focus(e,i)},mouseleave:\"collapseAll\",\"mouseleave .ui-menu\":\"collapseAll\",focus:function(t,e){var i=this.active||this.element.children(\".ui-menu-item\").eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){t.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(e)})},keydown:\"_keydown\"}),this.refresh(),this._on(this.document,{click:function(e){t(e.target).closest(\".ui-menu\").length||this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr(\"aria-activedescendant\").find(\".ui-menu\").addBack().removeClass(\"ui-menu ui-widget ui-widget-content ui-corner-all ui-menu-icons\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-expanded\").removeAttr(\"aria-hidden\").removeAttr(\"aria-disabled\").removeUniqueId().show(),this.element.find(\".ui-menu-item\").removeClass(\"ui-menu-item\").removeAttr(\"role\").removeAttr(\"aria-disabled\").children(\"a\").removeUniqueId().removeClass(\"ui-corner-all ui-state-hover\").removeAttr(\"tabIndex\").removeAttr(\"role\").removeAttr(\"aria-haspopup\").children().each(function(){var e=t(this);e.data(\"ui-menu-submenu-carat\")&&e.remove()}),this.element.find(\".ui-menu-divider\").removeClass(\"ui-menu-divider ui-widget-content\")},_keydown:function(e){function i(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")}var n,r,s,o,a,l=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move(\"first\",\"first\",e);break;case t.ui.keyCode.END:this._move(\"last\",\"last\",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(\".ui-state-disabled\")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:l=!1,r=this.previousFilter||\"\",s=String.fromCharCode(e.keyCode),o=!1,clearTimeout(this.filterTimer),s===r?o=!0:s=r+s,a=new RegExp(\"^\"+i(s),\"i\"),n=this.activeMenu.children(\".ui-menu-item\").filter(function(){return a.test(t(this).children(\"a\").text())}),n=o&&-1!==n.index(this.active.next())?this.active.nextAll(\".ui-menu-item\"):n,n.length||(s=String.fromCharCode(e.keyCode),a=new RegExp(\"^\"+i(s),\"i\"),n=this.activeMenu.children(\".ui-menu-item\").filter(function(){return a.test(t(this).children(\"a\").text())})),n.length?(this.focus(e,n),n.length>1?(this.previousFilter=s,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter):delete this.previousFilter}l&&e.preventDefault()},_activate:function(t){this.active.is(\".ui-state-disabled\")||(this.active.children(\"a[aria-haspopup='true']\").length?this.expand(t):this.select(t))},refresh:function(){var e,i=this.options.icons.submenu,n=this.element.find(this.options.menus);this.element.toggleClass(\"ui-menu-icons\",!!this.element.find(\".ui-icon\").length),n.filter(\":not(.ui-menu)\").addClass(\"ui-menu ui-widget ui-widget-content ui-corner-all\").hide().attr({role:this.options.role,\"aria-hidden\":\"true\",\"aria-expanded\":\"false\"}).each(function(){var e=t(this),n=e.prev(\"a\"),r=t(\"<span>\").addClass(\"ui-menu-icon ui-icon \"+i).data(\"ui-menu-submenu-carat\",!0);n.attr(\"aria-haspopup\",\"true\").prepend(r),e.attr(\"aria-labelledby\",n.attr(\"id\"))}),e=n.add(this.element),e.children(\":not(.ui-menu-item):has(a)\").addClass(\"ui-menu-item\").attr(\"role\",\"presentation\").children(\"a\").uniqueId().addClass(\"ui-corner-all\").attr({tabIndex:-1,role:this._itemRole()}),e.children(\":not(.ui-menu-item)\").each(function(){var e=t(this);/[^\\-\\u2014\\u2013\\s]/.test(e.text())||e.addClass(\"ui-widget-content 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i,n;this.blur(t,t&&\"focus\"===t.type),this._scrollIntoView(e),this.active=e.first(),n=this.active.children(\"a\").addClass(\"ui-state-focus\"),this.options.role&&this.element.attr(\"aria-activedescendant\",n.attr(\"id\")),this.active.parent().closest(\".ui-menu-item\").children(\"a:first\").addClass(\"ui-state-active\"),t&&\"keydown\"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(\".ui-menu\"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger(\"focus\",t,{item:e})},_scrollIntoView:function(e){var i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],\"borderTopWidth\"))||0,n=parseFloat(t.css(this.activeMenu[0],\"paddingTop\"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children(\"a\").removeClass(\"ui-state-focus\"),this.active=null,this._trigger(\"blur\",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),\"true\"===t.attr(\"aria-hidden\")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(\".ui-menu\").not(e.parents(\".ui-menu\")).hide().attr(\"aria-hidden\",\"true\"),e.show().removeAttr(\"aria-hidden\").attr(\"aria-expanded\",\"true\").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(\".ui-menu\"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(\".ui-menu\").hide().attr(\"aria-hidden\",\"true\").attr(\"aria-expanded\",\"false\").end().find(\"a.ui-state-active\").removeClass(\"ui-state-active\")},collapse:function(t){var e=this.active&&this.active.parent().closest(\".ui-menu-item\",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(\".ui-menu \").children(\".ui-menu-item\").first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move(\"next\",\"first\",t)},previous:function(t){this._move(\"prev\",\"last\",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(\".ui-menu-item\").length},isLastItem:function(){return this.active&&!this.active.nextAll(\".ui-menu-item\").length},_move:function(t,e,i){var n;this.active&&(n=\"first\"===t||\"last\"===t?this.active[\"first\"===t?\"prevAll\":\"nextAll\"](\".ui-menu-item\").eq(-1):this.active[t+\"All\"](\".ui-menu-item\").eq(0)),n&&n.length&&this.active||(n=this.activeMenu.children(\".ui-menu-item\")[e]()),this.focus(i,n)},nextPage:function(e){var i,n,r;return this.active?void(this.isLastItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.nextAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\")[this.active?\"last\":\"first\"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop(\"scrollHeight\")},select:function(e){this.active=this.active||t(e.target).closest(\".ui-menu-item\");var i={item:this.active};this.active.has(\".ui-menu\").length||this.collapseAll(e,!0),this._trigger(\"select\",e,i)}})}(n)},{\"./core\":7,\"./position\":14,\"./widget\":17,jquery:18}],13:[function(t,e,i){var n=t(\"jquery\");t(\"./widget\"),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget(\"ui.mouse\",{version:\"1.10.4\",options:{cancel:\"input,textarea,button,select,option\",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind(\"mousedown.\"+this.widgetName,function(t){return e._mouseDown(t)}).bind(\"click.\"+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+\".preventClickEvent\")?(t.removeData(i.target,e.widgetName+\".preventClickEvent\"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind(\".\"+this.widgetName),this._mouseMoveDelegate&&t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s=\"string\"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+\".preventClickEvent\")&&t.removeData(e.target,this.widgetName+\".preventClickEvent\"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).bind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+\".preventClickEvent\",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n)},{\"./widget\":17,jquery:18}],14:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\\+\\-]\\d+(\\.[\\d]+)?%?/,p=/^\\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t(\"<div 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f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||\"flip\").split(\" \"),k={};return v=r(y),y[0].preventDefault&&(e.at=\"left top\"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each([\"my\",\"at\"],function(){var t,i,n=(e[this]||\"\").split(\" \");1===n.length&&(n=u.test(n[0])?n.concat([\"center\"]):h.test(n[0])?[\"center\"].concat(n):[\"center\",\"center\"]),n[0]=u.test(n[0])?n[0]:\"center\",n[1]=h.test(n[1])?n[1]:\"center\",t=c.exec(n[0]),i=c.exec(n[1]),k[this]=[t?t[0]:0,i?i[0]:0],e[this]=[p.exec(n[0])[0],p.exec(n[1])[0]]}),1===x.length&&(x[1]=x[0]),\"right\"===e.at[0]?_.left+=d:\"center\"===e.at[0]&&(_.left+=d/2),\"bottom\"===e.at[1]?_.top+=g:\"center\"===e.at[1]&&(_.top+=g/2),s=i(k.at,d,g),_.left+=s[0],_.top+=s[1],this.each(function(){var r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,\"marginLeft\"),v=n(this,\"marginTop\"),M=c+f+n(this,\"marginRight\")+w.width,C=p+v+n(this,\"marginBottom\")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());\"right\"===e.my[0]?D.left-=c:\"center\"===e.my[0]&&(D.left-=c/2),\"bottom\"===e.my[1]?D.top-=p:\"center\"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each([\"left\",\"top\"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?\"left\":i>0?\"right\":\"center\",vertical:0>s?\"top\":r>0?\"bottom\":\"middle\"};c>d&&a(i+n)<d&&(l.horizontal=\"center\"),p>g&&a(r+s)<g&&(l.vertical=\"middle\"),o(a(i),a(n))>o(a(r),a(s))?l.important=\"horizontal\":l.important=\"vertical\",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p=\"left\"===e.my[0]?-e.elemWidth:\"right\"===e.my[0]?e.elemWidth:0,d=\"left\"===e.at[0]?e.targetWidth:\"right\"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p=\"top\"===e.my[1],d=p?-e.elemHeight:\"bottom\"===e.my[1]?e.elemHeight:0,f=\"top\"===e.at[1]?e.targetHeight:\"bottom\"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName(\"body\")[0],a=document.createElement(\"div\");e=document.createElement(o?\"div\":\"body\"),n={visibility:\"hidden\",width:0,height:0,border:0,margin:0,background:\"none\"},o&&t.extend(n,{position:\"absolute\",left:\"-1000px\",top:\"-1000px\"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText=\"position: absolute; left: 10.7432222px;\",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML=\"\",i.removeChild(e)}()}(n)},{jquery:18}],15:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./mouse\"),t(\"./widget\"),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css(\"float\"))||/inline|table-cell/.test(t.css(\"display\"))}t.widget(\"ui.sortable\",t.ui.mouse,{version:\"1.10.4\",widgetEventPrefix:\"sort\",ready:!1,options:{appendTo:\"parent\",axis:!1,connectWith:!1,containment:!1,cursor:\"auto\",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:\"original\",items:\"> *\",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:\"default\",tolerance:\"intersect\",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass(\"ui-sortable\"),this.refresh(),this.floating=this.items.length?\"x\"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass(\"ui-sortable ui-sortable-disabled\"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+\"-item\");return this},_setOption:function(e,i){\"disabled\"===e?(this.options[e]=i,this.widget().toggleClass(\"ui-sortable-disabled\",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||\"static\"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+\"-item\")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+\"-item\")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find(\"*\").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css(\"position\",\"absolute\"),this.cssPosition=this.helper.css(\"position\"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&\"auto\"!==o.cursor&&(s=this.document.find(\"body\"),this.storedCursor=s.css(\"cursor\"),s.css(\"cursor\",o.cursor),this.storedStylesheet=t(\"<style>*{ cursor: \"+o.cursor+\" !important; }</style>\").appendTo(s)),o.opacity&&(this.helper.css(\"opacity\")&&(this._storedOpacity=this.helper.css(\"opacity\")),this.helper.css(\"opacity\",o.opacity)),o.zIndex&&(this.helper.css(\"zIndex\")&&(this._storedZIndex=this.helper.css(\"zIndex\")),this.helper.css(\"zIndex\",o.zIndex)),this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger(\"start\",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger(\"activate\",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass(\"ui-sortable-helper\"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo(\"absolute\"),this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?\"next\":\"prev\"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&(\"semi-dynamic\"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?\"down\":\"up\",\"pointer\"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger(\"change\",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger(\"sort\",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&\"x\"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&\"y\"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),\"original\"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger(\"deactivate\",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger(\"out\",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),\"original\"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||\"id\")||\"\").match(e.expression||/(.+)[\\-=_](.+)/);i&&n.push((e.key||i[1]+\"[]\")+\"=\"+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+\"=\"),n.join(\"&\")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||\"id\")||\"\")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c=\"x\"===this.options.axis||n+u>a&&l>n+u,p=\"y\"===this.options.axis||e+h>s&&o>e+h,d=c&&p;return\"pointer\"===this.options.tolerance||this.options.forcePointerForContainers||\"pointer\"!==this.options.tolerance&&this.helperProportions[this.floating?\"width\":\"height\"]>t[this.floating?\"width\":\"height\"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e=\"x\"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n=\"y\"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&\"right\"===o||\"down\"===s?2:1:s&&(\"down\"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?\"right\"===s&&n||\"left\"===s&&!n:r&&(\"down\"===r&&e||\"up\"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?\"down\":\"up\")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?\"right\":\"left\")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){function i(){a.push(this)}var n,r,s,o,a=[],l=[],u=this._connectWith();if(u&&e)for(n=u.length-1;n>=0;n--)for(s=t(u[n]),r=s.length-1;r>=0;r--)o=t.data(s[r],this.widgetFullName),o&&o!==this&&!o.options.disabled&&l.push([t.isFunction(o.options.items)?o.options.items.call(o.element):t(o.options.items,o.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),o]);for(l.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),this]),n=l.length-1;n>=0;n--)l[n][0].each(i);return t(a)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(\":data(\"+this.widgetName+\"-item)\");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+\"-item\",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t(\"<\"+n+\">\",e.document[0]).addClass(i||e.currentItem[0].className+\" ui-sortable-placeholder\").removeClass(\"ui-sortable-helper\");return\"tr\"===n?e.currentItem.children().each(function(){t(\"<td>&#160;</td>\",e.document[0]).attr(\"colspan\",t(this).attr(\"colspan\")||1).appendTo(r)}):\"img\"===n&&r.attr(\"src\",e.currentItem.attr(\"src\")),i||r.css(\"visibility\",\"hidden\"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css(\"paddingTop\")||0,10)-parseInt(e.currentItem.css(\"paddingBottom\")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css(\"paddingLeft\")||0,10)-parseInt(e.currentItem.css(\"paddingRight\")||0,10)));\n",
       "        }}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger(\"out\",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?\"left\":\"top\",u=d?\"width\":\"height\",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?\"up\":\"down\"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger(\"change\",e,this._uiHash()),this.containers[g]._trigger(\"change\",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):\"clone\"===i.helper?this.currentItem.clone():this.currentItem;return n.parents(\"body\").length||t(\"parent\"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css(\"position\"),top:this.currentItem.css(\"top\"),left:this.currentItem.css(\"left\")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css(\"marginLeft\"),10)||0,top:parseInt(this.currentItem.css(\"marginTop\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),(\"document\"===r.containment||\"window\"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t(\"document\"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t(\"document\"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n=\"hidden\"!==t(e).css(\"overflow\"),this.containment=[i.left+(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)+(parseInt(t(e).css(\"paddingLeft\"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css(\"borderTopWidth\"),10)||0)+(parseInt(t(e).css(\"paddingTop\"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)-(parseInt(t(e).css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css(\"borderTopWidth\"),10)||0)-(parseInt(t(e).css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return\"relative\"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],\"down\"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){function i(t,e,i){return function(n){i._trigger(t,n,e._uiHash(e))}}this.reverting=!1;var n,r=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(n in this._storedCSS)(\"auto\"===this._storedCSS[n]||\"static\"===this._storedCSS[n])&&(this._storedCSS[n]=\"\");this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\")}else this.currentItem.show();for(this.fromOutside&&!e&&r.push(function(t){this._trigger(\"receive\",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(\".ui-sortable-helper\")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||r.push(function(t){this._trigger(\"update\",t,this._uiHash())}),this!==this.currentContainer&&(e||(r.push(function(t){this._trigger(\"remove\",t,this._uiHash())}),r.push(function(t){return function(e){t._trigger(\"receive\",e,this._uiHash(this))}}.call(this,this.currentContainer)),r.push(function(t){return function(e){t._trigger(\"update\",e,this._uiHash(this))}}.call(this,this.currentContainer)))),n=this.containers.length-1;n>=0;n--)e||r.push(i(\"deactivate\",this,this.containers[n])),this.containers[n].containerCache.over&&(r.push(i(\"out\",this,this.containers[n])),this.containers[n].containerCache.over=0);if(this.storedCursor&&(this.document.find(\"body\").css(\"cursor\",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css(\"opacity\",this._storedOpacity),this._storedZIndex&&this.helper.css(\"zIndex\",\"auto\"===this._storedZIndex?\"\":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger(\"beforeStop\",t,this._uiHash()),n=0;n<r.length;n++)r[n].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger(\"beforeStop\",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(n=0;n<r.length;n++)r[n].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n)},{\"./core\":7,\"./mouse\":13,\"./widget\":17,jquery:18}],16:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./button\"),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger(\"change\")}}t.widget(\"ui.spinner\",{version:\"1.10.4\",defaultElement:\"<input>\",widgetEventPrefix:\"spin\",options:{culture:null,icons:{down:\"ui-icon-triangle-1-s\",up:\"ui-icon-triangle-1-n\"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption(\"max\",this.options.max),this._setOption(\"min\",this.options.min),this._setOption(\"step\",this.options.step),\"\"!==this.value()&&this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each([\"min\",\"max\",\"step\"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:\"_stop\",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger(\"change\",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},\"mousedown .ui-spinner-button\":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e)},\"mouseup .ui-spinner-button\":\"_stop\",\"mouseenter .ui-spinner-button\":function(e){return t(e.currentTarget).hasClass(\"ui-state-active\")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e):void 0},\"mouseleave .ui-spinner-button\":\"_stop\"},_draw:function(){var t=this.uiSpinner=this.element.addClass(\"ui-spinner-input\").attr(\"autocomplete\",\"off\").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr(\"role\",\"spinbutton\"),this.buttons=t.find(\".ui-spinner-button\").attr(\"tabIndex\",-1).button().removeClass(\"ui-corner-all\"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return\"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>\"},_buttonHtml:function(){return\"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon \"+this.options.icons.up+\"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon \"+this.options.icons.down+\"'>&#9660;</span></a>\"},_start:function(t){return this.spinning||this._trigger(\"start\",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger(\"spin\",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(\".\");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return e=null!==n.min?n.min:0,i=t-e,i=Math.round(i/n.step)*n.step,t=e+i,t=parseFloat(t.toFixed(this._precision())),null!==n.max&&t>n.max?n.max:null!==n.min&&t<n.min?n.min:t},_stop:function(t){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger(\"stop\",t))},_setOption:function(t,e){if(\"culture\"===t||\"numberFormat\"===t){var i=this._parse(this.element.val());return this.options[t]=e,void this.element.val(this._format(i))}(\"max\"===t||\"min\"===t||\"step\"===t)&&\"string\"==typeof e&&(e=this._parse(e)),\"icons\"===t&&(this.buttons.first().find(\".ui-icon\").removeClass(this.options.icons.up).addClass(e.up),this.buttons.last().find(\".ui-icon\").removeClass(this.options.icons.down).addClass(e.down)),this._super(t,e),\"disabled\"===t&&(e?(this.element.prop(\"disabled\",!0),this.buttons.button(\"disable\")):(this.element.prop(\"disabled\",!1),this.buttons.button(\"enable\")))},_setOptions:e(function(t){this._super(t),this._value(this.element.val())}),_parse:function(t){return\"string\"==typeof t&&\"\"!==t&&(t=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(t,10,this.options.culture):+t),\"\"===t||isNaN(t)?null:t},_format:function(t){return\"\"===t?\"\":window.Globalize&&this.options.numberFormat?Globalize.format(t,this.options.numberFormat,this.options.culture):t},_refresh:function(){this.element.attr({\"aria-valuemin\":this.options.min,\"aria-valuemax\":this.options.max,\"aria-valuenow\":this._parse(this.element.val())})},_value:function(t,e){var i;\"\"!==t&&(i=this._parse(t),null!==i&&(e||(i=this._adjustValue(i)),t=this._format(i))),this.element.val(t),this._refresh()},_destroy:function(){this.element.removeClass(\"ui-spinner-input\").prop(\"disabled\",!1).removeAttr(\"autocomplete\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.uiSpinner.replaceWith(this.element)},stepUp:e(function(t){this._stepUp(t)}),_stepUp:function(t){this._start()&&(this._spin((t||1)*this.options.step),this._stop())},stepDown:e(function(t){this._stepDown(t)}),_stepDown:function(t){this._start()&&(this._spin((t||1)*-this.options.step),this._stop())},pageUp:e(function(t){this._stepUp((t||1)*this.options.page)}),pageDown:e(function(t){this._stepDown((t||1)*this.options.page)}),value:function(t){return arguments.length?void e(this._value).call(this,t):this._parse(this.element.val())},widget:function(){return this.uiSpinner}})}(n)},{\"./button\":6,\"./core\":7,\"./widget\":17,jquery:18}],17:[function(t,e,i){var n=t(\"jquery\");!function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler(\"remove\")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(\".\")[0];e=e.split(\".\")[1],r=u+\"-\"+e,n||(n=i,i=t.Widget),t.expr[\":\"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix||e:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+\".\"+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a=\"string\"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&\"_\"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error(\"no such method '\"+o+\"' for \"+i+\" widget instance\"):t.error(\"cannot call methods on \"+i+\" prior to initialization; attempted to call method '\"+o+\"'\")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new r(o,this))}),u}},t.Widget=function(){},t.Widget._childConstructors=[],t.Widget.prototype={widgetName:\"widget\",widgetEventPrefix:\"\",defaultElement:\"<div>\",options:{disabled:!1,create:null},_createWidget:function(e,n){n=t(n||this.defaultElement||this)[0],this.element=t(n),this.uuid=i++,this.eventNamespace=\".\"+this.widgetName+this.uuid,this.options=t.widget.extend({},this.options,this._getCreateOptions(),e),this.bindings=t(),this.hoverable=t(),this.focusable=t(),n!==this&&(t.data(n,this.widgetFullName,this),this._on(!0,this.element,{remove:function(t){t.target===n&&this.destroy()}}),this.document=t(n.style?n.ownerDocument:n.document||n),this.window=t(this.document[0].defaultView||this.document[0].parentWindow)),this._create(),this._trigger(\"create\",null,this._getCreateEventData()),this._init()},_getCreateOptions:t.noop,_getCreateEventData:t.noop,_create:t.noop,_init:t.noop,destroy:function(){this._destroy(),this.element.unbind(this.eventNamespace).removeData(this.widgetName).removeData(this.widgetFullName).removeData(t.camelCase(this.widgetFullName)),this.widget().unbind(this.eventNamespace).removeAttr(\"aria-disabled\").removeClass(this.widgetFullName+\"-disabled ui-state-disabled\"),this.bindings.unbind(this.eventNamespace),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")},_destroy:t.noop,widget:function(){return this.element},option:function(i,n){var r,s,o,a=i;if(0===arguments.length)return t.widget.extend({},this.options);if(\"string\"==typeof i)if(a={},r=i.split(\".\"),i=r.shift(),r.length){for(s=a[i]=t.widget.extend({},this.options[i]),o=0;o<r.length-1;o++)s[r[o]]=s[r[o]]||{},s=s[r[o]];if(i=r.pop(),1===arguments.length)return s[i]===e?null:s[i];s[i]=n}else{if(1===arguments.length)return this.options[i]===e?null:this.options[i];a[i]=n}return this._setOptions(a),this},_setOptions:function(t){var e;for(e in t)this._setOption(e,t[e]);return this},_setOption:function(t,e){return this.options[t]=e,\"disabled\"===t&&(this.widget().toggleClass(this.widgetFullName+\"-disabled ui-state-disabled\",!!e).attr(\"aria-disabled\",e),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")),this},enable:function(){return this._setOption(\"disabled\",!1)},disable:function(){return this._setOption(\"disabled\",!0)},_on:function(e,i,n){var r,s=this;\"boolean\"!=typeof e&&(n=i,i=e,e=!1),n?(i=r=t(i),this.bindings=this.bindings.add(i)):(n=i,i=this.element,r=this.widget()),t.each(n,function(n,o){function a(){return e||s.options.disabled!==!0&&!t(this).hasClass(\"ui-state-disabled\")?(\"string\"==typeof o?s[o]:o).apply(s,arguments):void 0}\"string\"!=typeof o&&(a.guid=o.guid=o.guid||a.guid||t.guid++);var l=n.match(/^(\\w+)\\s*(.*)$/),u=l[1]+s.eventNamespace,h=l[2];h?r.delegate(h,u,a):i.bind(u,a)})},_off:function(t,e){e=(e||\"\").split(\" \").join(this.eventNamespace+\" \")+this.eventNamespace,t.unbind(e).undelegate(e)},_delay:function(t,e){function i(){return(\"string\"==typeof t?n[t]:t).apply(n,arguments)}var n=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){t(e.currentTarget).addClass(\"ui-state-hover\")},mouseleave:function(e){t(e.currentTarget).removeClass(\"ui-state-hover\")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){t(e.currentTarget).addClass(\"ui-state-focus\")},focusout:function(e){t(e.currentTarget).removeClass(\"ui-state-focus\")}})},_trigger:function(e,i,n){var r,s,o=this.options[e];if(n=n||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],s=i.originalEvent)for(r in s)r in i||(i[r]=s[r]);return this.element.trigger(i,n),!(t.isFunction(o)&&o.apply(this.element[0],[i].concat(n))===!1||i.isDefaultPrevented())}},t.each({show:\"fadeIn\",hide:\"fadeOut\"},function(e,i){t.Widget.prototype[\"_\"+e]=function(n,r,s){\"string\"==typeof r&&(r={effect:r});var o,a=r?r===!0||\"number\"==typeof 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e?K.swap(t,{display:\"inline-block\"},w,[t,\"marginRight\"]):void 0}),K.each({margin:\"\",padding:\"\",border:\"Width\"},function(t,e){K.cssHooks[t+e]={expand:function(i){for(var n=0,r={},s=\"string\"==typeof i?i.split(\" \"):[i];4>n;n++)r[t+xt[n]+e]=s[n]||s[n-2]||s[0];return r}},Bt.test(t)||(K.cssHooks[t+e].set=M)}),K.fn.extend({css:function(t,e){return mt(this,function(t,e,i){var n,r,s={},o=0;if(K.isArray(e)){for(n=qt(t),r=e.length;r>o;o++)s[e[o]]=K.css(t,e[o],!1,n);return s}return void 0!==i?K.style(t,e,i):K.css(t,e)},t,e,arguments.length>1)},show:function(){return T(this,!0)},hide:function(){return T(this)},toggle:function(t){return\"boolean\"==typeof t?t?this.show():this.hide():this.each(function(){kt(this)?K(this).show():K(this).hide()})}}),K.Tween=S,S.prototype={constructor:S,init:function(t,e,i,n,r,s){this.elem=t,this.prop=i,this.easing=r||\"swing\",this.options=e,this.start=this.now=this.cur(),this.end=n,this.unit=s||(K.cssNumber[i]?\"\":\"px\")},cur:function(){var t=S.propHooks[this.prop];return t&&t.get?t.get(this):S.propHooks._default.get(this)},run:function(t){var e,i=S.propHooks[this.prop];return this.options.duration?this.pos=e=K.easing[this.easing](t,this.options.duration*t,0,1,this.options.duration):this.pos=e=t,this.now=(this.end-this.start)*e+this.start,this.options.step&&this.options.step.call(this.elem,this.now,this),i&&i.set?i.set(this):S.propHooks._default.set(this),this}},S.prototype.init.prototype=S.prototype,S.propHooks={_default:{get:function(t){var e;return null==t.elem[t.prop]||t.elem.style&&null!=t.elem.style[t.prop]?(e=K.css(t.elem,t.prop,\"\"),e&&\"auto\"!==e?e:0):t.elem[t.prop]},set:function(t){K.fx.step[t.prop]?K.fx.step[t.prop](t):t.elem.style&&(null!=t.elem.style[K.cssProps[t.prop]]||K.cssHooks[t.prop])?K.style(t.elem,t.prop,t.now+t.unit):t.elem[t.prop]=t.now}}},S.propHooks.scrollTop=S.propHooks.scrollLeft={set:function(t){t.elem.nodeType&&t.elem.parentNode&&(t.elem[t.prop]=t.now)}},K.easing={linear:function(t){return t},swing:function(t){return.5-Math.cos(t*Math.PI)/2}},K.fx=S.prototype.init,K.fx.step={};var Zt,Jt,Qt=/^(?:toggle|show|hide)$/,Kt=new RegExp(\"^(?:([+-])=|)(\"+wt+\")([a-z%]*)$\",\"i\"),te=/queueHooks$/,ee=[I],ie={\"*\":[function(t,e){var i=this.createTween(t,e),n=i.cur(),r=Kt.exec(e),s=r&&r[3]||(K.cssNumber[t]?\"\":\"px\"),o=(K.cssNumber[t]||\"px\"!==s&&+n)&&Kt.exec(K.css(i.elem,t)),a=1,l=20;if(o&&o[3]!==s){s=s||o[3],r=r||[],o=+n||1;do a=a||\".5\",o/=a,K.style(i.elem,t,o+s);while(a!==(a=i.cur()/n)&&1!==a&&--l)}return r&&(o=i.start=+o||+n||0,i.unit=s,i.end=r[1]?o+(r[1]+1)*r[2]:+r[2]),i}]};K.Animation=K.extend(R,{tweener:function(t,e){K.isFunction(t)?(e=t,t=[\"*\"]):t=t.split(\" \");for(var i,n=0,r=t.length;r>n;n++)i=t[n],ie[i]=ie[i]||[],ie[i].unshift(e)},prefilter:function(t,e){e?ee.unshift(t):ee.push(t)}}),K.speed=function(t,e,i){var n=t&&\"object\"==typeof t?K.extend({},t):{complete:i||!i&&e||K.isFunction(t)&&t,duration:t,easing:i&&e||e&&!K.isFunction(e)&&e};return n.duration=K.fx.off?0:\"number\"==typeof n.duration?n.duration:n.duration in K.fx.speeds?K.fx.speeds[n.duration]:K.fx.speeds._default,(null==n.queue||n.queue===!0)&&(n.queue=\"fx\"),n.old=n.complete,n.complete=function(){K.isFunction(n.old)&&n.old.call(this),n.queue&&K.dequeue(this,n.queue)},n},K.fn.extend({fadeTo:function(t,e,i,n){return this.filter(kt).css(\"opacity\",0).show().end().animate({opacity:e},t,i,n)},animate:function(t,e,i,n){var r=K.isEmptyObject(t),s=K.speed(e,i,n),o=function(){var e=R(this,K.extend({},t),s);(r||_t.get(this,\"finish\"))&&e.stop(!0)};return o.finish=o,r||s.queue===!1?this.each(o):this.queue(s.queue,o)},stop:function(t,e,i){var n=function(t){var e=t.stop;delete t.stop,e(i)};return\"string\"!=typeof t&&(i=e,e=t,t=void 0),e&&t!==!1&&this.queue(t||\"fx\",[]),this.each(function(){var e=!0,r=null!=t&&t+\"queueHooks\",s=K.timers,o=_t.get(this);if(r)o[r]&&o[r].stop&&n(o[r]);else for(r in o)o[r]&&o[r].stop&&te.test(r)&&n(o[r]);for(r=s.length;r--;)s[r].elem!==this||null!=t&&s[r].queue!==t||(s[r].anim.stop(i),e=!1,s.splice(r,1));(e||!i)&&K.dequeue(this,t)})},finish:function(t){return t!==!1&&(t=t||\"fx\"),this.each(function(){var e,i=_t.get(this),n=i[t+\"queue\"],r=i[t+\"queueHooks\"],s=K.timers,o=n?n.length:0;for(i.finish=!0,K.queue(this,t,[]),r&&r.stop&&r.stop.call(this,!0),e=s.length;e--;)s[e].elem===this&&s[e].queue===t&&(s[e].anim.stop(!0),s.splice(e,1));for(e=0;o>e;e++)n[e]&&n[e].finish&&n[e].finish.call(this);delete i.finish})}}),K.each([\"toggle\",\"show\",\"hide\"],function(t,e){var i=K.fn[e];K.fn[e]=function(t,n,r){return null==t||\"boolean\"==typeof t?i.apply(this,arguments):this.animate(P(e,!0),t,n,r)}}),K.each({slideDown:P(\"show\"),slideUp:P(\"hide\"),slideToggle:P(\"toggle\"),fadeIn:{opacity:\"show\"},fadeOut:{opacity:\"hide\"},fadeToggle:{opacity:\"toggle\"}},function(t,e){K.fn[t]=function(t,i,n){return 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e===!1?K.removeAttr(t,i):t.setAttribute(i,i),i}},K.each(K.expr.match.bool.source.match(/\\w+/g),function(t,e){var i=se[e]||K.find.attr;se[e]=function(t,e,n){var r,s;return n||(s=se[e],se[e]=r,r=null!=i(t,e,n)?e.toLowerCase():null,se[e]=s),r}});var oe=/^(?:input|select|textarea|button)$/i;K.fn.extend({prop:function(t,e){return mt(this,K.prop,t,e,arguments.length>1)},removeProp:function(t){return this.each(function(){delete this[K.propFix[t]||t]})}}),K.extend({propFix:{\"for\":\"htmlFor\",\"class\":\"className\"},prop:function(t,e,i){var n,r,s,o=t.nodeType;if(t&&3!==o&&8!==o&&2!==o)return s=1!==o||!K.isXMLDoc(t),s&&(e=K.propFix[e]||e,r=K.propHooks[e]),void 0!==i?r&&\"set\"in r&&void 0!==(n=r.set(t,i,e))?n:t[e]=i:r&&\"get\"in r&&null!==(n=r.get(t,e))?n:t[e]},propHooks:{tabIndex:{get:function(t){return t.hasAttribute(\"tabindex\")||oe.test(t.nodeName)||t.href?t.tabIndex:-1}}}}),Z.optSelected||(K.propHooks.selected={get:function(t){var e=t.parentNode;return e&&e.parentNode&&e.parentNode.selectedIndex,null}}),K.each([\"tabIndex\",\"readOnly\",\"maxLength\",\"cellSpacing\",\"cellPadding\",\"rowSpan\",\"colSpan\",\"useMap\",\"frameBorder\",\"contentEditable\"],function(){K.propFix[this.toLowerCase()]=this});var ae=/[\\t\\r\\n\\f]/g;K.fn.extend({addClass:function(t){var e,i,n,r,s,o,a=\"string\"==typeof t&&t,l=0,u=this.length;if(K.isFunction(t))return this.each(function(e){K(this).addClass(t.call(this,e,this.className))});if(a)for(e=(t||\"\").match(dt)||[];u>l;l++)if(i=this[l],n=1===i.nodeType&&(i.className?(\" \"+i.className+\" \").replace(ae,\" \"):\" \")){for(s=0;r=e[s++];)n.indexOf(\" \"+r+\" \")<0&&(n+=r+\" \");o=K.trim(n),i.className!==o&&(i.className=o)}return this},removeClass:function(t){var e,i,n,r,s,o,a=0===arguments.length||\"string\"==typeof t&&t,l=0,u=this.length;if(K.isFunction(t))return this.each(function(e){K(this).removeClass(t.call(this,e,this.className))});if(a)for(e=(t||\"\").match(dt)||[];u>l;l++)if(i=this[l],n=1===i.nodeType&&(i.className?(\" \"+i.className+\" \").replace(ae,\" \"):\"\")){for(s=0;r=e[s++];)for(;n.indexOf(\" \"+r+\" \")>=0;)n=n.replace(\" \"+r+\" \",\" \");o=t?K.trim(n):\"\",i.className!==o&&(i.className=o)}return this},toggleClass:function(t,e){var i=typeof t;return\"boolean\"==typeof e&&\"string\"===i?e?this.addClass(t):this.removeClass(t):K.isFunction(t)?this.each(function(i){K(this).toggleClass(t.call(this,i,this.className,e),e)}):this.each(function(){if(\"string\"===i)for(var e,n=0,r=K(this),s=t.match(dt)||[];e=s[n++];)r.hasClass(e)?r.removeClass(e):r.addClass(e);else(i===Ct||\"boolean\"===i)&&(this.className&&_t.set(this,\"__className__\",this.className),this.className=this.className||t===!1?\"\":_t.get(this,\"__className__\")||\"\")})},hasClass:function(t){for(var e=\" \"+t+\" \",i=0,n=this.length;n>i;i++)if(1===this[i].nodeType&&(\" \"+this[i].className+\" \").replace(ae,\" \").indexOf(e)>=0)return!0;return!1}});var le=/\\r/g;K.fn.extend({val:function(t){var e,i,n,r=this[0];{if(arguments.length)return n=K.isFunction(t),this.each(function(i){var r;1===this.nodeType&&(r=n?t.call(this,i,K(this).val()):t,null==r?r=\"\":\"number\"==typeof r?r+=\"\":K.isArray(r)&&(r=K.map(r,function(t){return null==t?\"\":t+\"\"})),e=K.valHooks[this.type]||K.valHooks[this.nodeName.toLowerCase()],e&&\"set\"in e&&void 0!==e.set(this,r,\"value\")||(this.value=r))});if(r)return e=K.valHooks[r.type]||K.valHooks[r.nodeName.toLowerCase()],e&&\"get\"in e&&void 0!==(i=e.get(r,\"value\"))?i:(i=r.value,\"string\"==typeof i?i.replace(le,\"\"):null==i?\"\":i)}}}),K.extend({valHooks:{option:{get:function(t){var e=K.find.attr(t,\"value\");return null!=e?e:K.trim(K.text(t))}},select:{get:function(t){for(var e,i,n=t.options,r=t.selectedIndex,s=\"select-one\"===t.type||0>r,o=s?null:[],a=s?r+1:n.length,l=0>r?a:s?r:0;a>l;l++)if(i=n[l],(i.selected||l===r)&&(Z.optDisabled?!i.disabled:null===i.getAttribute(\"disabled\"))&&(!i.parentNode.disabled||!K.nodeName(i.parentNode,\"optgroup\"))){if(e=K(i).val(),s)return e;o.push(e)}return o},set:function(t,e){for(var i,n,r=t.options,s=K.makeArray(e),o=r.length;o--;)n=r[o],(n.selected=K.inArray(n.value,s)>=0)&&(i=!0);return i||(t.selectedIndex=-1),s}}}}),K.each([\"radio\",\"checkbox\"],function(){K.valHooks[this]={set:function(t,e){return K.isArray(e)?t.checked=K.inArray(K(t).val(),e)>=0:void 0}},Z.checkOn||(K.valHooks[this].get=function(t){return null===t.getAttribute(\"value\")?\"on\":t.value})}),K.each(\"blur focus focusin focusout load resize scroll unload click dblclick mousedown mouseup mousemove mouseover mouseout mouseenter mouseleave change select submit keydown keypress keyup error contextmenu\".split(\" 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this.datum_type!==t.datum_type?!1:this.a!==t.a||Math.abs(this.es-t.es)>5e-11?!1:this.datum_type===r?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]:this.datum_type===s?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]&&this.datum_params[3]===t.datum_params[3]&&this.datum_params[4]===t.datum_params[4]&&this.datum_params[5]===t.datum_params[5]&&this.datum_params[6]===t.datum_params[6]:this.datum_type===o||t.datum_type===o?this.nadgrids===t.nadgrids:!0},geodetic_to_geocentric:function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=t.z?t.z:0,p=0;if(-n>h&&h>-1.001*n)h=-n;else if(h>n&&1.001*n>h)h=n;else if(-n>h||h>n)return null;return u>Math.PI&&(u-=2*Math.PI),o=Math.sin(h),l=Math.cos(h),a=o*o,s=this.a/Math.sqrt(1-this.es*a),e=(s+c)*l*Math.cos(u),i=(s+c)*l*Math.sin(u),r=(s*(1-this.es)+c)*o,t.x=e,t.y=i,t.z=r,p},geocentric_to_geodetic:function(t){var e,i,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y=1e-12,b=y*y,w=30,x=t.x,k=t.y,M=t.z?t.z:0;if(f=!1,e=Math.sqrt(x*x+k*k),i=Math.sqrt(x*x+k*k+M*M),e/this.a<y){if(f=!0,m=0,i/this.a<y)return _=n,void(v=-this.b)}else m=Math.atan2(k,x);r=M/i,s=e/i,o=1/Math.sqrt(1-this.es*(2-this.es)*s*s),u=s*(1-this.es)*o,h=r*o,g=0;do g++,l=this.a/Math.sqrt(1-this.es*h*h),v=e*u+M*h-l*(1-this.es*h*h),a=this.es*l/(l+v),o=1/Math.sqrt(1-a*(2-a)*s*s),c=s*(1-a)*o,p=r*o,d=p*u-c*h,u=c,h=p;while(d*d>b&&w>g);return _=Math.atan(p/Math.abs(c)),t.x=m,t.y=_,t.z=v,t},geocentric_to_geodetic_noniter:function(t){var e,i,r,s,o,a,l,u,p,d,f,g,m,_,v,y,b,w=t.x,x=t.y,k=t.z?t.z:0;if(w=parseFloat(w),x=parseFloat(x),k=parseFloat(k),b=!1,0!==w)e=Math.atan2(x,w);else if(x>0)e=n;else if(0>x)e=-n;else if(b=!0,\n",
       "        e=0,k>0)i=n;else{if(!(0>k))return i=n,void(r=-this.b);i=-n}return o=w*w+x*x,s=Math.sqrt(o),a=k*h,u=Math.sqrt(a*a+o),d=a/u,g=s/u,f=d*d*d,l=k+this.b*this.ep2*f,y=s-this.a*this.es*g*g*g,p=Math.sqrt(l*l+y*y),m=l/p,_=y/p,v=this.a/Math.sqrt(1-this.es*m*m),r=_>=c?s/_-v:-c>=_?s/-_-v:k/m+v*(this.es-1),b===!1&&(i=Math.atan(m/_)),t.x=e,t.y=i,t.z=r,t},geocentric_to_wgs84:function(t){if(this.datum_type===r)t.x+=this.datum_params[0],t.y+=this.datum_params[1],t.z+=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=u*(t.x-l*t.y+a*t.z)+e,c=u*(l*t.x+t.y-o*t.z)+i,p=u*(-a*t.x+o*t.y+t.z)+n;t.x=h,t.y=c,t.z=p}},geocentric_from_wgs84:function(t){if(this.datum_type===r)t.x-=this.datum_params[0],t.y-=this.datum_params[1],t.z-=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=(t.x-e)/u,c=(t.y-i)/u,p=(t.z-n)/u;t.x=h+l*c-a*p,t.y=-l*h+c+o*p,t.z=a*h-o*c+p}}},e.exports=p},{}],50:[function(t,e,i){var n=1,r=2,s=3,o=5,a=6378137,l=.006694379990141316;e.exports=function(t,e,i){function u(t){return t===n||t===r}var h,c,p;if(t.compare_datums(e))return i;if(t.datum_type===o||e.datum_type===o)return i;var d=t.a,f=t.es,g=e.a,m=e.es,_=t.datum_type;if(_===s)if(0===this.apply_gridshift(t,0,i))t.a=a,t.es=l;else{if(!t.datum_params)return t.a=d,t.es=t.es,i;for(h=1,c=0,p=t.datum_params.length;p>c;c++)h*=t.datum_params[c];if(0===h)return t.a=d,t.es=t.es,i;_=t.datum_params.length>3?r:n}return e.datum_type===s&&(e.a=a,e.es=l),(t.es!==e.es||t.a!==e.a||u(_)||u(e.datum_type))&&(t.geodetic_to_geocentric(i),u(t.datum_type)&&t.geocentric_to_wgs84(i),u(e.datum_type)&&e.geocentric_from_wgs84(i),e.geocentric_to_geodetic(i)),e.datum_type===s&&this.apply_gridshift(e,1,i),t.a=d,t.es=f,e.a=g,e.es=m,i}},{}],51:[function(t,e,i){function n(t){var e=this;if(2===arguments.length){var i=arguments[1];\"string\"==typeof i?\"+\"===i.charAt(0)?n[t]=s(arguments[1]):n[t]=o(arguments[1]):n[t]=i}else if(1===arguments.length){if(Array.isArray(t))return t.map(function(t){Array.isArray(t)?n.apply(e,t):n(t)});if(\"string\"==typeof t){if(t in n)return n[t]}else\"EPSG\"in t?n[\"EPSG:\"+t.EPSG]=t:\"ESRI\"in t?n[\"ESRI:\"+t.ESRI]=t:\"IAU2000\"in t?n[\"IAU2000:\"+t.IAU2000]=t:console.log(t);return}}var r=t(\"./global\"),s=t(\"./projString\"),o=t(\"./wkt\");r(n),e.exports=n},{\"./global\":54,\"./projString\":58,\"./wkt\":86}],52:[function(t,e,i){var n=t(\"./constants/Datum\"),r=t(\"./constants/Ellipsoid\"),s=t(\"./extend\"),o=t(\"./datum\"),a=1e-10,l=.16666666666666666,u=.04722222222222222,h=.022156084656084655;e.exports=function(t){if(t.datumCode&&\"none\"!==t.datumCode){var e=n[t.datumCode];e&&(t.datum_params=e.towgs84?e.towgs84.split(\",\"):null,t.ellps=e.ellipse,t.datumName=e.datumName?e.datumName:t.datumCode)}if(!t.a){var i=r[t.ellps]?r[t.ellps]:r.WGS84;s(t,i)}return t.rf&&!t.b&&(t.b=(1-1/t.rf)*t.a),(0===t.rf||Math.abs(t.a-t.b)<a)&&(t.sphere=!0,t.b=t.a),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=(t.a2-t.b2)/t.a2,t.e=Math.sqrt(t.es),t.R_A&&(t.a*=1-t.es*(l+t.es*(u+t.es*h)),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=0),t.ep2=(t.a2-t.b2)/t.b2,t.k0||(t.k0=1),t.axis||(t.axis=\"enu\"),t.datum||(t.datum=o(t)),t}},{\"./constants/Datum\":44,\"./constants/Ellipsoid\":45,\"./datum\":49,\"./extend\":53}],53:[function(t,e,i){e.exports=function(t,e){t=t||{};var i,n;if(!e)return t;for(n in e)i=e[n],void 0!==i&&(t[n]=i);return t}},{}],54:[function(t,e,i){e.exports=function(t){t(\"EPSG:4326\",\"+title=WGS 84 (long/lat) +proj=longlat +ellps=WGS84 +datum=WGS84 +units=degrees\"),t(\"EPSG:4269\",\"+title=NAD83 (long/lat) +proj=longlat +a=6378137.0 +b=6356752.31414036 +ellps=GRS80 +datum=NAD83 +units=degrees\"),t(\"EPSG:3857\",\"+title=WGS 84 / Pseudo-Mercator +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs\"),t.WGS84=t[\"EPSG:4326\"],t[\"EPSG:3785\"]=t[\"EPSG:3857\"],t.GOOGLE=t[\"EPSG:3857\"],t[\"EPSG:900913\"]=t[\"EPSG:3857\"],t[\"EPSG:102113\"]=t[\"EPSG:3857\"]}},{}],55:[function(t,e,i){var n=[t(\"./projections/tmerc\"),t(\"./projections/utm\"),t(\"./projections/sterea\"),t(\"./projections/stere\"),t(\"./projections/somerc\"),t(\"./projections/omerc\"),t(\"./projections/lcc\"),t(\"./projections/krovak\"),t(\"./projections/cass\"),t(\"./projections/laea\"),t(\"./projections/aea\"),t(\"./projections/gnom\"),t(\"./projections/cea\"),t(\"./projections/eqc\"),t(\"./projections/poly\"),t(\"./projections/nzmg\"),t(\"./projections/mill\"),t(\"./projections/sinu\"),t(\"./projections/moll\"),t(\"./projections/eqdc\"),t(\"./projections/vandg\"),t(\"./projections/aeqd\")];e.exports=function(t){n.forEach(function(e){t.Proj.projections.add(e)})}},{\"./projections/aea\":60,\"./projections/aeqd\":61,\"./projections/cass\":62,\"./projections/cea\":63,\"./projections/eqc\":64,\"./projections/eqdc\":65,\"./projections/gnom\":67,\"./projections/krovak\":68,\"./projections/laea\":69,\"./projections/lcc\":70,\"./projections/mill\":73,\"./projections/moll\":74,\"./projections/nzmg\":75,\"./projections/omerc\":76,\"./projections/poly\":77,\"./projections/sinu\":78,\"./projections/somerc\":79,\"./projections/stere\":80,\"./projections/sterea\":81,\"./projections/tmerc\":82,\"./projections/utm\":83,\"./projections/vandg\":84}],56:[function(t,e,i){var n=t(\"./core\");n.defaultDatum=\"WGS84\",n.Proj=t(\"./Proj\"),n.WGS84=new n.Proj(\"WGS84\"),n.Point=t(\"./Point\"),n.toPoint=t(\"./common/toPoint\"),n.defs=t(\"./defs\"),n.transform=t(\"./transform\"),n.mgrs=t(\"mgrs\"),n.version=t(\"../package.json\").version,t(\"./includedProjections\")(n),e.exports=n},{\"../package.json\":88,\"./Point\":20,\"./Proj\":21,\"./common/toPoint\":42,\"./core\":48,\"./defs\":51,\"./includedProjections\":55,\"./transform\":85,mgrs:87}],57:[function(t,e,i){function n(t){return\"string\"==typeof t}function r(t){return t in l}function s(t){var e=[\"GEOGCS\",\"GEOCCS\",\"PROJCS\",\"LOCAL_CS\"];return e.reduce(function(e,i){return e+1+t.indexOf(i)},0)}function o(t){return\"+\"===t[0]}function a(t){return n(t)?r(t)?l[t]:s(t)?u(t):o(t)?h(t):void 0:t}var l=t(\"./defs\"),u=t(\"./wkt\"),h=t(\"./projString\");e.exports=a},{\"./defs\":51,\"./projString\":58,\"./wkt\":86}],58:[function(t,e,i){var n=.017453292519943295,r=t(\"./constants/PrimeMeridian\"),s=t(\"./constants/units\");e.exports=function(t){var e={},i={};t.split(\"+\").map(function(t){return t.trim()}).filter(function(t){return t}).forEach(function(t){var e=t.split(\"=\");e.push(!0),i[e[0].toLowerCase()]=e[1]});var o,a,l,u={proj:\"projName\",datum:\"datumCode\",rf:function(t){e.rf=parseFloat(t)},lat_0:function(t){e.lat0=t*n},lat_1:function(t){e.lat1=t*n},lat_2:function(t){e.lat2=t*n},lat_ts:function(t){e.lat_ts=t*n},lon_0:function(t){e.long0=t*n},lon_1:function(t){e.long1=t*n},lon_2:function(t){e.long2=t*n},alpha:function(t){e.alpha=parseFloat(t)*n},lonc:function(t){e.longc=t*n},x_0:function(t){e.x0=parseFloat(t)},y_0:function(t){e.y0=parseFloat(t)},k_0:function(t){e.k0=parseFloat(t)},k:function(t){e.k0=parseFloat(t)},a:function(t){e.a=parseFloat(t)},b:function(t){e.b=parseFloat(t)},r_a:function(){e.R_A=!0},zone:function(t){e.zone=parseInt(t,10)},south:function(){e.utmSouth=!0},towgs84:function(t){e.datum_params=t.split(\",\").map(function(t){return parseFloat(t)})},to_meter:function(t){e.to_meter=parseFloat(t)},units:function(t){e.units=t,s[t]&&(e.to_meter=s[t].to_meter)},from_greenwich:function(t){e.from_greenwich=t*n},pm:function(t){e.from_greenwich=(r[t]?r[t]:parseFloat(t))*n},nadgrids:function(t){\"@null\"===t?e.datumCode=\"none\":e.nadgrids=t},axis:function(t){var i=\"ewnsud\";3===t.length&&-1!==i.indexOf(t.substr(0,1))&&-1!==i.indexOf(t.substr(1,1))&&-1!==i.indexOf(t.substr(2,1))&&(e.axis=t)}};for(o in i)a=i[o],o in u?(l=u[o],\"function\"==typeof l?l(a):e[l]=a):e[o]=a;return\"string\"==typeof e.datumCode&&\"WGS84\"!==e.datumCode&&(e.datumCode=e.datumCode.toLowerCase()),e}},{\"./constants/PrimeMeridian\":46,\"./constants/units\":47}],59:[function(t,e,i){function n(t,e){var i=o.length;return t.names?(o[i]=t,t.names.forEach(function(t){s[t.toLowerCase()]=i}),this):(console.log(e),!0)}var r=[t(\"./projections/merc\"),t(\"./projections/longlat\")],s={},o=[];i.add=n,i.get=function(t){if(!t)return!1;var e=t.toLowerCase();return\"undefined\"!=typeof s[e]&&o[s[e]]?o[s[e]]:void 0},i.start=function(){r.forEach(n)}},{\"./projections/longlat\":71,\"./projections/merc\":72}],60:[function(t,e,i){var n=1e-10,r=t(\"../common/msfnz\"),s=t(\"../common/qsfnz\"),o=t(\"../common/adjust_lon\"),a=t(\"../common/asinz\");i.init=function(){Math.abs(this.lat1+this.lat2)<n||(this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e3=Math.sqrt(this.es),this.sin_po=Math.sin(this.lat1),this.cos_po=Math.cos(this.lat1),this.t1=this.sin_po,this.con=this.sin_po,this.ms1=r(this.e3,this.sin_po,this.cos_po),this.qs1=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat2),this.cos_po=Math.cos(this.lat2),this.t2=this.sin_po,this.ms2=r(this.e3,this.sin_po,this.cos_po),this.qs2=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat0),this.cos_po=Math.cos(this.lat0),this.t3=this.sin_po,this.qs0=s(this.e3,this.sin_po,this.cos_po),Math.abs(this.lat1-this.lat2)>n?this.ns0=(this.ms1*this.ms1-this.ms2*this.ms2)/(this.qs2-this.qs1):this.ns0=this.con,this.c=this.ms1*this.ms1+this.ns0*this.qs1,this.rh=this.a*Math.sqrt(this.c-this.ns0*this.qs0)/this.ns0)},i.forward=function(t){var e=t.x,i=t.y;this.sin_phi=Math.sin(i),this.cos_phi=Math.cos(i);var n=s(this.e3,this.sin_phi,this.cos_phi),r=this.a*Math.sqrt(this.c-this.ns0*n)/this.ns0,a=this.ns0*o(e-this.long0),l=r*Math.sin(a)+this.x0,u=this.rh-r*Math.cos(a)+this.y0;return t.x=l,t.y=u,t},i.inverse=function(t){var e,i,n,r,s,a;return t.x-=this.x0,t.y=this.rh-t.y+this.y0,this.ns0>=0?(e=Math.sqrt(t.x*t.x+t.y*t.y),n=1):(e=-Math.sqrt(t.x*t.x+t.y*t.y),n=-1),r=0,0!==e&&(r=Math.atan2(n*t.x,n*t.y)),n=e*this.ns0/this.a,this.sphere?a=Math.asin((this.c-n*n)/(2*this.ns0)):(i=(this.c-n*n)/this.ns0,a=this.phi1z(this.e3,i)),s=o(r/this.ns0+this.long0),t.x=s,t.y=a,t},i.phi1z=function(t,e){var i,r,s,o,l,u=a(.5*e);if(n>t)return u;for(var h=t*t,c=1;25>=c;c++)if(i=Math.sin(u),r=Math.cos(u),s=t*i,o=1-s*s,l=.5*o*o/r*(e/(1-h)-i/o+.5/t*Math.log((1-s)/(1+s))),u+=l,Math.abs(l)<=1e-7)return u;return null},i.names=[\"Albers_Conic_Equal_Area\",\"Albers\",\"aea\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/msfnz\":34,\"../common/qsfnz\":39}],61:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=Math.PI/2,s=1e-10,o=t(\"../common/mlfn\"),a=t(\"../common/e0fn\"),l=t(\"../common/e1fn\"),u=t(\"../common/e2fn\"),h=t(\"../common/e3fn\"),c=t(\"../common/gN\"),p=t(\"../common/asinz\"),d=t(\"../common/imlfn\");i.init=function(){this.sin_p12=Math.sin(this.lat0),this.cos_p12=Math.cos(this.lat0)},i.forward=function(t){var e,i,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N=t.x,R=t.y,z=Math.sin(t.y),j=Math.cos(t.y),O=n(N-this.long0);return this.sphere?Math.abs(this.sin_p12-1)<=s?(t.x=this.x0+this.a*(r-R)*Math.sin(O),t.y=this.y0-this.a*(r-R)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(t.x=this.x0+this.a*(r+R)*Math.sin(O),t.y=this.y0+this.a*(r+R)*Math.cos(O),t):(T=this.sin_p12*z+this.cos_p12*j*Math.cos(O),C=Math.acos(T),D=C/Math.sin(C),t.x=this.x0+this.a*D*j*Math.sin(O),t.y=this.y0+this.a*D*(this.cos_p12*z-this.sin_p12*j*Math.cos(O)),t):(e=a(this.es),i=l(this.es),p=u(this.es),d=h(this.es),Math.abs(this.sin_p12-1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f-g)*Math.sin(O),t.y=this.y0-(f-g)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f+g)*Math.sin(O),t.y=this.y0+(f+g)*Math.cos(O),t):(m=z/j,_=c(this.a,this.e,this.sin_p12),v=c(this.a,this.e,z),y=Math.atan((1-this.es)*m+this.es*_*this.sin_p12/(v*j)),b=Math.atan2(Math.sin(O),this.cos_p12*Math.tan(y)-this.sin_p12*Math.cos(O)),S=0===b?Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.abs(Math.abs(b)-Math.PI)<=s?-Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.asin(Math.sin(O)*Math.cos(y)/Math.sin(b)),w=this.e*this.sin_p12/Math.sqrt(1-this.es),x=this.e*this.cos_p12*Math.cos(b)/Math.sqrt(1-this.es),k=w*x,M=x*x,A=S*S,P=A*S,E=P*S,I=E*S,C=_*S*(1-A*M*(1-M)/6+P/8*k*(1-2*M)+E/120*(M*(4-7*M)-3*w*w*(1-7*M))-I/48*k),t.x=this.x0+C*Math.sin(b),t.y=this.y0+C*Math.cos(b),t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R;if(this.sphere){if(e=Math.sqrt(t.x*t.x+t.y*t.y),e>2*r*this.a)return;return i=e/this.a,f=Math.sin(i),g=Math.cos(i),m=this.long0,Math.abs(e)<=s?_=this.lat0:(_=p(g*this.sin_p12+t.y*f*this.cos_p12/e),v=Math.abs(this.lat0)-r,m=n(Math.abs(v)<=s?this.lat0>=0?this.long0+Math.atan2(t.x,-t.y):this.long0-Math.atan2(-t.x,t.y):this.long0+Math.atan2(t.x*f,e*this.cos_p12*g-t.y*this.sin_p12*f))),t.x=m,t.y=_,t}return y=a(this.es),b=l(this.es),w=u(this.es),x=h(this.es),Math.abs(this.sin_p12-1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=k-e,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,-1*t.y)),t.x=m,t.y=_,t):Math.abs(this.sin_p12+1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=e-k,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,t.y)),t.x=m,t.y=_,t):(e=Math.sqrt(t.x*t.x+t.y*t.y),T=Math.atan2(t.x,t.y),C=c(this.a,this.e,this.sin_p12),S=Math.cos(T),A=this.e*this.cos_p12*S,P=-A*A/(1-this.es),E=3*this.es*(1-P)*this.sin_p12*this.cos_p12*S/(1-this.es),I=e/C,N=I-P*(1+P)*Math.pow(I,3)/6-E*(1+3*P)*Math.pow(I,4)/24,R=1-P*N*N/2-I*N*N*N/6,D=Math.asin(this.sin_p12*Math.cos(N)+this.cos_p12*Math.sin(N)*S),m=n(this.long0+Math.asin(Math.sin(T)*Math.sin(N)/Math.cos(D))),_=Math.atan((1-this.es*R*this.sin_p12/Math.sin(D))*Math.tan(D)/(1-this.es)),t.x=m,t.y=_,t)},i.names=[\"Azimuthal_Equidistant\",\"aeqd\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/imlfn\":31,\"../common/mlfn\":33}],62:[function(t,e,i){var n=t(\"../common/mlfn\"),r=t(\"../common/e0fn\"),s=t(\"../common/e1fn\"),o=t(\"../common/e2fn\"),a=t(\"../common/e3fn\"),l=t(\"../common/gN\"),u=t(\"../common/adjust_lon\"),h=t(\"../common/adjust_lat\"),c=t(\"../common/imlfn\"),p=Math.PI/2,d=1e-10;i.init=function(){this.sphere||(this.e0=r(this.es),this.e1=s(this.es),this.e2=o(this.es),this.e3=a(this.es),this.ml0=this.a*n(this.e0,this.e1,this.e2,this.e3,this.lat0))},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=u(r-this.long0),this.sphere)e=this.a*Math.asin(Math.cos(s)*Math.sin(r)),i=this.a*(Math.atan2(Math.tan(s),Math.cos(r))-this.lat0);else{var o=Math.sin(s),a=Math.cos(s),h=l(this.a,this.e,o),c=Math.tan(s)*Math.tan(s),p=r*Math.cos(s),d=p*p,f=this.es*a*a/(1-this.es),g=this.a*n(this.e0,this.e1,this.e2,this.e3,s);e=h*p*(1-d*c*(1/6-(8-c+8*f)*d/120)),i=g-this.ml0+h*o/a*d*(.5+(5-c+6*f)*d/24)}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,n=t.x/this.a,r=t.y/this.a;if(this.sphere){var s=r+this.lat0;e=Math.asin(Math.sin(s)*Math.cos(n)),i=Math.atan2(Math.tan(n),Math.cos(s))}else{var o=this.ml0/this.a+r,a=c(o,this.e0,this.e1,this.e2,this.e3);if(Math.abs(Math.abs(a)-p)<=d)return t.x=this.long0,t.y=p,0>r&&(t.y*=-1),t;var f=l(this.a,this.e,Math.sin(a)),g=f*f*f/this.a/this.a*(1-this.es),m=Math.pow(Math.tan(a),2),_=n*this.a/f,v=_*_;e=a-f*Math.tan(a)/g*_*_*(.5-(1+3*m)*_*_/24),i=_*(1-v*(m/3+(1+3*m)*m*v/15))/Math.cos(a)}return t.x=u(i+this.long0),t.y=h(e),t},i.names=[\"Cassini\",\"Cassini_Soldner\",\"cass\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/imlfn\":31,\"../common/mlfn\":33}],63:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/qsfnz\"),s=t(\"../common/msfnz\"),o=t(\"../common/iqsfnz\");i.init=function(){this.sphere||(this.k0=s(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)))},i.forward=function(t){var e,i,s=t.x,o=t.y,a=n(s-this.long0);if(this.sphere)e=this.x0+this.a*a*Math.cos(this.lat_ts),i=this.y0+this.a*Math.sin(o)/Math.cos(this.lat_ts);else{var l=r(this.e,Math.sin(o));e=this.x0+this.a*this.k0*a,i=this.y0+this.a*l*.5/this.k0}return t.x=e,t.y=i,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i;return this.sphere?(e=n(this.long0+t.x/this.a/Math.cos(this.lat_ts)),i=Math.asin(t.y/this.a*Math.cos(this.lat_ts))):(i=o(this.e,2*t.y*this.k0/this.a),e=n(this.long0+t.x/(this.a*this.k0))),t.x=e,t.y=i,t},i.names=[\"cea\"]},{\"../common/adjust_lon\":24,\"../common/iqsfnz\":32,\"../common/msfnz\":34,\"../common/qsfnz\":39}],64:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/adjust_lat\");i.init=function(){this.x0=this.x0||0,this.y0=this.y0||0,this.lat0=this.lat0||0,this.long0=this.long0||0,this.lat_ts=this.lat_ts||0,this.title=this.title||\"Equidistant Cylindrical (Plate Carre)\",this.rc=Math.cos(this.lat_ts)},i.forward=function(t){var e=t.x,i=t.y,s=n(e-this.long0),o=r(i-this.lat0);return t.x=this.x0+this.a*s*this.rc,t.y=this.y0+this.a*o,t},i.inverse=function(t){var e=t.x,i=t.y;return t.x=n(this.long0+(e-this.x0)/(this.a*this.rc)),t.y=r(this.lat0+(i-this.y0)/this.a),t},i.names=[\"Equirectangular\",\"Equidistant_Cylindrical\",\"eqc\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24}],65:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/msfnz\"),l=t(\"../common/mlfn\"),u=t(\"../common/adjust_lon\"),h=t(\"../common/adjust_lat\"),c=t(\"../common/imlfn\"),p=1e-10;i.init=function(){Math.abs(this.lat1+this.lat2)<p||(this.lat2=this.lat2||this.lat1,this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.sinphi=Math.sin(this.lat1),this.cosphi=Math.cos(this.lat1),this.ms1=a(this.e,this.sinphi,this.cosphi),this.ml1=l(this.e0,this.e1,this.e2,this.e3,this.lat1),Math.abs(this.lat1-this.lat2)<p?this.ns=this.sinphi:(this.sinphi=Math.sin(this.lat2),this.cosphi=Math.cos(this.lat2),this.ms2=a(this.e,this.sinphi,this.cosphi),this.ml2=l(this.e0,this.e1,this.e2,this.e3,this.lat2),this.ns=(this.ms1-this.ms2)/(this.ml2-this.ml1)),this.g=this.ml1+this.ms1/this.ns,this.ml0=l(this.e0,this.e1,this.e2,this.e3,this.lat0),this.rh=this.a*(this.g-this.ml0))},i.forward=function(t){var e,i=t.x,n=t.y;if(this.sphere)e=this.a*(this.g-n);else{var r=l(this.e0,this.e1,this.e2,this.e3,n);e=this.a*(this.g-r)}var s=this.ns*u(i-this.long0),o=this.x0+e*Math.sin(s),a=this.y0+this.rh-e*Math.cos(s);return t.x=o,t.y=a,t},i.inverse=function(t){t.x-=this.x0,t.y=this.rh-t.y+this.y0;var e,i,n,r;this.ns>=0?(i=Math.sqrt(t.x*t.x+t.y*t.y),e=1):(i=-Math.sqrt(t.x*t.x+t.y*t.y),e=-1);var s=0;if(0!==i&&(s=Math.atan2(e*t.x,e*t.y)),this.sphere)return r=u(this.long0+s/this.ns),n=h(this.g-i/this.a),t.x=r,t.y=n,t;var o=this.g-i/this.a;return n=c(o,this.e0,this.e1,this.e2,this.e3),r=u(this.long0+s/this.ns),t.x=r,t.y=n,t},i.names=[\"Equidistant_Conic\",\"eqdc\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/imlfn\":31,\"../common/mlfn\":33,\"../common/msfnz\":34}],66:[function(t,e,i){var n=Math.PI/4,r=t(\"../common/srat\"),s=Math.PI/2,o=20;i.init=function(){var t=Math.sin(this.lat0),e=Math.cos(this.lat0);e*=e,this.rc=Math.sqrt(1-this.es)/(1-this.es*t*t),this.C=Math.sqrt(1+this.es*e*e/(1-this.es)),this.phic0=Math.asin(t/this.C),this.ratexp=.5*this.C*this.e,this.K=Math.tan(.5*this.phic0+n)/(Math.pow(Math.tan(.5*this.lat0+n),this.C)*r(this.e*t,this.ratexp))},i.forward=function(t){var e=t.x,i=t.y;return t.y=2*Math.atan(this.K*Math.pow(Math.tan(.5*i+n),this.C)*r(this.e*Math.sin(i),this.ratexp))-s,t.x=this.C*e,t},i.inverse=function(t){for(var e=1e-14,i=t.x/this.C,a=t.y,l=Math.pow(Math.tan(.5*a+n)/this.K,1/this.C),u=o;u>0&&(a=2*Math.atan(l*r(this.e*Math.sin(t.y),-.5*this.e))-s,!(Math.abs(a-t.y)<e));--u)t.y=a;return u?(t.x=i,t.y=a,t):null},i.names=[\"gauss\"]},{\"../common/srat\":41}],67:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=1e-10,s=t(\"../common/asinz\");i.init=function(){this.sin_p14=Math.sin(this.lat0),this.cos_p14=Math.cos(this.lat0),this.infinity_dist=1e3*this.a,this.rc=1},i.forward=function(t){var e,i,s,o,a,l,u,h,c=t.x,p=t.y;return s=n(c-this.long0),e=Math.sin(p),i=Math.cos(p),o=Math.cos(s),l=this.sin_p14*e+this.cos_p14*i*o,a=1,l>0||Math.abs(l)<=r?(u=this.x0+this.a*a*i*Math.sin(s)/l,h=this.y0+this.a*a*(this.cos_p14*e-this.sin_p14*i*o)/l):(u=this.x0+this.infinity_dist*i*Math.sin(s),h=this.y0+this.infinity_dist*(this.cos_p14*e-this.sin_p14*i*o)),t.x=u,t.y=h,t},i.inverse=function(t){var e,i,r,o,a,l;return t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,(e=Math.sqrt(t.x*t.x+t.y*t.y))?(o=Math.atan2(e,this.rc),i=Math.sin(o),r=Math.cos(o),l=s(r*this.sin_p14+t.y*i*this.cos_p14/e),a=Math.atan2(t.x*i,e*this.cos_p14*r-t.y*this.sin_p14*i),a=n(this.long0+a)):(l=this.phic0,a=0),t.x=a,t.y=l,t},i.names=[\"gnom\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25}],68:[function(t,e,i){var n=t(\"../common/adjust_lon\");i.init=function(){this.a=6377397.155,this.es=.006674372230614,this.e=Math.sqrt(this.es),this.lat0||(this.lat0=.863937979737193),this.long0||(this.long0=.4334234309119251),this.k0||(this.k0=.9999),this.s45=.785398163397448,this.s90=2*this.s45,this.fi0=this.lat0,this.e2=this.es,this.e=Math.sqrt(this.e2),this.alfa=Math.sqrt(1+this.e2*Math.pow(Math.cos(this.fi0),4)/(1-this.e2)),this.uq=1.04216856380474,this.u0=Math.asin(Math.sin(this.fi0)/this.alfa),this.g=Math.pow((1+this.e*Math.sin(this.fi0))/(1-this.e*Math.sin(this.fi0)),this.alfa*this.e/2),this.k=Math.tan(this.u0/2+this.s45)/Math.pow(Math.tan(this.fi0/2+this.s45),this.alfa)*this.g,this.k1=this.k0,this.n0=this.a*Math.sqrt(1-this.e2)/(1-this.e2*Math.pow(Math.sin(this.fi0),2)),this.s0=1.37008346281555,this.n=Math.sin(this.s0),this.ro0=this.k1*this.n0/Math.tan(this.s0),this.ad=this.s90-this.uq},i.forward=function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=n(u-this.long0);return e=Math.pow((1+this.e*Math.sin(h))/(1-this.e*Math.sin(h)),this.alfa*this.e/2),i=2*(Math.atan(this.k*Math.pow(Math.tan(h/2+this.s45),this.alfa)/e)-this.s45),r=-c*this.alfa,s=Math.asin(Math.cos(this.ad)*Math.sin(i)+Math.sin(this.ad)*Math.cos(i)*Math.cos(r)),o=Math.asin(Math.cos(i)*Math.sin(r)/Math.cos(s)),a=this.n*o,l=this.ro0*Math.pow(Math.tan(this.s0/2+this.s45),this.n)/Math.pow(Math.tan(s/2+this.s45),this.n),t.y=l*Math.cos(a)/1,t.x=l*Math.sin(a)/1,this.czech||(t.y*=-1,t.x*=-1),t},i.inverse=function(t){var e,i,n,r,s,o,a,l,u=t.x;t.x=t.y,t.y=u,this.czech||(t.y*=-1,t.x*=-1),o=Math.sqrt(t.x*t.x+t.y*t.y),s=Math.atan2(t.y,t.x),r=s/Math.sin(this.s0),n=2*(Math.atan(Math.pow(this.ro0/o,1/this.n)*Math.tan(this.s0/2+this.s45))-this.s45),e=Math.asin(Math.cos(this.ad)*Math.sin(n)-Math.sin(this.ad)*Math.cos(n)*Math.cos(r)),i=Math.asin(Math.cos(n)*Math.sin(r)/Math.cos(e)),t.x=this.long0-i/this.alfa,a=e,l=0;var h=0;do t.y=2*(Math.atan(Math.pow(this.k,-1/this.alfa)*Math.pow(Math.tan(e/2+this.s45),1/this.alfa)*Math.pow((1+this.e*Math.sin(a))/(1-this.e*Math.sin(a)),this.e/2))-this.s45),Math.abs(a-t.y)<1e-10&&(l=1),a=t.y,h+=1;while(0===l&&15>h);return h>=15?null:t},i.names=[\"Krovak\",\"krovak\"]},{\"../common/adjust_lon\":24}],69:[function(t,e,i){var n=Math.PI/2,r=Math.PI/4,s=1e-10,o=t(\"../common/qsfnz\"),a=t(\"../common/adjust_lon\");i.S_POLE=1,i.N_POLE=2,i.EQUIT=3,i.OBLIQ=4,i.init=function(){var t=Math.abs(this.lat0);if(Math.abs(t-n)<s?this.mode=this.lat0<0?this.S_POLE:this.N_POLE:Math.abs(t)<s?this.mode=this.EQUIT:this.mode=this.OBLIQ,this.es>0){var e;switch(this.qp=o(this.e,1),this.mmf=.5/(1-this.es),this.apa=this.authset(this.es),this.mode){case this.N_POLE:this.dd=1;break;case this.S_POLE:this.dd=1;break;case this.EQUIT:this.rq=Math.sqrt(.5*this.qp),this.dd=1/this.rq,this.xmf=1,this.ymf=.5*this.qp;break;case this.OBLIQ:this.rq=Math.sqrt(.5*this.qp),e=Math.sin(this.lat0),this.sinb1=o(this.e,e)/this.qp,this.cosb1=Math.sqrt(1-this.sinb1*this.sinb1),this.dd=Math.cos(this.lat0)/(Math.sqrt(1-this.es*e*e)*this.rq*this.cosb1),this.ymf=(this.xmf=this.rq)/this.dd,this.xmf*=this.dd}}else this.mode===this.OBLIQ&&(this.sinph0=Math.sin(this.lat0),this.cosph0=Math.cos(this.lat0))},i.forward=function(t){var e,i,l,u,h,c,p,d,f,g,m=t.x,_=t.y;if(m=a(m-this.long0),this.sphere){if(h=Math.sin(_),g=Math.cos(_),l=Math.cos(m),this.mode===this.OBLIQ||this.mode===this.EQUIT){if(i=this.mode===this.EQUIT?1+g*l:1+this.sinph0*h+this.cosph0*g*l,s>=i)return null;i=Math.sqrt(2/i),e=i*g*Math.sin(m),i*=this.mode===this.EQUIT?h:this.cosph0*h-this.sinph0*g*l}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(l=-l),Math.abs(_+this.phi0)<s)return null;i=r-.5*_,i=2*(this.mode===this.S_POLE?Math.cos(i):Math.sin(i)),e=i*Math.sin(m),i*=l}}else{switch(p=0,d=0,f=0,l=Math.cos(m),u=Math.sin(m),h=Math.sin(_),c=o(this.e,h),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(p=c/this.qp,d=Math.sqrt(1-p*p)),this.mode){case this.OBLIQ:f=1+this.sinb1*p+this.cosb1*d*l;break;case this.EQUIT:f=1+d*l;break;case this.N_POLE:f=n+_,c=this.qp-c;break;case this.S_POLE:f=_-n,c=this.qp+c}if(Math.abs(f)<s)return null;switch(this.mode){case this.OBLIQ:case this.EQUIT:f=Math.sqrt(2/f),i=this.mode===this.OBLIQ?this.ymf*f*(this.cosb1*p-this.sinb1*d*l):(f=Math.sqrt(2/(1+d*l)))*p*this.ymf,e=this.xmf*f*d*u;break;case this.N_POLE:case this.S_POLE:c>=0?(e=(f=Math.sqrt(c))*u,i=l*(this.mode===this.S_POLE?f:-f)):e=i=0}}return t.x=this.a*e+this.x0,t.y=this.a*i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,r,o,l,u,h,c=t.x/this.a,p=t.y/this.a;if(this.sphere){var d,f=0,g=0;if(d=Math.sqrt(c*c+p*p),i=.5*d,i>1)return null;switch(i=2*Math.asin(i),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(g=Math.sin(i),f=Math.cos(i)),this.mode){case this.EQUIT:i=Math.abs(d)<=s?0:Math.asin(p*g/d),c*=g,p=f*d;break;case this.OBLIQ:i=Math.abs(d)<=s?this.phi0:Math.asin(f*this.sinph0+p*g*this.cosph0/d),c*=g*this.cosph0,p=(f-Math.sin(i)*this.sinph0)*d;break;case this.N_POLE:p=-p,i=n-i;break;case this.S_POLE:i-=n}e=0!==p||this.mode!==this.EQUIT&&this.mode!==this.OBLIQ?Math.atan2(c,p):0}else{if(h=0,this.mode===this.OBLIQ||this.mode===this.EQUIT){if(c/=this.dd,p*=this.dd,u=Math.sqrt(c*c+p*p),s>u)return t.x=0,t.y=this.phi0,t;o=2*Math.asin(.5*u/this.rq),r=Math.cos(o),c*=o=Math.sin(o),this.mode===this.OBLIQ?(h=r*this.sinb1+p*o*this.cosb1/u,l=this.qp*h,p=u*this.cosb1*r-p*this.sinb1*o):(h=p*o/u,l=this.qp*h,p=u*r)}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(p=-p),l=c*c+p*p,!l)return t.x=0,t.y=this.phi0,t;h=1-l/this.qp,this.mode===this.S_POLE&&(h=-h)}e=Math.atan2(c,p),i=this.authlat(Math.asin(h),this.apa)}return t.x=a(this.long0+e),t.y=i,t},i.P00=.3333333333333333,i.P01=.17222222222222222,i.P02=.10257936507936508,i.P10=.06388888888888888,i.P11=.0664021164021164,i.P20=.016415012942191543,i.authset=function(t){var e,i=[];return i[0]=t*this.P00,e=t*t,i[0]+=e*this.P01,i[1]=e*this.P10,e*=t,i[0]+=e*this.P02,i[1]+=e*this.P11,i[2]=e*this.P20,i},i.authlat=function(t,e){var i=t+t;return t+e[0]*Math.sin(i)+e[1]*Math.sin(i+i)+e[2]*Math.sin(i+i+i)},i.names=[\"Lambert Azimuthal Equal Area\",\"Lambert_Azimuthal_Equal_Area\",\"laea\"]},{\"../common/adjust_lon\":24,\"../common/qsfnz\":39}],70:[function(t,e,i){var n=1e-10,r=t(\"../common/msfnz\"),s=t(\"../common/tsfnz\"),o=Math.PI/2,a=t(\"../common/sign\"),l=t(\"../common/adjust_lon\"),u=t(\"../common/phi2z\");i.init=function(){if(this.lat2||(this.lat2=this.lat1),this.k0||(this.k0=1),this.x0=this.x0||0,this.y0=this.y0||0,!(Math.abs(this.lat1+this.lat2)<n)){var t=this.b/this.a;this.e=Math.sqrt(1-t*t);var e=Math.sin(this.lat1),i=Math.cos(this.lat1),o=r(this.e,e,i),a=s(this.e,this.lat1,e),l=Math.sin(this.lat2),u=Math.cos(this.lat2),h=r(this.e,l,u),c=s(this.e,this.lat2,l),p=s(this.e,this.lat0,Math.sin(this.lat0));Math.abs(this.lat1-this.lat2)>n?this.ns=Math.log(o/h)/Math.log(a/c):this.ns=e,isNaN(this.ns)&&(this.ns=e),this.f0=o/(this.ns*Math.pow(a,this.ns)),this.rh=this.a*this.f0*Math.pow(p,this.ns),this.title||(this.title=\"Lambert Conformal Conic\")}},i.forward=function(t){var e=t.x,i=t.y;Math.abs(2*Math.abs(i)-Math.PI)<=n&&(i=a(i)*(o-2*n));var r,u,h=Math.abs(Math.abs(i)-o);if(h>n)r=s(this.e,i,Math.sin(i)),u=this.a*this.f0*Math.pow(r,this.ns);else{if(h=i*this.ns,0>=h)return null;u=0}var c=this.ns*l(e-this.long0);return t.x=this.k0*(u*Math.sin(c))+this.x0,t.y=this.k0*(this.rh-u*Math.cos(c))+this.y0,t},i.inverse=function(t){var e,i,n,r,s,a=(t.x-this.x0)/this.k0,h=this.rh-(t.y-this.y0)/this.k0;this.ns>0?(e=Math.sqrt(a*a+h*h),i=1):(e=-Math.sqrt(a*a+h*h),i=-1);var c=0;if(0!==e&&(c=Math.atan2(i*a,i*h)),0!==e||this.ns>0){if(i=1/this.ns,n=Math.pow(e/(this.a*this.f0),i),r=u(this.e,n),-9999===r)return null}else r=-o;return s=l(c/this.ns+this.long0),t.x=s,t.y=r,t},i.names=[\"Lambert Tangential Conformal Conic Projection\",\"Lambert_Conformal_Conic\",\"Lambert_Conformal_Conic_2SP\",\"lcc\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/sign\":40,\"../common/tsfnz\":43}],71:[function(t,e,i){function n(t){return t}i.init=function(){},i.forward=n,i.inverse=n,i.names=[\"longlat\",\"identity\"]},{}],72:[function(t,e,i){var n=t(\"../common/msfnz\"),r=Math.PI/2,s=1e-10,o=57.29577951308232,a=t(\"../common/adjust_lon\"),l=Math.PI/4,u=t(\"../common/tsfnz\"),h=t(\"../common/phi2z\");i.init=function(){var t=this.b/this.a;this.es=1-t*t,\"x0\"in this||(this.x0=0),\"y0\"in this||(this.y0=0),this.e=Math.sqrt(this.es),this.lat_ts?this.sphere?this.k0=Math.cos(this.lat_ts):this.k0=n(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)):this.k0||(this.k?this.k0=this.k:this.k0=1)},i.forward=function(t){var e=t.x,i=t.y;if(i*o>90&&-90>i*o&&e*o>180&&-180>e*o)return null;var n,h;if(Math.abs(Math.abs(i)-r)<=s)return null;if(this.sphere)n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0+this.a*this.k0*Math.log(Math.tan(l+.5*i));else{var c=Math.sin(i),p=u(this.e,i,c);n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0-this.a*this.k0*Math.log(p)}return t.x=n,t.y=h,t},i.inverse=function(t){var e,i,n=t.x-this.x0,s=t.y-this.y0;if(this.sphere)i=r-2*Math.atan(Math.exp(-s/(this.a*this.k0)));else{var o=Math.exp(-s/(this.a*this.k0));if(i=h(this.e,o),-9999===i)return null}return e=a(this.long0+n/(this.a*this.k0)),t.x=e,t.y=i,t},i.names=[\"Mercator\",\"Popular Visualisation Pseudo Mercator\",\"Mercator_1SP\",\"Mercator_Auxiliary_Sphere\",\"merc\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/tsfnz\":43}],73:[function(t,e,i){var n=t(\"../common/adjust_lon\");i.init=function(){},i.forward=function(t){var e=t.x,i=t.y,r=n(e-this.long0),s=this.x0+this.a*r,o=this.y0+this.a*Math.log(Math.tan(Math.PI/4+i/2.5))*1.25;return t.x=s,t.y=o,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e=n(this.long0+t.x/this.a),i=2.5*(Math.atan(Math.exp(.8*t.y/this.a))-Math.PI/4);return t.x=e,t.y=i,t},i.names=[\"Miller_Cylindrical\",\"mill\"]},{\"../common/adjust_lon\":24}],74:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=1e-10;i.init=function(){},i.forward=function(t){for(var e=t.x,i=t.y,s=n(e-this.long0),o=i,a=Math.PI*Math.sin(i),l=0;!0;l++){var u=-(o+Math.sin(o)-a)/(1+Math.cos(o));if(o+=u,Math.abs(u)<r)break}o/=2,Math.PI/2-Math.abs(i)<r&&(s=0);var h=.900316316158*this.a*s*Math.cos(o)+this.x0,c=1.4142135623731*this.a*Math.sin(o)+this.y0;return t.x=h,t.y=c,t},i.inverse=function(t){var e,i;t.x-=this.x0,t.y-=this.y0,i=t.y/(1.4142135623731*this.a),Math.abs(i)>.999999999999&&(i=.999999999999),e=Math.asin(i);var r=n(this.long0+t.x/(.900316316158*this.a*Math.cos(e)));r<-Math.PI&&(r=-Math.PI),r>Math.PI&&(r=Math.PI),i=(2*e+Math.sin(2*e))/Math.PI,Math.abs(i)>1&&(i=1);var s=Math.asin(i);return t.x=r,t.y=s,t},i.names=[\"Mollweide\",\"moll\"]},{\"../common/adjust_lon\":24}],75:[function(t,e,i){var n=484813681109536e-20;i.iterations=1,i.init=function(){this.A=[],this.A[1]=.6399175073,this.A[2]=-.1358797613,this.A[3]=.063294409,this.A[4]=-.02526853,this.A[5]=.0117879,this.A[6]=-.0055161,this.A[7]=.0026906,this.A[8]=-.001333,this.A[9]=67e-5,this.A[10]=-34e-5,this.B_re=[],this.B_im=[],this.B_re[1]=.7557853228,this.B_im[1]=0,this.B_re[2]=.249204646,this.B_im[2]=.003371507,this.B_re[3]=-.001541739,this.B_im[3]=.04105856,this.B_re[4]=-.10162907,this.B_im[4]=.01727609,this.B_re[5]=-.26623489,this.B_im[5]=-.36249218,\n",
       "        this.B_re[6]=-.6870983,this.B_im[6]=-1.1651967,this.C_re=[],this.C_im=[],this.C_re[1]=1.3231270439,this.C_im[1]=0,this.C_re[2]=-.577245789,this.C_im[2]=-.007809598,this.C_re[3]=.508307513,this.C_im[3]=-.112208952,this.C_re[4]=-.15094762,this.C_im[4]=.18200602,this.C_re[5]=1.01418179,this.C_im[5]=1.64497696,this.C_re[6]=1.9660549,this.C_im[6]=2.5127645,this.D=[],this.D[1]=1.5627014243,this.D[2]=.5185406398,this.D[3]=-.03333098,this.D[4]=-.1052906,this.D[5]=-.0368594,this.D[6]=.007317,this.D[7]=.0122,this.D[8]=.00394,this.D[9]=-.0013},i.forward=function(t){var e,i=t.x,r=t.y,s=r-this.lat0,o=i-this.long0,a=s/n*1e-5,l=o,u=1,h=0;for(e=1;10>=e;e++)u*=a,h+=this.A[e]*u;var c,p,d=h,f=l,g=1,m=0,_=0,v=0;for(e=1;6>=e;e++)c=g*d-m*f,p=m*d+g*f,g=c,m=p,_=_+this.B_re[e]*g-this.B_im[e]*m,v=v+this.B_im[e]*g+this.B_re[e]*m;return t.x=v*this.a+this.x0,t.y=_*this.a+this.y0,t},i.inverse=function(t){var e,i,r,s=t.x,o=t.y,a=s-this.x0,l=o-this.y0,u=l/this.a,h=a/this.a,c=1,p=0,d=0,f=0;for(e=1;6>=e;e++)i=c*u-p*h,r=p*u+c*h,c=i,p=r,d=d+this.C_re[e]*c-this.C_im[e]*p,f=f+this.C_im[e]*c+this.C_re[e]*p;for(var g=0;g<this.iterations;g++){var m,_,v=d,y=f,b=u,w=h;for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,b+=(e-1)*(this.B_re[e]*v-this.B_im[e]*y),w+=(e-1)*(this.B_im[e]*v+this.B_re[e]*y);v=1,y=0;var x=this.B_re[1],k=this.B_im[1];for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,x+=e*(this.B_re[e]*v-this.B_im[e]*y),k+=e*(this.B_im[e]*v+this.B_re[e]*y);var M=x*x+k*k;d=(b*x+w*k)/M,f=(w*x-b*k)/M}var C=d,D=f,T=1,S=0;for(e=1;9>=e;e++)T*=C,S+=this.D[e]*T;var A=this.lat0+S*n*1e5,P=this.long0+D;return t.x=P,t.y=A,t},i.names=[\"New_Zealand_Map_Grid\",\"nzmg\"]},{}],76:[function(t,e,i){var n=t(\"../common/tsfnz\"),r=t(\"../common/adjust_lon\"),s=t(\"../common/phi2z\"),o=Math.PI/2,a=Math.PI/4,l=1e-10;i.init=function(){this.no_off=this.no_off||!1,this.no_rot=this.no_rot||!1,isNaN(this.k0)&&(this.k0=1);var t=Math.sin(this.lat0),e=Math.cos(this.lat0),i=this.e*t;this.bl=Math.sqrt(1+this.es/(1-this.es)*Math.pow(e,4)),this.al=this.a*this.bl*this.k0*Math.sqrt(1-this.es)/(1-i*i);var s=n(this.e,this.lat0,t),o=this.bl/e*Math.sqrt((1-this.es)/(1-i*i));1>o*o&&(o=1);var a,l;if(isNaN(this.longc)){var u=n(this.e,this.lat1,Math.sin(this.lat1)),h=n(this.e,this.lat2,Math.sin(this.lat2));this.lat0>=0?this.el=(o+Math.sqrt(o*o-1))*Math.pow(s,this.bl):this.el=(o-Math.sqrt(o*o-1))*Math.pow(s,this.bl);var c=Math.pow(u,this.bl),p=Math.pow(h,this.bl);a=this.el/c,l=.5*(a-1/a);var d=(this.el*this.el-p*c)/(this.el*this.el+p*c),f=(p-c)/(p+c),g=r(this.long1-this.long2);this.long0=.5*(this.long1+this.long2)-Math.atan(d*Math.tan(.5*this.bl*g)/f)/this.bl,this.long0=r(this.long0);var m=r(this.long1-this.long0);this.gamma0=Math.atan(Math.sin(this.bl*m)/l),this.alpha=Math.asin(o*Math.sin(this.gamma0))}else a=this.lat0>=0?o+Math.sqrt(o*o-1):o-Math.sqrt(o*o-1),this.el=a*Math.pow(s,this.bl),l=.5*(a-1/a),this.gamma0=Math.asin(Math.sin(this.alpha)/o),this.long0=this.longc-Math.asin(l*Math.tan(this.gamma0))/this.bl;this.no_off?this.uc=0:this.lat0>=0?this.uc=this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha)):this.uc=-1*this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha))},i.forward=function(t){var e,i,s,u=t.x,h=t.y,c=r(u-this.long0);if(Math.abs(Math.abs(h)-o)<=l)s=h>0?-1:1,i=this.al/this.bl*Math.log(Math.tan(a+s*this.gamma0*.5)),e=-1*s*o*this.al/this.bl;else{var p=n(this.e,h,Math.sin(h)),d=this.el/Math.pow(p,this.bl),f=.5*(d-1/d),g=.5*(d+1/d),m=Math.sin(this.bl*c),_=(f*Math.sin(this.gamma0)-m*Math.cos(this.gamma0))/g;i=Math.abs(Math.abs(_)-1)<=l?Number.POSITIVE_INFINITY:.5*this.al*Math.log((1-_)/(1+_))/this.bl,e=Math.abs(Math.cos(this.bl*c))<=l?this.al*this.bl*c:this.al*Math.atan2(f*Math.cos(this.gamma0)+m*Math.sin(this.gamma0),Math.cos(this.bl*c))/this.bl}return this.no_rot?(t.x=this.x0+e,t.y=this.y0+i):(e-=this.uc,t.x=this.x0+i*Math.cos(this.alpha)+e*Math.sin(this.alpha),t.y=this.y0+e*Math.cos(this.alpha)-i*Math.sin(this.alpha)),t},i.inverse=function(t){var e,i;this.no_rot?(i=t.y-this.y0,e=t.x-this.x0):(i=(t.x-this.x0)*Math.cos(this.alpha)-(t.y-this.y0)*Math.sin(this.alpha),e=(t.y-this.y0)*Math.cos(this.alpha)+(t.x-this.x0)*Math.sin(this.alpha),e+=this.uc);var n=Math.exp(-1*this.bl*i/this.al),a=.5*(n-1/n),u=.5*(n+1/n),h=Math.sin(this.bl*e/this.al),c=(h*Math.cos(this.gamma0)+a*Math.sin(this.gamma0))/u,p=Math.pow(this.el/Math.sqrt((1+c)/(1-c)),1/this.bl);return Math.abs(c-1)<l?(t.x=this.long0,t.y=o):Math.abs(c+1)<l?(t.x=this.long0,t.y=-1*o):(t.y=s(this.e,p),t.x=r(this.long0-Math.atan2(a*Math.cos(this.gamma0)-h*Math.sin(this.gamma0),Math.cos(this.bl*e/this.al))/this.bl)),t},i.names=[\"Hotine_Oblique_Mercator\",\"Hotine Oblique Mercator\",\"Hotine_Oblique_Mercator_Azimuth_Natural_Origin\",\"Hotine_Oblique_Mercator_Azimuth_Center\",\"omerc\"]},{\"../common/adjust_lon\":24,\"../common/phi2z\":35,\"../common/tsfnz\":43}],77:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/adjust_lon\"),l=t(\"../common/adjust_lat\"),u=t(\"../common/mlfn\"),h=1e-10,c=t(\"../common/gN\"),p=20;i.init=function(){this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*u(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=a(r-this.long0);if(n=o*Math.sin(s),this.sphere)Math.abs(s)<=h?(e=this.a*o,i=-1*this.a*this.lat0):(e=this.a*Math.sin(n)/Math.tan(s),i=this.a*(l(s-this.lat0)+(1-Math.cos(n))/Math.tan(s)));else if(Math.abs(s)<=h)e=this.a*o,i=-1*this.ml0;else{var p=c(this.a,this.e,Math.sin(s))/Math.tan(s);e=p*Math.sin(n),i=this.a*u(this.e0,this.e1,this.e2,this.e3,s)-this.ml0+p*(1-Math.cos(n))}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){var e,i,n,r,s,o,l,c,d;if(n=t.x-this.x0,r=t.y-this.y0,this.sphere)if(Math.abs(r+this.a*this.lat0)<=h)e=a(n/this.a+this.long0),i=0;else{o=this.lat0+r/this.a,l=n*n/this.a/this.a+o*o,c=o;var f;for(s=p;s;--s)if(f=Math.tan(c),d=-1*(o*(c*f+1)-c-.5*(c*c+l)*f)/((c-o)/f-1),c+=d,Math.abs(d)<=h){i=c;break}e=a(this.long0+Math.asin(n*Math.tan(c)/this.a)/Math.sin(i))}else if(Math.abs(r+this.ml0)<=h)i=0,e=a(this.long0+n/this.a);else{o=(this.ml0+r)/this.a,l=n*n/this.a/this.a+o*o,c=o;var g,m,_,v,y;for(s=p;s;--s)if(y=this.e*Math.sin(c),g=Math.sqrt(1-y*y)*Math.tan(c),m=this.a*u(this.e0,this.e1,this.e2,this.e3,c),_=this.e0-2*this.e1*Math.cos(2*c)+4*this.e2*Math.cos(4*c)-6*this.e3*Math.cos(6*c),v=m/this.a,d=(o*(g*v+1)-v-.5*g*(v*v+l))/(this.es*Math.sin(2*c)*(v*v+l-2*o*v)/(4*g)+(o-v)*(g*_-2/Math.sin(2*c))-_),c-=d,Math.abs(d)<=h){i=c;break}g=Math.sqrt(1-this.es*Math.pow(Math.sin(i),2))*Math.tan(i),e=a(this.long0+Math.asin(n*g/this.a)/Math.sin(i))}return t.x=e,t.y=i,t},i.names=[\"Polyconic\",\"poly\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/mlfn\":33}],78:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/adjust_lat\"),s=t(\"../common/pj_enfn\"),o=20,a=t(\"../common/pj_mlfn\"),l=t(\"../common/pj_inv_mlfn\"),u=Math.PI/2,h=1e-10,c=t(\"../common/asinz\");i.init=function(){this.sphere?(this.n=1,this.m=0,this.es=0,this.C_y=Math.sqrt((this.m+1)/this.n),this.C_x=this.C_y/(this.m+1)):this.en=s(this.es)},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=n(r-this.long0),this.sphere){if(this.m)for(var l=this.n*Math.sin(s),u=o;u;--u){var c=(this.m*s+Math.sin(s)-l)/(this.m+Math.cos(s));if(s-=c,Math.abs(c)<h)break}else s=1!==this.n?Math.asin(this.n*Math.sin(s)):s;e=this.a*this.C_x*r*(this.m+Math.cos(s)),i=this.a*this.C_y*s}else{var p=Math.sin(s),d=Math.cos(s);i=this.a*a(s,p,d,this.en),e=this.a*r*d/Math.sqrt(1-this.es*p*p)}return t.x=e,t.y=i,t},i.inverse=function(t){var e,i,s,o;return t.x-=this.x0,s=t.x/this.a,t.y-=this.y0,e=t.y/this.a,this.sphere?(e/=this.C_y,s/=this.C_x*(this.m+Math.cos(e)),this.m?e=c((this.m*e+Math.sin(e))/this.n):1!==this.n&&(e=c(Math.sin(e)/this.n)),s=n(s+this.long0),e=r(e)):(e=l(t.y/this.a,this.es,this.en),o=Math.abs(e),u>o?(o=Math.sin(e),i=this.long0+t.x*Math.sqrt(1-this.es*o*o)/(this.a*Math.cos(e)),s=n(i)):u>o-h&&(s=this.long0)),t.x=s,t.y=e,t},i.names=[\"Sinusoidal\",\"sinu\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/pj_enfn\":36,\"../common/pj_inv_mlfn\":37,\"../common/pj_mlfn\":38}],79:[function(t,e,i){i.init=function(){var t=this.lat0;this.lambda0=this.long0;var e=Math.sin(t),i=this.a,n=this.rf,r=1/n,s=2*r-Math.pow(r,2),o=this.e=Math.sqrt(s);this.R=this.k0*i*Math.sqrt(1-s)/(1-s*Math.pow(e,2)),this.alpha=Math.sqrt(1+s/(1-s)*Math.pow(Math.cos(t),4)),this.b0=Math.asin(e/this.alpha);var a=Math.log(Math.tan(Math.PI/4+this.b0/2)),l=Math.log(Math.tan(Math.PI/4+t/2)),u=Math.log((1+o*e)/(1-o*e));this.K=a-this.alpha*l+this.alpha*o/2*u},i.forward=function(t){var e=Math.log(Math.tan(Math.PI/4-t.y/2)),i=this.e/2*Math.log((1+this.e*Math.sin(t.y))/(1-this.e*Math.sin(t.y))),n=-this.alpha*(e+i)+this.K,r=2*(Math.atan(Math.exp(n))-Math.PI/4),s=this.alpha*(t.x-this.lambda0),o=Math.atan(Math.sin(s)/(Math.sin(this.b0)*Math.tan(r)+Math.cos(this.b0)*Math.cos(s))),a=Math.asin(Math.cos(this.b0)*Math.sin(r)-Math.sin(this.b0)*Math.cos(r)*Math.cos(s));return t.y=this.R/2*Math.log((1+Math.sin(a))/(1-Math.sin(a)))+this.y0,t.x=this.R*o+this.x0,t},i.inverse=function(t){for(var e=t.x-this.x0,i=t.y-this.y0,n=e/this.R,r=2*(Math.atan(Math.exp(i/this.R))-Math.PI/4),s=Math.asin(Math.cos(this.b0)*Math.sin(r)+Math.sin(this.b0)*Math.cos(r)*Math.cos(n)),o=Math.atan(Math.sin(n)/(Math.cos(this.b0)*Math.cos(n)-Math.sin(this.b0)*Math.tan(r))),a=this.lambda0+o/this.alpha,l=0,u=s,h=-1e3,c=0;Math.abs(u-h)>1e-7;){if(++c>20)return;l=1/this.alpha*(Math.log(Math.tan(Math.PI/4+s/2))-this.K)+this.e*Math.log(Math.tan(Math.PI/4+Math.asin(this.e*Math.sin(u))/2)),h=u,u=2*Math.atan(Math.exp(l))-Math.PI/2}return t.x=a,t.y=u,t},i.names=[\"somerc\"]},{}],80:[function(t,e,i){var n=Math.PI/2,r=1e-10,s=t(\"../common/sign\"),o=t(\"../common/msfnz\"),a=t(\"../common/tsfnz\"),l=t(\"../common/phi2z\"),u=t(\"../common/adjust_lon\");i.ssfn_=function(t,e,i){return e*=i,Math.tan(.5*(n+t))*Math.pow((1-e)/(1+e),.5*i)},i.init=function(){this.coslat0=Math.cos(this.lat0),this.sinlat0=Math.sin(this.lat0),this.sphere?1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*(1+s(this.lat0)*Math.sin(this.lat_ts))):(Math.abs(this.coslat0)<=r&&(this.lat0>0?this.con=1:this.con=-1),this.cons=Math.sqrt(Math.pow(1+this.e,1+this.e)*Math.pow(1-this.e,1-this.e)),1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*this.cons*o(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts))/a(this.e,this.con*this.lat_ts,this.con*Math.sin(this.lat_ts))),this.ms1=o(this.e,this.sinlat0,this.coslat0),this.X0=2*Math.atan(this.ssfn_(this.lat0,this.sinlat0,this.e))-n,this.cosX0=Math.cos(this.X0),this.sinX0=Math.sin(this.X0))},i.forward=function(t){var e,i,s,o,l,h,c=t.x,p=t.y,d=Math.sin(p),f=Math.cos(p),g=u(c-this.long0);return Math.abs(Math.abs(c-this.long0)-Math.PI)<=r&&Math.abs(p+this.lat0)<=r?(t.x=NaN,t.y=NaN,t):this.sphere?(e=2*this.k0/(1+this.sinlat0*d+this.coslat0*f*Math.cos(g)),t.x=this.a*e*f*Math.sin(g)+this.x0,t.y=this.a*e*(this.coslat0*d-this.sinlat0*f*Math.cos(g))+this.y0,t):(i=2*Math.atan(this.ssfn_(p,d,this.e))-n,o=Math.cos(i),s=Math.sin(i),Math.abs(this.coslat0)<=r?(l=a(this.e,p*this.con,this.con*d),h=2*this.a*this.k0*l/this.cons,t.x=this.x0+h*Math.sin(c-this.long0),t.y=this.y0-this.con*h*Math.cos(c-this.long0),t):(Math.abs(this.sinlat0)<r?(e=2*this.a*this.k0/(1+o*Math.cos(g)),t.y=e*s):(e=2*this.a*this.k0*this.ms1/(this.cosX0*(1+this.sinX0*s+this.cosX0*o*Math.cos(g))),t.y=e*(this.cosX0*s-this.sinX0*o*Math.cos(g))+this.y0),t.x=e*o*Math.sin(g)+this.x0,t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,s,o,a,h=Math.sqrt(t.x*t.x+t.y*t.y);if(this.sphere){var c=2*Math.atan(h/(.5*this.a*this.k0));return e=this.long0,i=this.lat0,r>=h?(t.x=e,t.y=i,t):(i=Math.asin(Math.cos(c)*this.sinlat0+t.y*Math.sin(c)*this.coslat0/h),e=u(Math.abs(this.coslat0)<r?this.lat0>0?this.long0+Math.atan2(t.x,-1*t.y):this.long0+Math.atan2(t.x,t.y):this.long0+Math.atan2(t.x*Math.sin(c),h*this.coslat0*Math.cos(c)-t.y*this.sinlat0*Math.sin(c))),t.x=e,t.y=i,t)}if(Math.abs(this.coslat0)<=r){if(r>=h)return i=this.lat0,e=this.long0,t.x=e,t.y=i,t;t.x*=this.con,t.y*=this.con,s=h*this.cons/(2*this.a*this.k0),i=this.con*l(this.e,s),e=this.con*u(this.con*this.long0+Math.atan2(t.x,-1*t.y))}else o=2*Math.atan(h*this.cosX0/(2*this.a*this.k0*this.ms1)),e=this.long0,r>=h?a=this.X0:(a=Math.asin(Math.cos(o)*this.sinX0+t.y*Math.sin(o)*this.cosX0/h),e=u(this.long0+Math.atan2(t.x*Math.sin(o),h*this.cosX0*Math.cos(o)-t.y*this.sinX0*Math.sin(o)))),i=-1*l(this.e,Math.tan(.5*(n+a)));return t.x=e,t.y=i,t},i.names=[\"stere\",\"Stereographic_South_Pole\",\"Polar Stereographic (variant B)\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/sign\":40,\"../common/tsfnz\":43}],81:[function(t,e,i){var n=t(\"./gauss\"),r=t(\"../common/adjust_lon\");i.init=function(){n.init.apply(this),this.rc&&(this.sinc0=Math.sin(this.phic0),this.cosc0=Math.cos(this.phic0),this.R2=2*this.rc,this.title||(this.title=\"Oblique Stereographic Alternative\"))},i.forward=function(t){var e,i,s,o;return t.x=r(t.x-this.long0),n.forward.apply(this,[t]),e=Math.sin(t.y),i=Math.cos(t.y),s=Math.cos(t.x),o=this.k0*this.R2/(1+this.sinc0*e+this.cosc0*i*s),t.x=o*i*Math.sin(t.x),t.y=o*(this.cosc0*e-this.sinc0*i*s),t.x=this.a*t.x+this.x0,t.y=this.a*t.y+this.y0,t},i.inverse=function(t){var e,i,s,o,a;if(t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,a=Math.sqrt(t.x*t.x+t.y*t.y)){var l=2*Math.atan2(a,this.R2);e=Math.sin(l),i=Math.cos(l),o=Math.asin(i*this.sinc0+t.y*e*this.cosc0/a),s=Math.atan2(t.x*e,a*this.cosc0*i-t.y*this.sinc0*e)}else o=this.phic0,s=0;return t.x=s,t.y=o,n.inverse.apply(this,[t]),t.x=r(t.x+this.long0),t},i.names=[\"Stereographic_North_Pole\",\"Oblique_Stereographic\",\"Polar_Stereographic\",\"sterea\",\"Oblique Stereographic Alternative\"]},{\"../common/adjust_lon\":24,\"./gauss\":66}],82:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/mlfn\"),l=t(\"../common/adjust_lon\"),u=Math.PI/2,h=1e-10,c=t(\"../common/sign\"),p=t(\"../common/asinz\");i.init=function(){this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*a(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=l(r-this.long0),u=Math.sin(s),h=Math.cos(s);if(this.sphere){var c=h*Math.sin(o);if(Math.abs(Math.abs(c)-1)<1e-10)return 93;i=.5*this.a*this.k0*Math.log((1+c)/(1-c)),e=Math.acos(h*Math.cos(o)/Math.sqrt(1-c*c)),0>s&&(e=-e),n=this.a*this.k0*(e-this.lat0)}else{var p=h*o,d=Math.pow(p,2),f=this.ep2*Math.pow(h,2),g=Math.tan(s),m=Math.pow(g,2);e=1-this.es*Math.pow(u,2);var _=this.a/Math.sqrt(e),v=this.a*a(this.e0,this.e1,this.e2,this.e3,s);i=this.k0*_*p*(1+d/6*(1-m+f+d/20*(5-18*m+Math.pow(m,2)+72*f-58*this.ep2)))+this.x0,n=this.k0*(v-this.ml0+_*g*(d*(.5+d/24*(5-m+9*f+4*Math.pow(f,2)+d/30*(61-58*m+Math.pow(m,2)+600*f-330*this.ep2)))))+this.y0}return t.x=i,t.y=n,t},i.inverse=function(t){var e,i,n,r,s,o,a=6;if(this.sphere){var d=Math.exp(t.x/(this.a*this.k0)),f=.5*(d-1/d),g=this.lat0+t.y/(this.a*this.k0),m=Math.cos(g);e=Math.sqrt((1-m*m)/(1+f*f)),s=p(e),0>g&&(s=-s),o=0===f&&0===m?this.long0:l(Math.atan2(f,m)+this.long0)}else{var _=t.x-this.x0,v=t.y-this.y0;for(e=(this.ml0+v/this.k0)/this.a,i=e,r=0;!0&&(n=(e+this.e1*Math.sin(2*i)-this.e2*Math.sin(4*i)+this.e3*Math.sin(6*i))/this.e0-i,i+=n,!(Math.abs(n)<=h));r++)if(r>=a)return 95;if(Math.abs(i)<u){var y=Math.sin(i),b=Math.cos(i),w=Math.tan(i),x=this.ep2*Math.pow(b,2),k=Math.pow(x,2),M=Math.pow(w,2),C=Math.pow(M,2);e=1-this.es*Math.pow(y,2);var D=this.a/Math.sqrt(e),T=D*(1-this.es)/e,S=_/(D*this.k0),A=Math.pow(S,2);s=i-D*w*A/T*(.5-A/24*(5+3*M+10*x-4*k-9*this.ep2-A/30*(61+90*M+298*x+45*C-252*this.ep2-3*k))),o=l(this.long0+S*(1-A/6*(1+2*M+x-A/20*(5-2*x+28*M-3*k+8*this.ep2+24*C)))/b)}else s=u*c(v),o=this.long0}return t.x=o,t.y=s,t},i.names=[\"Transverse_Mercator\",\"Transverse Mercator\",\"tmerc\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/mlfn\":33,\"../common/sign\":40}],83:[function(t,e,i){var n=.017453292519943295,r=t(\"./tmerc\");i.dependsOn=\"tmerc\",i.init=function(){this.zone&&(this.lat0=0,this.long0=(6*Math.abs(this.zone)-183)*n,this.x0=5e5,this.y0=this.utmSouth?1e7:0,this.k0=.9996,r.init.apply(this),this.forward=r.forward,this.inverse=r.inverse)},i.names=[\"Universal Transverse Mercator System\",\"utm\"]},{\"./tmerc\":82}],84:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=Math.PI/2,s=1e-10,o=t(\"../common/asinz\");i.init=function(){this.R=this.a},i.forward=function(t){var e,i,a=t.x,l=t.y,u=n(a-this.long0);Math.abs(l)<=s&&(e=this.x0+this.R*u,i=this.y0);var h=o(2*Math.abs(l/Math.PI));(Math.abs(u)<=s||Math.abs(Math.abs(l)-r)<=s)&&(e=this.x0,i=l>=0?this.y0+Math.PI*this.R*Math.tan(.5*h):this.y0+Math.PI*this.R*-Math.tan(.5*h));var c=.5*Math.abs(Math.PI/u-u/Math.PI),p=c*c,d=Math.sin(h),f=Math.cos(h),g=f/(d+f-1),m=g*g,_=g*(2/d-1),v=_*_,y=Math.PI*this.R*(c*(g-v)+Math.sqrt(p*(g-v)*(g-v)-(v+p)*(m-v)))/(v+p);0>u&&(y=-y),e=this.x0+y;var b=p+g;return y=Math.PI*this.R*(_*b-c*Math.sqrt((v+p)*(p+1)-b*b))/(v+p),i=l>=0?this.y0+y:this.y0-y,t.x=e,t.y=i,t},i.inverse=function(t){var e,i,r,o,a,l,u,h,c,p,d,f,g;return t.x-=this.x0,t.y-=this.y0,d=Math.PI*this.R,r=t.x/d,o=t.y/d,a=r*r+o*o,l=-Math.abs(o)*(1+a),u=l-2*o*o+r*r,h=-2*l+1+2*o*o+a*a,g=o*o/h+(2*u*u*u/h/h/h-9*l*u/h/h)/27,c=(l-u*u/3/h)/h,p=2*Math.sqrt(-c/3),d=3*g/c/p,Math.abs(d)>1&&(d=d>=0?1:-1),f=Math.acos(d)/3,i=t.y>=0?(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI:-(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI,e=Math.abs(r)<s?this.long0:n(this.long0+Math.PI*(a-1+Math.sqrt(1+2*(r*r-o*o)+a*a))/2/r),t.x=e,t.y=i,t},i.names=[\"Van_der_Grinten_I\",\"VanDerGrinten\",\"vandg\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25}],85:[function(t,e,i){var n=.017453292519943295,r=57.29577951308232,s=1,o=2,a=t(\"./datum_transform\"),l=t(\"./adjust_axis\"),u=t(\"./Proj\"),h=t(\"./common/toPoint\");e.exports=function c(t,e,i){function p(t,e){return(t.datum.datum_type===s||t.datum.datum_type===o)&&\"WGS84\"!==e.datumCode}var d;return Array.isArray(i)&&(i=h(i)),t.datum&&e.datum&&(p(t,e)||p(e,t))&&(d=new u(\"WGS84\"),c(t,d,i),t=d),\"enu\"!==t.axis&&l(t,!1,i),\"longlat\"===t.projName?(i.x*=n,i.y*=n):(t.to_meter&&(i.x*=t.to_meter,i.y*=t.to_meter),t.inverse(i)),t.from_greenwich&&(i.x+=t.from_greenwich),i=a(t.datum,e.datum,i),e.from_greenwich&&(i.x-=e.from_greenwich),\"longlat\"===e.projName?(i.x*=r,i.y*=r):(e.forward(i),e.to_meter&&(i.x/=e.to_meter,i.y/=e.to_meter)),\"enu\"!==e.axis&&l(e,!0,i),i}},{\"./Proj\":21,\"./adjust_axis\":22,\"./common/toPoint\":42,\"./datum_transform\":50}],86:[function(t,e,i){function n(t,e,i){t[e]=i.map(function(t){var e={};return r(t,e),e}).reduce(function(t,e){return u(t,e)},{})}function r(t,e){var i;return Array.isArray(t)?(i=t.shift(),\"PARAMETER\"===i&&(i=t.shift()),1===t.length?Array.isArray(t[0])?(e[i]={},r(t[0],e[i])):e[i]=t[0]:t.length?\"TOWGS84\"===i?e[i]=t:(e[i]={},[\"UNIT\",\"PRIMEM\",\"VERT_DATUM\"].indexOf(i)>-1?(e[i]={name:t[0].toLowerCase(),convert:t[1]},3===t.length&&(e[i].auth=t[2])):\"SPHEROID\"===i?(e[i]={name:t[0],a:t[1],rf:t[2]},4===t.length&&(e[i].auth=t[3])):[\"GEOGCS\",\"GEOCCS\",\"DATUM\",\"VERT_CS\",\"COMPD_CS\",\"LOCAL_CS\",\"FITTED_CS\",\"LOCAL_DATUM\"].indexOf(i)>-1?(t[0]=[\"name\",t[0]],n(e,i,t)):t.every(function(t){return Array.isArray(t)})?n(e,i,t):r(t,e[i])):e[i]=!0,void 0):void(e[t]=!0)}function s(t,e){var i=e[0],n=e[1];!(i in t)&&n in t&&(t[i]=t[n],3===e.length&&(t[i]=e[2](t[i])))}function o(t){return t*l}function a(t){function e(e){var i=t.to_meter||1;return parseFloat(e,10)*i}\"GEOGCS\"===t.type?t.projName=\"longlat\":\"LOCAL_CS\"===t.type?(t.projName=\"identity\",t.local=!0):\"object\"==typeof t.PROJECTION?t.projName=Object.keys(t.PROJECTION)[0]:t.projName=t.PROJECTION,t.UNIT&&(t.units=t.UNIT.name.toLowerCase(),\"metre\"===t.units&&(t.units=\"meter\"),t.UNIT.convert&&(t.to_meter=parseFloat(t.UNIT.convert,10))),t.GEOGCS&&(t.GEOGCS.DATUM?t.datumCode=t.GEOGCS.DATUM.name.toLowerCase():t.datumCode=t.GEOGCS.name.toLowerCase(),\"d_\"===t.datumCode.slice(0,2)&&(t.datumCode=t.datumCode.slice(2)),(\"new_zealand_geodetic_datum_1949\"===t.datumCode||\"new_zealand_1949\"===t.datumCode)&&(t.datumCode=\"nzgd49\"),\"wgs_1984\"===t.datumCode&&(\"Mercator_Auxiliary_Sphere\"===t.PROJECTION&&(t.sphere=!0),t.datumCode=\"wgs84\"),\"_ferro\"===t.datumCode.slice(-6)&&(t.datumCode=t.datumCode.slice(0,-6)),\"_jakarta\"===t.datumCode.slice(-8)&&(t.datumCode=t.datumCode.slice(0,-8)),~t.datumCode.indexOf(\"belge\")&&(t.datumCode=\"rnb72\"),t.GEOGCS.DATUM&&t.GEOGCS.DATUM.SPHEROID&&(t.ellps=t.GEOGCS.DATUM.SPHEROID.name.replace(\"_19\",\"\").replace(/[Cc]larke\\_18/,\"clrk\"),\"international\"===t.ellps.toLowerCase().slice(0,13)&&(t.ellps=\"intl\"),t.a=t.GEOGCS.DATUM.SPHEROID.a,t.rf=parseFloat(t.GEOGCS.DATUM.SPHEROID.rf,10)),~t.datumCode.indexOf(\"osgb_1936\")&&(t.datumCode=\"osgb36\")),t.b&&!isFinite(t.b)&&(t.b=t.a);var i=function(e){return s(t,e)},n=[[\"standard_parallel_1\",\"Standard_Parallel_1\"],[\"standard_parallel_2\",\"Standard_Parallel_2\"],[\"false_easting\",\"False_Easting\"],[\"false_northing\",\"False_Northing\"],[\"central_meridian\",\"Central_Meridian\"],[\"latitude_of_origin\",\"Latitude_Of_Origin\"],[\"latitude_of_origin\",\"Central_Parallel\"],[\"scale_factor\",\"Scale_Factor\"],[\"k0\",\"scale_factor\"],[\"latitude_of_center\",\"Latitude_of_center\"],[\"lat0\",\"latitude_of_center\",o],[\"longitude_of_center\",\"Longitude_Of_Center\"],[\"longc\",\"longitude_of_center\",o],[\"x0\",\"false_easting\",e],[\"y0\",\"false_northing\",e],[\"long0\",\"central_meridian\",o],[\"lat0\",\"latitude_of_origin\",o],[\"lat0\",\"standard_parallel_1\",o],[\"lat1\",\"standard_parallel_1\",o],[\"lat2\",\"standard_parallel_2\",o],[\"alpha\",\"azimuth\",o],[\"srsCode\",\"name\"]];n.forEach(i),t.long0||!t.longc||\"Albers_Conic_Equal_Area\"!==t.projName&&\"Lambert_Azimuthal_Equal_Area\"!==t.projName||(t.long0=t.longc),t.lat_ts||!t.lat1||\"Stereographic_South_Pole\"!==t.projName&&\"Polar Stereographic (variant B)\"!==t.projName||(t.lat0=o(t.lat1>0?90:-90),t.lat_ts=t.lat1)}var l=.017453292519943295,u=t(\"./extend\");e.exports=function(t,e){var i=JSON.parse((\",\"+t).replace(/\\s*\\,\\s*([A-Z_0-9]+?)(\\[)/g,',[\"$1\",').slice(1).replace(/\\s*\\,\\s*([A-Z_0-9]+?)\\]/g,',\"$1\"]').replace(/,\\[\"VERTCS\".+/,\"\")),n=i.shift(),s=i.shift();i.unshift([\"name\",s]),i.unshift([\"type\",n]),i.unshift(\"output\");var o={};return r(i,o),a(o.output),u(e,o.output)}},{\"./extend\":53}],87:[function(t,e,i){function n(t){return t*(Math.PI/180)}function r(t){return 180*(t/Math.PI)}function s(t){var e,i,r,s,o,l,u,h,c,p=t.lat,d=t.lon,f=6378137,g=.00669438,m=.9996,_=n(p),v=n(d);c=Math.floor((d+180)/6)+1,180===d&&(c=60),p>=56&&64>p&&d>=3&&12>d&&(c=32),p>=72&&84>p&&(d>=0&&9>d?c=31:d>=9&&21>d?c=33:d>=21&&33>d?c=35:d>=33&&42>d&&(c=37)),e=6*(c-1)-180+3,h=n(e),i=g/(1-g),r=f/Math.sqrt(1-g*Math.sin(_)*Math.sin(_)),s=Math.tan(_)*Math.tan(_),o=i*Math.cos(_)*Math.cos(_),l=Math.cos(_)*(v-h),u=f*((1-g/4-3*g*g/64-5*g*g*g/256)*_-(3*g/8+3*g*g/32+45*g*g*g/1024)*Math.sin(2*_)+(15*g*g/256+45*g*g*g/1024)*Math.sin(4*_)-35*g*g*g/3072*Math.sin(6*_));var y=m*r*(l+(1-s+o)*l*l*l/6+(5-18*s+s*s+72*o-58*i)*l*l*l*l*l/120)+5e5,b=m*(u+r*Math.tan(_)*(l*l/2+(5-s+9*o+4*o*o)*l*l*l*l/24+(61-58*s+s*s+600*o-330*i)*l*l*l*l*l*l/720));return 0>p&&(b+=1e7),{northing:Math.round(b),easting:Math.round(y),zoneNumber:c,zoneLetter:a(p)}}function o(t){var e=t.northing,i=t.easting,n=t.zoneLetter,s=t.zoneNumber;if(0>s||s>60)return null;var a,l,u,h,c,p,d,f,g,m,_=.9996,v=6378137,y=.00669438,b=(1-Math.sqrt(1-y))/(1+Math.sqrt(1-y)),w=i-5e5,x=e;\"N\">n&&(x-=1e7),f=6*(s-1)-180+3,a=y/(1-y),d=x/_,g=d/(v*(1-y/4-3*y*y/64-5*y*y*y/256)),m=g+(3*b/2-27*b*b*b/32)*Math.sin(2*g)+(21*b*b/16-55*b*b*b*b/32)*Math.sin(4*g)+151*b*b*b/96*Math.sin(6*g),l=v/Math.sqrt(1-y*Math.sin(m)*Math.sin(m)),u=Math.tan(m)*Math.tan(m),h=a*Math.cos(m)*Math.cos(m),c=v*(1-y)/Math.pow(1-y*Math.sin(m)*Math.sin(m),1.5),p=w/(l*_);var k=m-l*Math.tan(m)/c*(p*p/2-(5+3*u+10*h-4*h*h-9*a)*p*p*p*p/24+(61+90*u+298*h+45*u*u-252*a-3*h*h)*p*p*p*p*p*p/720);k=r(k);var M=(p-(1+2*u+h)*p*p*p/6+(5-2*h+28*u-3*h*h+8*a+24*u*u)*p*p*p*p*p/120)/Math.cos(m);M=f+r(M);var C;if(t.accuracy){var D=o({northing:t.northing+t.accuracy,easting:t.easting+t.accuracy,zoneLetter:t.zoneLetter,zoneNumber:t.zoneNumber});C={top:D.lat,right:D.lon,bottom:k,left:M}}else C={lat:k,lon:M};return C}function a(t){var e=\"Z\";return 84>=t&&t>=72?e=\"X\":72>t&&t>=64?e=\"W\":64>t&&t>=56?e=\"V\":56>t&&t>=48?e=\"U\":48>t&&t>=40?e=\"T\":40>t&&t>=32?e=\"S\":32>t&&t>=24?e=\"R\":24>t&&t>=16?e=\"Q\":16>t&&t>=8?e=\"P\":8>t&&t>=0?e=\"N\":0>t&&t>=-8?e=\"M\":-8>t&&t>=-16?e=\"L\":-16>t&&t>=-24?e=\"K\":-24>t&&t>=-32?e=\"J\":-32>t&&t>=-40?e=\"H\":-40>t&&t>=-48?e=\"G\":-48>t&&t>=-56?e=\"F\":-56>t&&t>=-64?e=\"E\":-64>t&&t>=-72?e=\"D\":-72>t&&t>=-80&&(e=\"C\"),e}function l(t,e){var i=\"00000\"+t.easting,n=\"00000\"+t.northing;return t.zoneNumber+t.zoneLetter+u(t.easting,t.northing,t.zoneNumber)+i.substr(i.length-5,e)+n.substr(n.length-5,e)}function u(t,e,i){var n=h(i),r=Math.floor(t/1e5),s=Math.floor(e/1e5)%20;return c(r,s,n)}function h(t){var e=t%m;return 0===e&&(e=m),e}function c(t,e,i){var n=i-1,r=_.charCodeAt(n),s=v.charCodeAt(n),o=r+t-1,a=s+e,l=!1;o>k&&(o=o-k+y-1,l=!0),(o===b||b>r&&o>b||(o>b||b>r)&&l)&&o++,(o===w||w>r&&o>w||(o>w||w>r)&&l)&&(o++,o===b&&o++),o>k&&(o=o-k+y-1),a>x?(a=a-x+y-1,l=!0):l=!1,(a===b||b>s&&a>b||(a>b||b>s)&&l)&&a++,(a===w||w>s&&a>w||(a>w||w>s)&&l)&&(a++,a===b&&a++),a>x&&(a=a-x+y-1);var u=String.fromCharCode(o)+String.fromCharCode(a);return u}function p(t){if(t&&0===t.length)throw\"MGRSPoint coverting from nothing\";for(var e,i=t.length,n=null,r=\"\",s=0;!/[A-Z]/.test(e=t.charAt(s));){if(s>=2)throw\"MGRSPoint bad conversion from: \"+t;r+=e,s++}var o=parseInt(r,10);if(0===s||s+3>i)throw\"MGRSPoint bad conversion from: \"+t;var a=t.charAt(s++);if(\"A\">=a||\"B\"===a||\"Y\"===a||a>=\"Z\"||\"I\"===a||\"O\"===a)throw\"MGRSPoint zone letter \"+a+\" not handled: \"+t;n=t.substring(s,s+=2);for(var l=h(o),u=d(n.charAt(0),l),c=f(n.charAt(1),l);c<g(a);)c+=2e6;var p=i-s;if(p%2!==0)throw\"MGRSPoint has to have an even number \\nof digits after the zone letter and two 100km letters - front \\nhalf for easting meters, second half for \\nnorthing meters\"+t;var m,_,v,y,b,w=p/2,x=0,k=0;return w>0&&(m=1e5/Math.pow(10,w),_=t.substring(s,s+w),x=parseFloat(_)*m,v=t.substring(s+w),k=parseFloat(v)*m),y=x+u,b=k+c,{easting:y,northing:b,zoneLetter:a,zoneNumber:o,accuracy:m}}function d(t,e){for(var i=_.charCodeAt(e-1),n=1e5,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>k){if(r)throw\"Bad character: \"+t;i=y,r=!0}n+=1e5}return n}function f(t,e){if(t>\"V\")throw\"MGRSPoint given invalid Northing \"+t;for(var i=v.charCodeAt(e-1),n=0,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>x){if(r)throw\"Bad character: \"+t;i=y,r=!0}n+=1e5}return n}function g(t){var e;switch(t){case\"C\":e=11e5;break;case\"D\":e=2e6;break;case\"E\":e=28e5;break;case\"F\":e=37e5;break;case\"G\":e=46e5;break;case\"H\":e=55e5;break;case\"J\":e=64e5;break;case\"K\":e=73e5;break;case\"L\":e=82e5;break;case\"M\":e=91e5;break;case\"N\":e=0;break;case\"P\":e=8e5;break;case\"Q\":e=17e5;break;case\"R\":e=26e5;break;case\"S\":e=35e5;break;case\"T\":e=44e5;break;case\"U\":e=53e5;break;case\"V\":e=62e5;break;case\"W\":e=7e6;break;case\"X\":e=79e5;break;default:e=-1}if(e>=0)return e;throw\"Invalid zone letter: \"+t}var m=6,_=\"AJSAJS\",v=\"AFAFAF\",y=65,b=73,w=79,x=86,k=90;i.forward=function(t,e){return e=e||5,l(s({lat:t[1],lon:t[0]}),e)},i.inverse=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat,e.lon,e.lat]:[e.left,e.bottom,e.right,e.top]},i.toPoint=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat]:[(e.left+e.right)/2,(e.top+e.bottom)/2]}},{}],88:[function(t,e,i){e.exports={name:\"proj4\",version:\"2.3.10\",description:\"Proj4js is a JavaScript library to transform point coordinates from one coordinate system to another, including datum transformations.\",main:\"lib/index.js\",directories:{test:\"test\",doc:\"docs\"},scripts:{test:\"./node_modules/istanbul/lib/cli.js test ./node_modules/mocha/bin/_mocha test/test.js\"},repository:{type:\"git\",url:\"git://github.com/proj4js/proj4js.git\"},author:\"\",license:\"MIT\",jam:{main:\"dist/proj4.js\",include:[\"dist/proj4.js\",\"README.md\",\"AUTHORS\",\"LICENSE.md\"]},devDependencies:{\"grunt-cli\":\"~0.1.13\",grunt:\"~0.4.2\",\"grunt-contrib-connect\":\"~0.6.0\",\"grunt-contrib-jshint\":\"~0.8.0\",chai:\"~1.8.1\",mocha:\"~1.17.1\",\"grunt-mocha-phantomjs\":\"~0.4.0\",browserify:\"~3.24.5\",\"grunt-browserify\":\"~1.3.0\",\"grunt-contrib-uglify\":\"~0.3.2\",curl:\"git://github.com/cujojs/curl.git\",istanbul:\"~0.2.4\",tin:\"~0.4.0\"},dependencies:{mgrs:\"~0.0.2\"},contributors:[{name:\"Mike Adair\",email:\"madair@dmsolutions.ca\"},{name:\"Richard 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n,r,s,o=function(t,e){function i(){this.constructor=t;\n",
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o=this.canvas.get(\"width\"),s=this.canvas.get(\"height\"),r=e[0],a=e[1],n=e[2],i=e[3],t.clearRect(0,0,o,s),t.beginPath(),t.moveTo(0,0),t.lineTo(0,s),t.lineTo(o,s),t.lineTo(o,0),t.lineTo(0,0),t.moveTo(r,a),t.lineTo(r+n,a),t.lineTo(r+n,a+i),t.lineTo(r,a+i),t.lineTo(r,a),t.closePath(),t.fillStyle=this.mget(\"border_fill\"),t.fill()},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"GeoJSPlot\",e.prototype.default_view=r,e.prototype.initialize=function(t,i){return this.use_map=!0,e.__super__.initialize.call(this,t,i)},e.prototype.parent_properties=[\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{title:\"GeoJSPlot\"})},e.prototype.display_defaults=function(){return 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e=this.map.getBounds(),i=e.getNorthEast(),t=e.getSouthWest(),r=t.lng(),n=i.lng(),o=t.lat(),s=i.lat(),[r,n,o,s]},e.prototype.getProjectedBounds=function(){var t,e,i,n,r,s,o,a,h,c,p;return r=this.getLatLngBounds(),h=r[0],a=r[1],p=r[2],c=r[3],s=l(u,[h,p]),e=s[0],n=s[1],o=l(u,[a,c]),t=o[0],i=o[1],[e,t,n,i]},e.prototype.setRanges=function(){var t,e,i,n,r;return r=this.getProjectedBounds(),e=r[0],t=r[1],n=r[2],i=r[3],this.x_range.set({start:e,end:t,silent:!0}),this.y_range.set({start:n,end:i,silent:!0})},e.prototype.update_range=function(t){var i,n,r,s,o,a,l,u;if(this.pause(),(null!=t.sdx||null!=t.sdy)&&(this.map.panBy(t.sdx,t.sdy),e.__super__.update_range.call(this,t)),null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,e.__super__.update_range.call(this,t),u=t.factor<0?-1:1,n=this.map.getZoom(),i=n+u,i>=2&&(this.map.setZoom(i),l=this.getProjectedBounds(),s=l[0],r=l[1],a=l[2],o=l[3],0>r-s&&this.map.setZoom(n)),this.setRanges()}return 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o=this.canvas.get(\"width\"),s=this.canvas.get(\"height\"),r=e[0],a=e[1],n=e[2],i=e[3],t.clearRect(0,0,o,s),t.beginPath(),t.moveTo(0,0),t.lineTo(0,s),t.lineTo(o,s),t.lineTo(o,0),t.lineTo(0,0),t.moveTo(r,a),t.lineTo(r+n,a),t.lineTo(r+n,a+i),t.lineTo(r,a+i),t.lineTo(r,a),t.closePath(),t.fillStyle=this.mget(\"border_fill\"),t.fill()},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.type=\"GMapPlot\",e.prototype.default_view=r,e.prototype.initialize=function(t,i){return this.use_map=!0,e.__super__.initialize.call(this,t,i)},e.prototype.parent_properties=[\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{title:\"GMapPlot\"})},e.prototype.display_defaults=function(){return 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t,e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,v,y;for(t=[],p=this.mget(\"children\"),e=0,s=p.length;s>e;e++)for(_=p[e],i=0,o=_.length;o>i;i++)c=_[i],null!=c&&(c.set(\"toolbar_location\",null),t.push(c));for(f(this.child_views,t,{}),v=[],d=this.mget(\"children\"),n=0,a=d.length;a>n;n++){for(_=d[n],y=[],r=0,l=_.length;l>r;r++)c=_[r],null!=c&&y.push(this.child_views[c.id].canvas);v.push(y)}for(this.viewstate.set(\"viewstates\",v),g=this.mget(\"children\"),m=[],h=0,u=g.length;u>h;h++)_=g[h],m.push(function(){var t,e,i;for(i=[],e=0,t=_.length;t>e;e++)c=_[e],null!=c&&i.push(this.listenTo(c.solver,\"layout_update\",this.render));return i}.call(this));return m},e.prototype.render=function(){var t,i,r,s,o,a,l,u,h,p,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(e.__super__.render.call(this),y=d.values(this.child_views),a=0,p=y.length;p>a;a++)T=y[a],T.$el.detach();for(s=n(\"<div 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t+e},D=d.reduce(k,t,0),o=D,S=d.reduce(r,t,0),s.attr(\"style\",\"position:relative; height:\"+o+\"px;width:\"+S+\"px\")},e}(s),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return _(e,t),e.prototype.type=\"GridPlot\",e.prototype.default_view=a,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"tool_manager\",function(){var t,e,i,n,r;for(t=[],r=d.flatten(this.get(\"children\")),e=0,i=r.length;i>e;e++)n=r[e],null!=n&&t.push(n);return new l({tool_managers:function(){var e,i,r;for(r=[],e=0,i=t.length;i>e;e++)n=t[e],r.push(n.get(\"tool_manager\"));return r}(),toolbar_location:this.get(\"toolbar_location\"),num_plots:t.length})},!0)},e.prototype.defaults=function(){return 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r,s,o,a,l,u,h;if(a=this.get_base().Config.prefix,s=this.get(\"doc\"),null==s)throw new Error(\"Unset 'doc' in \"+this);return o=this.get(\"id\"),u=this.type,h=a+\"bokeh/bb/rpc/\"+s+\"/\"+u+\"/\"+o+\"/\"+t+\"/\",r={args:e,kwargs:i},l=n.ajax({type:\"POST\",url:h,data:JSON.stringify(r),contentType:\"application/json\",xhrFields:{withCredentials:!0}})},i}(r.Model),e.exports=s},{\"./base\":99,\"./logging\":119,backbone:2,jquery:18,underscore:92}],116:[function(t,e,i){var n,r,s,o,a,l,u;l=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(s=!1,l=i[i.length-1],h=n[n.length-1],r=o=0,a=i.length;a>=0?a>o:o>a;r=a>=0?++o:--o)u=i[r],c=n[r],e>h!=e>c&&t>l+(e-h)/(c-h)*(u-l)&&(s=!s),l=u,h=c;return s},r=function(){var t;return t={\"0d\":{flag:!1,indices:[]},\"1d\":{indices:[]},\"2d\":{indices:[]}}},u=function(t){return t*t},s=function(t,e,i,n){return u(t-i)+u(e-n)},a=function(t,e,i){var n,r;return n=s(e.x,e.y,i.x,i.y),0===n?s(t.x,t.y,e.x,e.y):(r=((t.x-e.x)*(i.x-e.x)+(t.y-e.y)*(i.y-e.y))/n,0>r?s(t.x,t.y,e.x,e.y):r>1?s(t.x,t.y,i.x,i.y):s(t.x,t.y,e.x+r*(i.x-e.x),e.y+r*(i.y-e.y)))},o=function(t,e,i){return Math.sqrt(a(t,e,i))},n=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f;return h=(a-s)*(i-t)-(o-r)*(n-e),0===h?{hit:!1,x:null,y:null}:(l=e-s,u=t-r,c=(o-r)*l-(a-s)*u,p=(i-t)*l-(n-e)*u,l=c/h,u=p/h,d=t+l*(i-t),f=e+l*(n-e),{hit:l>0&&1>l&&u>0&&1>u,x:d,y:f})},e.exports={point_in_poly:l,create_hit_test_result:r,dist_2_pts:s,dist_to_segment:o,check_2_segments_intersect:n}},{}],117:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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s(this._bottom),o)),this.solver.add_constraint(new n(new s(this._left),o)),this.solver.add_constraint(new n(new s(this._right),o)),this.solver.add_constraint(new n(new s(this._width),o)),this.solver.add_constraint(new n(new s(this._height),o)),this.solver.add_constraint(new n(new s(this._left,this._width,[-1,this._right]),r)),this.solver.add_constraint(new n(new s(this._bottom,this._height,[-1,this._top]),r)),this._h_range=new c.Model({start:this.get(\"left\"),end:this.get(\"left\")+this.get(\"width\")}),this.register_property(\"h_range\",function(t){return function(){return t._h_range.set(\"start\",t.get(\"left\")),t._h_range.set(\"end\",t.get(\"left\")+t.get(\"width\")),t._h_range}}(this),!1),this.add_dependencies(\"h_range\",this,[\"left\",\"width\"]),this._v_range=new c.Model({start:this.get(\"bottom\"),end:this.get(\"bottom\")+this.get(\"height\")}),this.register_property(\"v_range\",function(t){return function(){return t._v_range.set(\"start\",t.get(\"bottom\")),t._v_range.set(\"end\",t.get(\"bottom\")+t.get(\"height\")),t._v_range}}(this),!1),this.add_dependencies(\"v_range\",this,[\"bottom\",\"height\"]),this._aspect_constraint=null,this.register_property(\"aspect\",function(t){return function(){return t.get(\"width\")/t.get(\"height\")}}(this),!0),this.register_setter(\"aspect\",this._set_aspect),this.add_dependencies(\"aspect\",this,[\"width\",\"height\"])},e.prototype.contains=function(t,e){return t>=this.get(\"left\")&&t<=this.get(\"right\")&&e>=this.get(\"bottom\")&&e<=this.get(\"top\")},e.prototype._set_var=function(t,e){var i,o;return o=this[\"_\"+e],d.isNumber(t)?this.solver.suggest_value(o,t):d.isString(t)?void 0:(i=new n(new s(o,[-1,t]),r),null==this.var_constraints[e]&&(this.var_constraints[e]=[]),this.var_constraints[e].push(i),this.solver.add_constraint(i))},e.prototype._get_var=function(t){return this[\"_\"+t].value()},e.prototype._set_aspect=function(t){var e;return null!=this._aspect_constraint?(this.solver.remove_constraint(this.aspect_constraint),e=new n(new s([t,this._height],[-1,this._width]),r),this._aspect_constraint=e,this.solver.add_constraint(e)):void 0},e.prototype.defaults=function(){return d.extend({},e.__super__.defaults.call(this),{top_strength:f.Strength.strong,bottom_strength:f.Strength.strong,left_strength:f.Strength.strong,right_strength:f.Strength.strong,width_strength:f.Strength.strong,height_strength:f.Strength.strong})},e}(a),e.exports={Model:l}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../range/range1d\":146,\"./has_properties\":115,kiwi:303,underscore:92}],118:[function(t,e,i){var n,r,s;n=t(\"./base\"),s=t(\"./logging\").logger,r=function(e){var i,n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;for(_=[],v=[],i=t(\"./base\").Collections,s.debug(\"load_models: 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n,r,s;s=function(t){for(;0>t;)t+=2*Math.PI;for(;t>2*Math.PI;)t-=2*Math.PI;return t},r=function(t,e){return Math.abs(s(t-e))},n=function(t,e,i,n){var o;return t=s(t),o=r(e,i),\"anticlock\"===n?r(e,t)<=o&&r(t,i)<=o:!(r(e,t)<=o&&r(t,i)<=o)},e.exports={angle_norm:s,angle_dist:r,angle_between:n}},{}],121:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A=function(t,e){return function(){return t.apply(e,arguments)}},P=function(t,e){function i(){this.constructor=t}for(var n in e)E.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,\n",
       "        t.prototype=new i,t.__super__=e.prototype,t},E={}.hasOwnProperty;w=t(\"underscore\"),n=t(\"jquery\"),r=t(\"backbone\"),null!=i._bokehTest?M={}:(M=t(\"kiwi\"),h=M.Expression,a=M.Constraint,g=M.Operator,u=g.Eq,f=g.Le,c=g.Ge),x=t(\"./build_views\"),s=t(\"./canvas\"),o=t(\"./cartesian_frame\"),l=t(\"./continuum_view\"),b=t(\"./ui_events\"),p=t(\"./has_parent\"),d=t(\"./layout_box\"),C=t(\"./logging\").logger,T=t(\"./plot_utils\"),v=t(\"./solver\"),y=t(\"./tool_manager\"),D=t(\"./plot_template\"),S=t(\"./properties\"),k=null,_=function(t){function e(){return this.resize=A(this.resize,this),this.remove=A(this.remove,this),this.request_render=A(this.request_render,this),e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.className=\"bk-plot\",e.prototype.template=D,e.prototype.view_options=function(){return w.extend({plot_model:this.model,plot_view:this},this.options)},e.prototype.pause=function(){return this.is_paused=!0},e.prototype.unpause=function(){return this.is_paused=!1,this.request_render()},e.prototype.request_render=function(){this.is_paused||this.throttled_render(!0)},e.prototype.remove=function(){var t,i,n,r;e.__super__.remove.call(this),i=this.tools,n=[];for(t in i)r=i[t],n.push(r.remove());return n},e.prototype.initialize=function(t){var i,r,s,o,a,l,u,h,c,p;for(e.__super__.initialize.call(this,t),this.pause(),this.model.initialize_layout(this.model.solver),this.frame=this.mget(\"frame\"),this.x_range=this.frame.get(\"x_ranges\")[\"default\"],this.y_range=this.frame.get(\"y_ranges\")[\"default\"],this.xmapper=this.frame.get(\"x_mappers\")[\"default\"],this.ymapper=this.frame.get(\"y_mappers\")[\"default\"],this.$el.html(this.template()),this.canvas=this.mget(\"canvas\"),this.canvas_view=new this.canvas.default_view({model:this.canvas}),this.$(\".bk-plot-canvas-wrapper\").append(this.canvas_view.el),this.canvas_view.render(),(this.mget(\"webgl\")||window.location.search.indexOf(\"webgl=1\")>0)&&-1===window.location.search.indexOf(\"webgl=0\")&&this.init_webgl(),this.throttled_render=T.throttle_animation(this.render,15),this.outline_props=new S.Line({obj:this.model,prefix:\"outline_\"}),this.title_props=new S.Text({obj:this.model,prefix:\"title_\"}),this.renderers={},this.tools={},this.levels={},a=T.LEVELS,r=0,s=a.length;s>r;r++)o=a[r],this.levels[o]={};this.build_levels(),this.bind_bokeh_events(),this.model.add_constraints(this.canvas.solver),this.listenTo(this.canvas.solver,\"layout_update\",this.request_render),this.ui_event_bus=new b({tool_manager:this.mget(\"tool_manager\"),hit_area:this.canvas_view.$el}),l=this.tools;for(i in l)h=l[i],this.ui_event_bus.register_tool(h);return c=this.mget(\"toolbar_location\"),null!=c&&(p=\".bk-plot-\"+c,C.debug(\"attaching toolbar to \"+p+\" for plot \"+this.model.id),this.tm_view=new y.View({model:this.mget(\"tool_manager\"),el:this.$(p)})),this.update_dataranges(),this.mget(\"responsive\")&&(u=w.throttle(this.resize,100),n(window).on(\"resize\",u),n(this.resize)),this.unpause(),C.debug(\"PlotView initialized\"),this},e.prototype.init_webgl=function(){var t,e;return t=k,null==t&&(k=t=document.createElement(\"canvas\"),e={premultipliedAlpha:!0},t.gl=t.getContext(\"webgl\",e)||t.getContext(\"experimental-webgl\",e)),null!=t.gl?this.canvas_view.ctx.glcanvas=t:C.warn(\"WebGL is not supported, falling back to 2D canvas.\")},e.prototype.update_dataranges=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f;i=this.model.get(\"frame\"),e={},l=this.renderers;for(r in l)p=l[r],t=null!=(u=p.glyph)&&\"function\"==typeof u.bounds?u.bounds():void 0,null!=t&&(e[r]=t);for(h=w.values(i.get(\"x_ranges\")),n=0,o=h.length;o>n;n++)d=h[n],\"function\"==typeof d.update&&d.update(e,0,this);for(c=w.values(i.get(\"y_ranges\")),s=0,a=c.length;a>s;s++)f=c[s],\"function\"==typeof f.update&&f.update(e,1,this);return this.range_update_timestamp=Date.now()},e.prototype.map_to_screen=function(t,e,i,n){return null==i&&(i=\"default\"),null==n&&(n=\"default\"),this.frame.map_to_screen(t,e,this.canvas,i,n)},e.prototype.update_range=function(t){var e,i,n,r,s,o;null==t&&(t=this.initial_range_info),this.pause(),i=this.frame.get(\"x_ranges\");for(e in i)o=i[e],(o.get(\"start\")!==t.xrs[e].start||o.get(\"end\")!==t.xrs[e].end)&&(o.set(t.xrs[e]),null!=(n=o.get(\"callback\"))&&n.execute(this.model));r=this.frame.get(\"y_ranges\");for(e in r)o=r[e],(o.get(\"start\")!==t.yrs[e].start||o.get(\"end\")!==t.yrs[e].end)&&(o.set(t.yrs[e]),null!=(s=o.get(\"callback\"))&&s.execute(this.model));return this.unpause()},e.prototype.build_levels=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d;for(l=w.keys(this.renderers),d=x(this.renderers,this.mget(\"renderers\"),this.view_options()),u=w.difference(l,w.pluck(this.mget(\"renderers\"),\"id\")),e=0,n=u.length;n>e;e++)t=u[e],delete this.levels.glyph[t];for(c=x(this.tools,this.mget(\"tools\"),this.view_options()),i=0,r=d.length;r>i;i++)p=d[i],o=p.mget(\"level\"),this.levels[o][p.model.id]=p,p.bind_bokeh_events();for(a=0,s=c.length;s>a;a++)h=c[a],o=h.mget(\"level\"),this.levels[o][h.model.id]=h,h.bind_bokeh_events();return this},e.prototype.bind_bokeh_events=function(){var t,e,i,n;e=this.mget(\"frame\").get(\"x_ranges\");for(t in e)n=e[t],this.listenTo(n,\"change\",this.request_render);i=this.mget(\"frame\").get(\"y_ranges\");for(t in i)n=i[t],this.listenTo(n,\"change\",this.request_render);return this.listenTo(this.model,\"change:renderers\",this.build_levels),this.listenTo(this.model,\"change:tool\",this.build_levels),this.listenTo(this.model,\"change\",this.request_render),this.listenTo(this.model,\"destroy\",function(t){return function(){return t.remove()}}(this))},e.prototype.set_initial_range=function(){var t,e,i,n,r,s,o;t=!0,s={},i=this.frame.get(\"x_ranges\");for(e in i){if(r=i[e],null==r.get(\"start\")||null==r.get(\"end\")||w.isNaN(r.get(\"start\")+r.get(\"end\"))){t=!1;break}s[e]={start:r.get(\"start\"),end:r.get(\"end\")}}if(t){o={},n=this.frame.get(\"y_ranges\");for(e in n){if(r=n[e],null==r.get(\"start\")||null==r.get(\"end\")||w.isNaN(r.get(\"start\")+r.get(\"end\"))){t=!1;break}o[e]={start:r.get(\"start\"),end:r.get(\"end\")}}}return t?(this.initial_range_info={xrs:s,yrs:o},C.debug(\"initial ranges set\")):C.warn(\"could not set initial ranges\")},e.prototype.render=function(t){var i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,D,T;null==t&&(t=!1),C.trace(\"Plot.render(force_canvas=\"+t+\")\"),Date.now()-this.interactive_timestamp<this.mget(\"lod_interval\")?(this.interactive=!0,f=this.mget(\"lod_timeout\"),setTimeout(function(t){return function(){return t.interactive&&Date.now()-t.interactive_timestamp>f&&(t.interactive=!1),t.request_render()}}(this),f)):this.interactive=!1,T=this.mget(\"plot_width\"),l=this.mget(\"plot_height\"),(this.canvas.get(\"canvas_width\")!==T||this.canvas.get(\"canvas_height\")!==l)&&this.canvas._set_dims([T,l],M=!1),e.__super__.render.call(this),this.canvas_view.render(t),null!=this.tm_view&&this.tm_view.render(),n=this.canvas_view.ctx,s=this.model.get(\"frame\"),i=this.model.get(\"canvas\"),m=this.renderers;for(h in m)D=m[h],null!=D.model.update_layout&&D.model.update_layout(D,this.canvas.solver);_=this.renderers;for(h in _)if(D=_[h],D.set_data_timestamp>(null!=this.range_update_timestamp)){this.update_dataranges();break}if(k=this.mget(\"title\"),k&&(this.title_props.set_value(this.canvas_view.ctx),x=n.measureText(this.mget(\"title\")).ascent+this.model.get(\"title_standoff\"),x!==this.model.title_panel.get(\"height\")&&this.model.title_panel.set(\"height\",x)),this.model.get(\"frame\").set(\"width\",i.get(\"width\")-1),this.model.get(\"frame\").set(\"height\",i.get(\"height\")-1),this.canvas.solver.update_variables(!1),this.model.get(\"frame\")._update_mappers(),o=[this.canvas.vx_to_sx(this.frame.get(\"left\")),this.canvas.vy_to_sy(this.frame.get(\"top\")),this.frame.get(\"width\"),this.frame.get(\"height\")],this._map_hook(n,o),this._paint_empty(n,o),n.glcanvas&&(n.glcanvas.width=this.canvas_view.canvas[0].width,n.glcanvas.height=this.canvas_view.canvas[0].height,a=n.glcanvas.gl,a.viewport(0,0,n.glcanvas.width,n.glcanvas.height),a.clearColor(0,0,0,0),a.clear(a.COLOR_BUFFER_BIT||a.DEPTH_BUFFER_BIT),a.enable(a.SCISSOR_TEST),r=n.glcanvas.height-(o[1]+o[3]),a.scissor(o[0],r,o[2],o[3]),a.enable(a.BLEND),a.blendFuncSeparate(a.SRC_ALPHA,a.ONE_MINUS_SRC_ALPHA,a.ONE_MINUS_DST_ALPHA,a.ONE)),this.outline_props.do_stroke&&(this.outline_props.set_value(n),n.strokeRect.apply(n,o)),this._render_levels(n,[\"image\",\"underlay\",\"glyph\",\"annotation\"],o),n.glcanvas){for(v=[\"image\",\"mozImage\",\"webkitImage\",\"msImage\"],u=0,p=v.length;p>u;u++)g=v[u],n[g+\"SmoothingEnabled\"]=!1;for(n.drawImage(n.glcanvas,.1,.1),y=[\"image\",\"mozImage\",\"webkitImage\",\"msImage\"],c=0,d=y.length;d>c;c++)g=y[c],n[g+\"SmoothingEnabled\"]=!0;C.debug(\"drawing with WebGL\")}return this._render_levels(n,[\"overlay\",\"tool\"]),k&&(b=this.canvas.vx_to_sx(this.canvas.get(\"width\")/2),w=this.canvas.vy_to_sy(this.model.title_panel.get(\"bottom\")+this.model.get(\"title_standoff\")),this.title_props.set_value(n),n.fillText(k,b,w)),null==this.initial_range_info?this.set_initial_range():void 0},e.prototype.resize=function(){var t,e,i,n,r,s;return e=this.canvas.get(\"height\"),i=this.canvas.get(\"width\"),t=i/e,n=this.mget(\"min_size\"),s=Math.max(this.el.clientWidth,n),r=parseInt(s/t),n>r&&(r=100,s=r*t),this.canvas._set_dims([s,r]),null},e.prototype._render_levels=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m;for(t.save(),null!=i&&(t.beginPath(),t.rect.apply(t,i),t.clip(),t.beginPath()),r={},p=this.mget(\"renderers\"),n=s=0,a=p.length;a>s;n=++s)d=p[n],r[d.id]=n;for(m=function(t){return r[t.model.id]},o=0,l=e.length;l>o;o++)for(h=e[o],g=w.sortBy(w.values(this.levels[h]),m),c=0,u=g.length;u>c;c++)f=g[c],f.render();return t.restore()},e.prototype._map_hook=function(t,e){},e.prototype._paint_empty=function(t,e){return t.fillStyle=this.mget(\"border_fill\"),t.fillRect(0,0,this.canvas_view.mget(\"canvas_width\"),this.canvas_view.mget(\"canvas_height\")),t.fillStyle=this.mget(\"background_fill\"),t.fillRect.apply(t,e)},e}(l),m=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.type=\"Plot\",e.prototype.default_view=_,e.prototype.initialize=function(t,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,b;for(e.__super__.initialize.call(this,t,i),d=w.values(this.get(\"extra_x_ranges\")).concat(this.get(\"x_range\")),r=0,a=d.length;a>r;r++)_=d[r],_=this.resolve_ref(_),c=_.get(\"plots\"),w.isArray(c)&&(c=c.concat(this),_.set(\"plots\",c));for(f=w.values(this.get(\"extra_y_ranges\")).concat(this.get(\"y_range\")),o=0,l=f.length;l>o;o++)b=f[o],b=this.resolve_ref(b),c=b.get(\"plots\"),w.isArray(c)&&(c=c.concat(this),b.set(\"plots\",c));for(n=new s.Model({map:null!=(g=this.use_map)?g:!1,canvas_width:this.get(\"plot_width\"),canvas_height:this.get(\"plot_height\"),hidpi:this.get(\"hidpi\"),solver:new v}),this.set(\"canvas\",n),this.solver=n.get(\"solver\"),m=this.get(\"renderers\"),h=0,u=m.length;u>h;h++)p=m[h],p.set(\"parent\",this);return this.set(\"tool_manager\",new y.Model({tools:this.get(\"tools\"),toolbar_location:this.get(\"toolbar_location\"),logo:this.get(\"logo\")})),C.debug(\"Plot initialized\")},e.prototype.initialize_layout=function(t){var e,i,n;return e=this.get(\"canvas\"),n=new o.Model({x_range:this.get(\"x_range\"),extra_x_ranges:this.get(\"extra_x_ranges\"),x_mapper_type:this.get(\"x_mapper_type\"),y_range:this.get(\"y_range\"),extra_y_ranges:this.get(\"extra_y_ranges\"),y_mapper_type:this.get(\"y_mapper_type\"),solver:t}),this.set(\"frame\",n),this.title_panel=new d.Model({solver:t}),this.title_panel._anchor=this.title_panel._bottom,i=this.get(\"above\"),i.push(this.title_panel),this.set(\"above\",i)},e.prototype.add_constraints=function(t){var e,i,n,r,s,o,l,p,g;return s=null!=(o=this.get(\"min_border_top\"))?o:this.get(\"min_border\"),i=null!=(l=this.get(\"min_border_bottom\"))?l:this.get(\"min_border\"),n=null!=(p=this.get(\"min_border_left\"))?p:this.get(\"min_border\"),r=null!=(g=this.get(\"min_border_right\"))?g:this.get(\"min_border\"),e=function(t){return function(e,i,n,r,s,o){var l,p,f,g,m,_,v,y,b,w,x,k;for(g=t.get(\"canvas\"),_=t.get(\"frame\"),l=new d.Model({solver:e}),p=\"_\"+r[0],f=\"_\"+r[1],e.add_constraint(new a(new h(l[\"_\"+s],-i),c),M.Strength.strong),e.add_constraint(new a(new h(_[p],[-1,l[f]]),u)),e.add_constraint(new a(new h(l[p],[-1,g[p]]),u)),y=_,m=t.get(n),v=0,b=m.length;b>v;v++)x=m[v],(null!=(k=x.get(\"location\"))?k:!0)&&x.set(\"location\",n,{silent:!0}),null!=x.initialize_layout&&x.initialize_layout(e),e.add_constraint(new a(new h(y[p],[-1,x[f]]),u),M.Strength.strong),y=x;return w=new d.Model({solver:e}),e.add_constraint(new a(new h(y[p],[-1,w[f]]),u),M.Strength.strong),e.add_constraint(new a(new h(w[p],[-1,g[p]]),u),M.Strength.strong)}}(this),e(t,s,\"above\",[\"top\",\"bottom\"],\"height\",f),e(t,i,\"below\",[\"bottom\",\"top\"],\"height\",c),e(t,n,\"left\",[\"left\",\"right\"],\"width\",c),e(t,r,\"right\",[\"right\",\"left\"],\"width\",f)},e.prototype.add_renderers=function(t){var e;return e=this.get(\"renderers\"),e=e.concat(t),this.set(\"renderers\",e)},e.prototype.parent_properties=[\"background_fill\",\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return w.extend({},e.__super__.defaults.call(this),{renderers:[],tools:[],h_symmetry:!0,v_symmetry:!1,x_mapper_type:\"auto\",y_mapper_type:\"auto\",plot_width:600,plot_height:600,title:\"\",above:[],below:[],left:[],right:[],toolbar_location:\"above\",logo:\"normal\",lod_factor:10,lod_interval:300,lod_threshold:2e3,lod_timeout:500,webgl:!1,responsive:!1,min_size:100})},e.prototype.display_defaults=function(){return w.extend({},e.__super__.display_defaults.call(this),{hidpi:!0,background_fill:\"#fff\",border_fill:\"#fff\",min_border:40,title_standoff:8,title_text_font:\"helvetica\",title_text_font_size:\"20pt\",title_text_font_style:\"normal\",title_text_color:\"#444444\",title_text_alpha:1,title_text_align:\"center\",title_text_baseline:\"alphabetic\",outline_line_color:\"#aaaaaa\",outline_line_width:1,outline_line_alpha:1,outline_line_join:\"miter\",outline_line_cap:\"butt\",outline_line_dash:[],outline_line_dash_offset:0})},e}(p),e.exports={Model:m,View:_}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"./build_views\":101,\"./canvas\":103,\"./cartesian_frame\":105,\"./continuum_view\":109,\"./has_parent\":114,\"./layout_box\":117,\"./logging\":119,\"./plot_template\":123,\"./plot_utils\":124,\"./properties\":126,\"./solver\":131,\"./tool_manager\":135,\"./ui_events\":137,backbone:2,jquery:18,kiwi:303,underscore:92}],122:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){return function(){return t.apply(e,arguments)}},c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;n=t(\"jquery\"),l=t(\"underscore\"),u=t(\"./build_views\"),s=t(\"./has_parent\"),r=t(\"./continuum_view\"),a=function(t){function e(){return this.removeplot=h(this.removeplot,this),this.closeall=h(this.closeall,this),e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){return this.views={},this.child_models=[],e.__super__.initialize.call(this,t),this.render()},e.prototype.delegateEvents=function(){return this.listenTo(this.model,\"destroy\",this.remove),this.listenTo(this.model,\"change\",this.render),e.__super__.delegateEvents.call(this)},e.prototype.build_children=function(){var t;return t=u(this.views,this.mget(\"children\"),{}),window.pc_created_views=t,window.pc_views=this.views,null},e.prototype.size_textarea=function(t){var e;return e=n(t).height(0).prop(\"scrollHeight\"),n(t).height(e)},e.prototype.closeall=function(t){return this.mset(\"children\",[]),this.model.save()},e.prototype.removeplot=function(t){var e,i,r,s,o;return i=parseInt(n(t.currentTarget).parent().attr(\"data-plot_num\")),r=this.mget(\"children\")[i],s=this.views[r.get(\"id\")],s.remove(),e=function(){var t,e,i,n;for(i=this.mget(\"children\"),n=[],t=0,e=i.length;e>t;t++)o=i[t],o.id!==s.model.id&&n.push(o);return n}.call(this),this.mset(\"children\",e),this.model.save(),!1},e.prototype.render=function(){var t,i,r,s,o,a,u,h,c,d,f,g,m;e.__super__.render.call(this),this.build_children(),h=this.views;for(r in h)p.call(h,r)&&(g=h[r],g.$el.detach());for(this.$el.html(\"\"),u=l.keys(this.views).length,f=[],d={},c=this.mget(\"children\"),i=t=0,s=c.length;s>t;i=++t)o=c[i],m=this.views[o.id],a=n(\"<div class='jsp' data-plot_num='\"+i+\"'></div>\"),this.$el.append(a),a.append(m.el);return l.defer(function(t){return function(){var e,i,r,s,o;for(r=t.$el.find(\".plottitle\"),s=[],e=0,i=r.length;i>e;e++)o=r[e],s.push(t.size_textarea(n(o)));return s}}(this)),null},e}(r),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.type=\"PlotContext\",e.prototype.default_view=a,e.prototype.url=function(){return e.__super__.url.call(this)},e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{children:[]})},e}(s),e.exports={Model:o,View:a}},{\"./build_views\":101,\"./continuum_view\":109,\"./has_parent\":114,jquery:18,underscore:92}],123:[function(t,e,i){e.exports=function(t){t||(t={});var e,i=[],n=t.safe,r=t.escape;return e=t.safe=function(t){if(t&&t.ecoSafe)return t;(\"undefined\"==typeof t||null==t)&&(t=\"\");var e=new String(t);return e.ecoSafe=!0,e},r||(r=t.escape=function(t){return(\"\"+t).replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\").replace(/\"/g,\"&quot;\")}),function(){(function(){i.push(\"<div class='bk-plot-wrapper'>\\n\t<table>\\n\t\t<tr>\\n\t\t\t<td></td>\\n\t\t\t<td class='bk-plot-above'></td>\\n\t\t\t<td></td>\\n\t\t</tr>\\n\t\t<tr>\\n\t\t\t<td class=\\\"bk-plot-left\\\"></td>\\n\t\t\t<td class='bk-plot-canvas-wrapper'></td>\\n\t\t\t<td class=\\\"bk-plot-right\\\"></td>\\n\t\t</tr>\\n\t\t<tr>\\n\t\t\t<td></td>\\n\t\t\t<td class='bk-plot-below'></td>\\n\t\t\t<td></td>\\n\t\t</tr>\\n\t</table>\\n</div>\\n\")}).call(this)}.call(t),t.safe=n,t.escape=r,i.join(\"\")}},{}],124:[function(t,e,i){var n,r,s,o;n=[\"image\",\"underlay\",\"glyph\",\"overlay\",\"annotation\",\"tool\"],r=function(t){return t()},s=(\"undefined\"!=typeof window&&null!==window?window.requestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.mozRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.webkitRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.msRequestAnimationFrame:void 0)||r,o=function(t,e){var i,n,r,o,a,l,u,h;return l=[null,null,null,null],n=l[0],i=l[1],h=l[2],u=l[3],a=0,o=!1,r=function(){return a=new Date,h=null,o=!1,u=t.apply(n,i)},function(){var t,l;return t=new Date,l=e-(t-a),n=this,i=arguments,0>=l&&!o?(clearTimeout(h),o=!0,s(r)):h||(h=setTimeout(function(){return 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e=0,i=this.length;i>e;e++)if(e in this&&this[e]===t)return e;return-1};y=t(\"underscore\"),d=t(\"./has_properties\"),M=t(\"./svg_colors\"),m=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.obj=this.get(\"obj\"),this.attr=this.get(\"attr\"),this.listenTo(this.obj,\"change:\"+this.attr,function(){return this._init(),this.obj.trigger(\"propchange\")}),this._init()},e.prototype._init=function(){var t;if(t=this.obj.get(this.attr),y.isObject(t)&&!y.isArray(t))if(this.spec=t,y.isUndefined(this.spec.value)){if(null==this.spec.field)throw new Error(\"spec for property '\"+attr+\"' needs one of 'value' or 'field'\");this.field=this.spec.field}else this.fixed_value=this.spec.value;else this.fixed_value=t;if(null!=this.field&&!y.isString(this.field))throw new Error(\"field value for property '\"+attr+\"' is not a string\");return 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e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){var n,r,s,o,a;if(e.__super__.initialize.call(this,t,i),r=this.get(\"obj\"),n=this.get(\"attr\"),this.units=null!=(s=null!=(o=null!=(a=this.spec)?a.units:void 0)?o:r.get(n+\"_units\"))?s:\"rad\",\"deg\"!==this.units&&\"rad\"!==this.units)throw new Error(\"Angle units must be one of 'deg' or 'rad', given invalid value: \"+this.units)},e.prototype.transform=function(t){var i;return\"deg\"===this.units&&(t=function(){var e,n,r;for(r=[],e=0,n=t.length;n>e;e++)i=t[e],r.push(i*Math.PI/180);return r}()),t=function(){var e,n,r;for(r=[],e=0,n=t.length;n>e;e++)i=t[e],r.push(-i);return r}(),e.__super__.transform.call(this,t)},e}(g),h=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){var 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t,i,n,s;for(n=e.slice(0,3),s=[],t=0,i=n.length;i>t;t++)r=n[t],s.push(r>=0&&255>=r);return s}(),!1)>=0)throw new Error(\"color expects rgb to have value between 0 and 255\");return!0},e}(m),_=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.validate=function(t,e){if(!y.isString(t))throw new Error(\"string property '\"+e+\"' given invalid value: \"+t);return!0},e}(m),c=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){return this.levels=t.values.split(\" \"),e.__super__.initialize.call(this,t,i)},e.prototype.validate=function(t,e){if(S.call(this.levels,t)<0)throw new Error(\"enum property '\"+e+\"' given invalid value: \"+t+\", valid values are: \"+this.levels);return!0},e}(m),u=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){return t.values=\"anticlock 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e.__super__.initialize.call(this,t,i),n=this.get(\"obj\"),s=this.get(\"prefix\"),this.color=new o({obj:n,attr:s+\"line_color\"}),this.width=new g({obj:n,attr:s+\"line_width\"}),this.alpha=new g({obj:n,attr:s+\"line_alpha\"}),this.join=new c({obj:n,attr:s+\"line_join\",values:\"miter round bevel\"}),this.cap=new c({obj:n,attr:s+\"line_cap\",values:\"butt round square\"}),this.dash=new r({obj:n,attr:s+\"line_dash\"}),this.dash_offset=new g({obj:n,attr:s+\"line_dash_offset\"}),this.do_stroke=!0,!y.isUndefined(this.color.fixed_value)&&y.isNull(this.color.fixed_value)?this.do_stroke=!1:void 0},e.prototype.warm_cache=function(t){return e.__super__.warm_cache.call(this,t,[\"color\",\"width\",\"alpha\",\"join\",\"cap\",\"dash\",\"dash_offset\"])},e.prototype.set_value=function(t){return t.strokeStyle=this.color.value(),t.globalAlpha=this.alpha.value(),t.lineWidth=this.width.value(),t.lineJoin=this.join.value(),t.lineCap=this.cap.value(),t.setLineDash(this.dash.value()),t.setLineDashOffset(this.dash_offset.value())},e.prototype.set_vectorize=function(t,e){return this.cache_select(\"color\",e),t.strokeStyle!==this.cache.fill&&(t.strokeStyle=this.cache.color),this.cache_select(\"alpha\",e),t.globalAlpha!==this.cache.alpha&&(t.globalAlpha=this.cache.alpha),this.cache_select(\"width\",e),t.lineWidth!==this.cache.width&&(t.lineWidth=this.cache.width),this.cache_select(\"join\",e),t.lineJoin!==this.cache.join&&(t.lineJoin=this.cache.join),this.cache_select(\"cap\",e),t.lineCap!==this.cache.cap&&(t.lineCap=this.cache.cap),this.cache_select(\"dash\",e),t.getLineDash()!==this.cache.dash&&t.setLineDash(this.cache.dash),this.cache_select(\"dash_offset\",e),t.getLineDashOffset()!==this.cache.dash_offset?t.setLineDashOffset(this.cache.dash_offset):void 0},e}(a),p=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){var n,r;return e.__super__.initialize.call(this,t,i),n=this.get(\"obj\"),r=this.get(\"prefix\"),this.color=new o({obj:n,attr:r+\"fill_color\"}),this.alpha=new g({obj:n,attr:r+\"fill_alpha\"}),this.do_fill=!0,!y.isUndefined(this.color.fixed_value)&&y.isNull(this.color.fixed_value)?this.do_fill=!1:void 0},e.prototype.warm_cache=function(t){return e.__super__.warm_cache.call(this,t,[\"color\",\"alpha\"])},e.prototype.set_value=function(t){return t.fillStyle=this.color.value(),t.globalAlpha=this.alpha.value()},e.prototype.set_vectorize=function(t,e){return this.cache_select(\"color\",e),t.fillStyle!==this.cache.fill&&(t.fillStyle=this.cache.color),this.cache_select(\"alpha\",e),t.globalAlpha!==this.cache.alpha?t.globalAlpha=this.cache.alpha:void 0},e}(a),v=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){var n,r;return e.__super__.initialize.call(this,t,i),n=this.get(\"obj\"),r=this.get(\"prefix\"),this.font=new _({obj:n,attr:r+\"text_font\"}),this.font_size=new _({obj:n,attr:r+\"text_font_size\"}),this.font_style=new c({obj:n,attr:r+\"text_font_style\",values:\"normal italic bold\"}),this.color=new o({obj:n,attr:r+\"text_color\"}),this.alpha=new g({obj:n,attr:r+\"text_alpha\"}),this.align=new c({obj:n,attr:r+\"text_align\",values:\"left right center\"}),this.baseline=new c({obj:n,attr:r+\"text_baseline\",values:\"top middle bottom alphabetic hanging\"})},e.prototype.warm_cache=function(t){return e.__super__.warm_cache.call(this,t,[\"font\",\"font_size\",\"font_style\",\"color\",\"alpha\",\"align\",\"baseline\"])},e.prototype.cache_select=function(t,i){var n;return\"font\"===t?(n=e.__super__.cache_select.call(this,\"font_style\",i)+\" \"+e.__super__.cache_select.call(this,\"font_size\",i)+\" \"+e.__super__.cache_select.call(this,\"font\",i),this.cache.font=n):e.__super__.cache_select.call(this,t,i)},e.prototype.font_value=function(){var t,e,i;return t=this.font.value(),e=this.font_size.value(),i=this.font_style.value(),i+\" \"+e+\" \"+t},e.prototype.set_value=function(t){return t.font=this.font_value(),t.fillStyle=this.color.value(),t.globalAlpha=this.alpha.value(),t.textAlign=this.align.value(),t.textBaseline=this.baseline.value()},e.prototype.set_vectorize=function(t,e){return this.cache_select(\"font\",e),t.font!==this.cache.font&&(t.font=this.cache.font),this.cache_select(\"color\",e),t.fillStyle!==this.cache.color&&(t.fillStyle=this.cache.color),this.cache_select(\"alpha\",e),t.globalAlpha!==this.cache.alpha&&(t.globalAlpha=this.cache.alpha),this.cache_select(\"align\",e),t.textAlign!==this.cache.align&&(t.textAlign=this.cache.align),this.cache_select(\"baseline\",e),t.textBaseline!==this.cache.baseline?t.textBaseline=this.cache.baseline:void 0},e}(a),b=function(t,e){var i,r,s,o,a;for(null==e&&(e=\"angles\"),a={},o=t[e],r=0,s=o.length;s>r;r++)i=o[r],a[i]=new n({obj:t,attr:i});return a},w=function(t,e){var i,n,r,s,o,a,u;for(null==e&&(e=\"coords\"),o={},r=t[e],i=0,n=r.length;n>i;i++)s=r[i],a=s[0],u=s[1],o[a]=new l({obj:t,attr:a}),o[u]=new l({obj:t,attr:u});return o},x=function(t,e){var i,n,r,s,o;for(null==e&&(e=\"distances\"),o={},s=t[e],n=0,r=s.length;r>n;n++)i=s[n],(\"?\"!==i[0]||(i=i.slice(1),null!=t.get(i)))&&(o[i]=new h({obj:t,attr:i}));return o},k=function(t,e){var i,n,a,l,h,p,d,f;for(null==e&&(e=\"fields\"),d={},h=t[e],a=0,l=h.length;l>a;a++)if(n=h[a],f=\"number\",n.indexOf(\":\")>-1&&(p=n.split(\":\"),n=p[0],f=p[1],i=p[2]),\"?\"!==n[0]||(n=n.slice(1),null!=t.attributes[n]))switch(f){case\"array\":d[n]=new r({obj:t,attr:n});break;case\"bool\":d[n]=new s({obj:t,attr:n});break;case\"color\":d[n]=new o({obj:t,attr:n});break;case\"direction\":d[n]=new u({obj:t,attr:n});break;case\"enum\":d[n]=new c({obj:t,attr:n,values:i});break;case\"number\":d[n]=new g({obj:t,attr:n});break;case\"string\":d[n]=new _({obj:t,attr:n})}return d},C=function(t,e){var i,n,r,s,o,a,l,u;for(null==e&&(e=\"visuals\"),u={},a=t[e],i=0,n=a.length;n>i;i++)switch(o=a[i],s=\"\",o.indexOf(\":\")>-1&&(l=o.split(\":\"),o=l[0],s=l[1]),r=\"\"+s+o,o){case\"line\":u[r]=new f({obj:t,prefix:s});break;case\"fill\":u[r]=new p({obj:t,prefix:s});break;case\"text\":u[r]=new v({obj:t,prefix:s})}return u},e.exports={Angle:n,Array:r,Bool:s,Color:o,Coord:l,Direction:u,Distance:h,Enum:c,Numeric:g,Property:m,String:_,Line:f,Fill:p,\n",
       "        Text:v,factories:{coords:w,distances:x,angles:b,fields:k,visuals:C}}},{\"./has_properties\":115,\"./svg_colors\":132,underscore:92}],127:[function(t,e,i){var n;n=function(){function t(t){var e;this.seed=t,this.multiplier=1664525,this.modulo=4294967296,this.offset=1013904223,null!=this.seed&&0<=(e=this.seed)&&e<this.modulo||(this.seed=(new Date).valueOf()*(new Date).getMilliseconds()%this.modulo)}return t.prototype.seed=function(t){return this.seed=t},t.prototype.randn=function(){return this.seed=(this.multiplier*this.seed+this.offset)%this.modulo},t.prototype.randf=function(){return this.randn()/this.modulo},t.prototype.rand=function(t){return Math.floor(this.randf()*t)},t.prototype.rand2=function(t,e){return t+this.rand(e-t)},t}(),e.exports=n},{}],128:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./has_properties\"),l=t(\"./logging\").logger,s=t(\"./selector\"),a=t(\"./hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.type=\"SelectionManager\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.selectors={}},e.prototype.set_selection=function(t){var e;return this._save_indices(t),e=this.get(\"source\"),e.trigger(\"select\")},e.prototype.select=function(t,e,i,n,r){var s,o,a;return null==r&&(r=!1),a=this.get(\"source\"),a!==e.mget(\"data_source\")&&l.warn(\"select called with mis-matched data sources\"),s=e.hit_test(i),s?(o=this._get_selector(e),o.update(s,n,r),this._save_indices(o.get(\"indices\")),a.trigger(\"select\"),a.trigger(\"select-\"+e.mget(\"id\"))):void 0},e.prototype.inspect=function(t,e,i,n){var r,s;return s=this.get(\"source\"),s!==e.mget(\"data_source\")&&l.warn(\"inspect called with mis-matched data sources\"),r=e.hit_test(i),null!=r?(s.trigger(\"inspect\",r,t,e,s,n),s.trigger(\"inspect\"+e.mget(\"id\"),r,t,e,s,n)):void 0},e.prototype.clear=function(t){var e,i,n,r;if(null!=t)r=this._get_selector(t),r.clear();else{i=this.selectors;for(e in i)n=i[e],n.clear()}return this._save_indices(a.create_hit_test_result())},e.prototype._get_selector=function(t){return o.setdefault(this.selectors,t.model.id,new s),this.selectors[t.model.id]},e.prototype._save_indices=function(t){return this.get(\"source\").save({selected:t},{patch:!0})},e}(n),e.exports=r},{\"./has_properties\":115,\"./hittest\":116,\"./logging\":119,\"./selector\":129,underscore:92}],129:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;s=t(\"underscore\"),n=t(\"./has_properties\"),o=t(\"./hittest\"),a=t(\"./logging\").logger,r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"Selector\",e.prototype.update=function(t,e,i){return this.set(\"timestamp\",new Date),this.set(\"final\",e),i&&(t[\"0d\"].indices=s.union(this.get(\"indices\")[\"0d\"].indices,t[\"0d\"].indices),t[\"0d\"].flag=this.get(\"indices\")[\"0d\"].flag||t[\"0d\"].flag,t[\"1d\"].indices=s.union(this.get(\"indices\")[\"1d\"].indices,t[\"1d\"].indices),t[\"2d\"].indices=s.union(this.get(\"indices\")[\"2d\"].indices,t[\"2d\"].indices)),this.set(\"indices\",t)},e.prototype.clear=function(){return this.set(\"timestamp\",new Date),this.set(\"final\",!0),this.set(\"indices\",o.create_hit_test_result())},e.prototype.defaults=function(){return s.extend({},e.__super__.defaults.call(this),{indices:o.create_hit_test_result()})},e}(n),e.exports=r},{\"./has_properties\":115,\"./hittest\":116,\"./logging\":119,underscore:92}],130:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){return function(){return t.apply(e,arguments)}};n=t(\"jquery\"),a=t(\"underscore\"),r=t(\"backbone\"),s=t(\"./base\").Config,l=t(\"./load_models\"),u=t(\"./logging\").logger,o=function(){function t(t){this.onmessage=c(this.onmessage,this);var e;this.auth={},this.ws_conn_string=t,this._connected=n.Deferred(),this.connected=this._connected.promise();try{window.MozWebSocket?this.s=new MozWebSocket(t):this.s=new WebSocket(t)}catch(i){e=i,u.error(\"websocket creation failed for connection string: \"+t),u.error(\" - \"+e)}this.s.onopen=function(t){return function(){return t._connected.resolve()}}(this),this.s.onmessage=this.onmessage}return a.extend(t.prototype,r.Events),t.prototype.onmessage=function(t){var e,i,n;return e=t.data,i=e.indexOf(\":\"),i=e.indexOf(\":\",i+1),n=e.substring(0,i),e=e.substring(i+1),this.trigger(\"msg:\"+n,e),null},t.prototype.send=function(t){return n.when(this.connected).done(function(e){return function(){return e.s.send(t)}}(this))},t.prototype.subscribe=function(t,e){var i;return 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this.frame=this.plot_model.get(\"frame\"),this.canvas=this.plot_model.get(\"canvas\"),this.xmapper=this.plot_view.frame.get(\"x_mappers\")[this.mget(\"x_range_name\")],this.ymapper=this.plot_view.frame.get(\"y_mappers\")[this.mget(\"y_range_name\")],i=this.canvas.vx_to_sx(this._calc_dim(\"left\",this.xmapper,this.frame.get(\"h_range\").get(\"start\"))),n=this.canvas.vx_to_sx(this._calc_dim(\"right\",this.xmapper,this.frame.get(\"h_range\").get(\"end\"))),e=this.canvas.vy_to_sy(this._calc_dim(\"bottom\",this.ymapper,this.frame.get(\"v_range\").get(\"start\"))),r=this.canvas.vy_to_sy(this._calc_dim(\"top\",this.ymapper,this.frame.get(\"v_range\").get(\"end\"))),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(i,r,n-i,e-r),this.fill_props.set_value(t),t.fill(),this.line_props.set_value(t),t.stroke(),t.restore()},e.prototype._calc_dim=function(t,e,i){var n;return n=null!=this.mget(t)?\"data\"===this.mget(t+\"_units\")?e.map_to_target(this.mget(t)):this.mget(t):i},e}(o),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"BoxAnnotation\",e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\"})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{level:\"annotation\",left_units:\"data\",right_units:\"data\",top_units:\"data\",bottom_units:\"data\",fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_width:1,line_alpha:.3,line_join:\"miter\",line_cap:\"butt\",line_dash:[],line_dash_offset:0})},e}(s),e.exports={Model:n,View:r}},{\"../../common/has_parent\":114,\"../../common/plot_widget\":125,\"../../common/properties\":126,underscore:92}],148:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){function i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"../../common/has_parent\"),o=t(\"../../common/plot_widget\"),l=t(\"../../common/properties\"),u=t(\"../../common/textutils\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.label_props=new l.Text({obj:this.model,prefix:\"label_\"}),this.border_props=new l.Line({obj:this.model,prefix:\"border_\"}),this.background_props=new l.Fill({obj:this.model,prefix:\"background_\"}),this.need_calc_dims=!0,this.listenTo(this.plot_model.solver,\"layout_update\",function(){return this.need_calc_dims=!0})},e.prototype.calc_dims=function(t){var e,i,n,r,s,o,l,h,c,p,d,f,g,m,_,v;return l=function(){var t,e,n,r,s;for(n=this.mget(\"legends\"),s=[],t=0,e=n.length;e>t;t++)r=n[t],o=r[0],i=r[1],s.push(o);return s}.call(this),r=this.mget(\"label_height\"),this.glyph_height=this.mget(\"glyph_height\"),s=this.mget(\"label_width\"),this.glyph_width=this.mget(\"glyph_width\"),c=this.mget(\"legend_spacing\"),this.label_height=a.max([u.getTextHeight(this.label_props.font_value()),r,this.glyph_height]),this.legend_height=this.label_height,this.legend_height=l.length*this.legend_height+(1+l.length)*c,e=this.plot_view.canvas_view.ctx,e.save(),this.label_props.set_value(e),g=a.map(l,function(t){return e.measureText(t).width}),e.restore(),f=a.max(g),this.label_width=a.max([f,s]),this.legend_width=this.label_width+this.glyph_width+3*c,p=this.mget(\"orientation\"),h=this.mget(\"legend_padding\"),n=this.plot_view.frame.get(\"h_range\"),m=this.plot_view.frame.get(\"v_range\"),\"top_right\"===p?(_=n.get(\"end\")-h-this.legend_width,v=m.get(\"end\")-h):\"top_left\"===p?(_=n.get(\"start\")+h,v=m.get(\"end\")-h):\"bottom_left\"===p?(_=n.get(\"start\")+h,v=m.get(\"start\")+h+this.legend_height):\"bottom_right\"===p?(_=n.get(\"end\")-h-this.legend_width,v=m.get(\"start\")+h+this.legend_height):\"absolute\"===p&&(d=this.absolute_coords,_=d[0],v=d[1]),_=this.plot_view.canvas.vx_to_sx(_),v=this.plot_view.canvas.vy_to_sy(v),this.box_coords=[_,v]},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w;for(this.need_calc_dims&&(this.calc_dims(),this.need_calc_dims=!1),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(this.box_coords[0],this.box_coords[1],this.legend_width,this.legend_height),this.background_props.set_value(t),t.fill(),this.border_props.do_stroke&&(this.border_props.set_value(t),t.stroke()),o=this.mget(\"legend_spacing\"),u=this.mget(\"legends\"),n=i=0,a=u.length;a>i;n=++i)for(h=u[n],s=h[0],e=h[1],b=n*this.label_height,w=(1+n)*o,_=this.box_coords[1]+this.label_height/2+b+w,f=this.box_coords[0]+o,g=this.box_coords[0]+2*o+this.label_width,m=g+this.glyph_width,v=this.box_coords[1]+b+w,y=v+this.glyph_height,this.label_props.set_value(t),t.fillText(s,f,_),c=this.model.resolve_ref(e),r=0,l=c.length;l>r;r++)p=c[r],d=this.plot_view.renderers[p.id],d.draw_legend(t,g,m,v,y);return t.restore()},e}(o),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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a.extend({},e.__super__.display_defaults.call(this),{level:\"overlay\",border_line_color:\"black\",border_line_width:1,border_line_alpha:1,border_line_join:\"miter\",border_line_cap:\"butt\",border_line_dash:[],border_line_dash_offset:0,background_fill_color:\"#fff\",background_fill_alpha:1,label_standoff:15,label_text_font:\"helvetica\",label_text_font_size:\"10pt\",label_text_font_style:\"normal\",label_text_color:\"#444444\",label_text_alpha:1,label_text_align:\"left\",label_text_baseline:\"middle\",glyph_height:20,glyph_width:20,label_height:20,label_width:50,legend_padding:10,legend_spacing:3,orientation:\"top_right\",datapoint:null})},e}(n),e.exports={Model:r,View:s}},{\"../../common/has_parent\":114,\"../../common/plot_widget\":125,\"../../common/properties\":126,\"../../common/textutils\":133,underscore:92}],149:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;n=t(\"jquery\"),l=t(\"underscore\"),r=t(\"../../common/has_parent\"),s=t(\"../../common/plot_widget\"),u=t(\"../../common/logging\").logger,a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.className=\"bk-tooltip\",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.$el.appendTo(this.plot_view.$el.find(\"div.bk-canvas-overlays\")),this.$el.css({\"z-index\":1010}),this.$el.hide()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change:data\",this._draw_tips)},e.prototype.render=function(){return this._draw_tips()},e.prototype._draw_tips=function(){var t,e,i,r,s,o,a,u,h,c,p,d,f,g,m;if(this.$el.empty(),this.$el.hide(),this.$el.toggleClass(\"bk-tooltip-custom\",this.mget(\"custom\")),!l.isEmpty(this.mget(\"data\"))){for(a=this.mget(\"data\"),i=0,s=a.length;s>i;i++)f=a[i],g=f[0],m=f[1],e=f[2],(!this.mget(\"inner_only\")||this.plot_view.frame.contains(g,m))&&(p=n(\"<div />\").appendTo(this.$el),p.append(e));switch(h=this.plot_view.mget(\"canvas\").vx_to_sx(g),c=this.plot_view.mget(\"canvas\").vy_to_sy(m),u=this.mget(\"side\"),\"auto\"===u&&(o=this.plot_view.frame.get(\"width\"),u=g-this.plot_view.frame.get(\"left\")<o/2?\"right\":\"left\"),this.$el.removeClass(\"bk-right\"),this.$el.removeClass(\"bk-left\"),t=10,u){case\"right\":this.$el.addClass(\"bk-left\"),r=h+(this.$el.outerWidth()-this.$el.innerWidth())+t;break;case\"left\":this.$el.addClass(\"bk-right\"),r=h-this.$el.outerWidth()-t}return d=c-this.$el.outerHeight()/2,this.$el.children().length>0?(this.$el.css({top:d,left:r}),this.$el.show()):void 0}},e}(s),o=function(t){function 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u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e,i,n;for(\"data\"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,\"data\"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius,this.angle=new Float32Array(this.start_angle.length),n=[],t=e=0,i=this.start_angle.length;i>=0?i>e:e>i;t=i>=0?++e:--e)n.push(this.angle[t]=this.end_angle[t]-this.start_angle[t]);return n},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;for(p=i.sx,d=i.sy,c=i.start_angle,n=i.angle,u=i.sinner_radius,h=i.souter_radius,r=i.direction,l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(p[s]+d[s]+u[s]+h[s]+c[s]+n[s]+r[s])||(t.translate(p[s],d[s]),t.rotate(this.start_angle[s]),t.moveTo(h[s],0),t.beginPath(),t.arc(0,0,h[s],0,n[s],r[s]),t.rotate(this.angle[s]),t.lineTo(u[s],0),t.arc(0,0,u[s],0,-n[s],!r[s]),t.closePath(),t.rotate(-n[s]-c[s]),t.translate(-p[s],-d[s]),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,s),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,s),l.push(t.stroke())):l.push(void 0));return l},e.prototype._hit_point=function(t){var e,i,n,r,s,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L;for(m=[t.vx,t.vy],S=m[0],E=m[1],R=this.renderer.xmapper.map_from_target(S,!0),O=this.renderer.ymapper.map_from_target(E,!0),\"data\"===this.distances.outer_radius.units?(z=R-this.max_outer_radius,j=R+this.max_outer_radius,F=O-this.max_outer_radius,L=O+this.max_outer_radius):(A=S-this.max_outer_radius,P=S+this.max_outer_radius,_=this.renderer.xmapper.v_map_from_target([A,P],!0),z=_[0],j=_[1],I=E-this.max_outer_radius,N=E+this.max_outer_radius,v=this.renderer.ymapper.v_map_from_target([I,N],!0),F=v[0],L=v[1]),i=[],y=function(){var t,e,i,n;for(i=this.index.search([z,F,j,L]),n=[],t=0,e=i.length;e>t;t++)g=i[t],n.push(g[4].i);return n}.call(this),h=0,p=y.length;p>h;h++)s=y[h],f=Math.pow(this.souter_radius[s],2),u=Math.pow(this.sinner_radius[s],2),k=this.renderer.xmapper.map_to_target(R,!0),M=this.renderer.xmapper.map_to_target(this.x[s],!0),D=this.renderer.ymapper.map_to_target(O,!0),T=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(k-M,2)+Math.pow(D-T,2),f>=n&&n>=u&&i.push([s,n]);for(r=[],c=0,d=i.length;d>c;c++)b=i[c],s=b[0],n=b[1],x=this.renderer.plot_view.canvas.vx_to_sx(S),C=this.renderer.plot_view.canvas.vy_to_sy(E),e=Math.atan2(C-this.sy[s],x-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return w=a.create_hit_test_result(),w[\"1d\"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),w},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"AnnularWedge\",e.prototype.distances=[\"inner_radius\",\"outer_radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"../../common/mathutils\":120,\"./glyph\":158,underscore:92}],152:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),s=t(\"./glyph\"),a=t(\"../../common/hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,\"data\"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius;\n",
       "        },e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h;for(u=i.sx,h=i.sy,a=i.sinner_radius,l=i.souter_radius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(u[n]+h[n]+a[n]+l[n])||(t.beginPath(),t.arc(u[n],h[n],a[n],0,2*Math.PI*2,!1),t.moveTo(u[n]+l[n],h[n]),t.arc(u[n],h[n],l[n],0,2*Math.PI*2,!0),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;for(c=[t.vx,t.vy],v=c[0],y=c[1],b=this.renderer.xmapper.map_from_target(v,!0),w=b-this.max_radius,x=b+this.max_radius,k=this.renderer.ymapper.map_from_target(y,!0),M=k-this.max_radius,C=k+this.max_radius,i=[],p=function(){var t,e,i,n;for(i=this.index.search([w,M,x,C]),n=[],t=0,e=i.length;e>t;t++)h=i[t],n.push(h[4].i);return n}.call(this),s=0,l=p.length;l>s;s++)n=p[s],u=Math.pow(this.souter_radius[n],2),r=Math.pow(this.sinner_radius[n],2),f=this.renderer.xmapper.map_to_target(b),g=this.renderer.xmapper.map_to_target(this.x[n]),m=this.renderer.ymapper.map_to_target(k),_=this.renderer.ymapper.map_to_target(this.y[n]),e=Math.pow(f-g,2)+Math.pow(m-_,2),u>=e&&e>=r&&i.push([n,e]);return d=a.create_hit_test_result(),d[\"1d\"].indices=o.chain(i).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),d},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d;return u=null!=(l=this.get_reference_point())?l:0,o=[u],p={},p[u]=(e+i)/2,d={},d[u]=(n+r)/2,a=.5*Math.min(Math.abs(i-e),Math.abs(r-n)),h={},h[u]=.4*a,c={},c[u]=.8*a,s={sx:p,sy:d,sinner_radius:h,souter_radius:c},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"Annulus\",e.prototype.distances=[\"inner_radius\",\"outer_radius\"],e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"./glyph\":158,underscore:92}],153:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),s=t(\"./glyph\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.radius.units?this.sradius=this.sdist(this.renderer.xmapper,this.x,this.radius):this.sradius=this.radius},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;if(c=i.sx,p=i.sy,u=i.sradius,h=i.start_angle,r=i.end_angle,n=i.direction,this.visuals.line.do_stroke){for(l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(c[s]+p[s]+u[s]+h[s]+r[s]+n[s])||(t.beginPath(),t.arc(c[s],p[s],u[s],h[s],r[s],n[s]),this.visuals.line.set_vectorize(t,s),l.push(t.stroke()));return l}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=r,e.prototype.type=\"Arc\",e.prototype.visuals=[\"line\"],e.prototype.distances=[\"radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"./glyph\":158,underscore:92}],154:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),l=t(\"rbush\"),s=t(\"./glyph\"),a=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M;for(x=[],c=[[],[]],d=m=0;2>=m;d=++m)if(0===d?(u=6*t-12*i+6*r,l=-3*t+9*i-9*r+3*o,p=3*i-3*t):(u=6*e-12*n+6*s,l=-3*e+9*n-9*s+3*a,p=3*n-3*e),Math.abs(l)<1e-12){if(Math.abs(u)<1e-12)continue;y=-p/u,y>0&&1>y&&x.push(y)}else h=u*u-4*p*l,v=Math.sqrt(h),0>h||(b=(-u+v)/(2*l),b>0&&1>b&&x.push(b),w=(-u-v)/(2*l),w>0&&1>w&&x.push(w));for(f=x.length,g=f;f--;)y=x[f],_=1-y,k=_*_*_*t+3*_*_*y*i+3*_*y*y*r+y*y*y*o,c[0][f]=k,M=_*_*_*e+3*_*_*y*n+3*_*y*y*s+y*y*y*a,c[1][f]=M;return c[0][g]=t,c[1][g]=e,c[0][g+1]=o,c[1][g+1]=a,[Math.min.apply(null,c[0]),Math.max.apply(null,c[1]),Math.max.apply(null,c[0]),Math.min.apply(null,c[1])]},r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){var t,e,i,n,r,s,o,u,h,c;for(e=l(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t]+this.cx0[t]+this.cy0[t]+this.cx1[t]+this.cy1[t])||(s=a(this.x0[t],this.y0[t],this.x1[t],this.y1[t],this.cx0[t],this.cy0[t],this.cx1[t],this.cy1[t]),o=s[0],h=s[1],u=s[2],c=s[3],n.push([o,h,u,c,{i:t}]));return e.load(n),e},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;if(p=i.sx0,f=i.sy0,d=i.sx1,g=i.sy1,a=i.scx,l=i.scx0,h=i.scy0,u=i.scx1,c=i.scy1,this.visuals.line.do_stroke){for(o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(p[n]+f[n]+d[n]+g[n]+l[n]+h[n]+u[n]+c[n])||(t.beginPath(),t.moveTo(p[n],f[n]),t.bezierCurveTo(l[n],h[n],u[n],c[n],d[n],g[n]),this.visuals.line.set_vectorize(t,n),o.push(t.stroke()));return o}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"Bezier\",e.prototype.visuals=[\"line\"],e.prototype.coords=[[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx0\",\"cy0\"],[\"cx1\",\"cy1\"]],e}(s.Model),e.exports={Model:n,View:r}},{\"./glyph\":158,rbush:89,underscore:92}],155:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m=function(t,e){function i(){this.constructor=t}for(var n in e)_.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},_={}.hasOwnProperty;f=null!=i._bokehTest?void 0:t(\"gloo2\"),h=t(\"../../common/color\"),c=h.color2rgba,g=function(t){return 2>t&&(t=Math.sqrt(2*t)),t},p=function(t,e){var i,n,r,s;for(i=new Float32Array(t),n=r=0,s=t;s>=0?s>r:r>s;n=s>=0?++r:--r)i[n]=e;return i},d=function(t,e,i){var n,r,s,o,a,l,u;for(n=new Float32Array(t*e),r=o=0,l=t;l>=0?l>o:o>l;r=l>=0?++o:--o)for(s=a=0,u=e;u>=0?u>a:a>u;s=u>=0?++a:--a)n[r*e+s]=i[s];return n},u=function(t,e,i,n,r,s){var o;return e.used=!0,null!=r[s].fixed_value?(t.set_attribute(i,\"float\",null,r[s].fixed_value),e.used=!1):(o=new Float32Array(r.cache[s+\"_array\"]),e.set_size(4*n),e.set_data(0,o),t.set_attribute(i,\"float\",[e,0,0])),o},l=function(t,e,i,n,r){var s,o,a,l,u,h,d,f,g,m,_;if(f=4,e.used=!0,null!=r.color.fixed_value&&null!=r.alpha.fixed_value)_=c(r.color.fixed_value,r.alpha.fixed_value),t.set_attribute(i,\"vec4\",null,_),e.used=!1;else{for(a=null!=r.color.fixed_value?function(){var t,e,i;for(i=[],l=t=0,e=n;e>=0?e>t:t>e;l=e>=0?++t:--t)i.push(r.color.fixed_value);return i}():r.cache.color_array,o=null!=r.alpha.fixed_value?p(n,r.alpha.fixed_value):r.cache.alpha_array,s=new Float32Array(n*f),l=h=0,g=n;g>=0?g>h:h>g;l=g>=0?++h:--h)for(_=c(a[l],o[l]),u=d=0,m=f;m>=0?m>d:d>m;u=m>=0?++d:--d)s[l*f+u]=_[u];e.set_size(n*f*4),e.set_data(0,s),t.set_attribute(i,\"vec4\",[e,0,0])}return s},n=function(){function t(t,e){this.gl=t,this.glyph=e,this.nvertices=0,this.size_changed=!1,this.data_changed=!1,this.visuals_changed=!1,this.init()}return t.prototype.GLYPH=\"\",t.prototype.VERT=\"\",t.prototype.FRAG=\"\",t.prototype.set_data_changed=function(t){return t!==this.nvertices&&(this.nvertices=t,this.size_changed=!0),this.data_changed=!0},t.prototype.set_visuals_changed=function(){return this.visuals_changed=!0},t}(),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"line\",e.prototype.VERT=\"xxx\",e.prototype.FRAG=\"xxx\",e}(n),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.VERT=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\n//\\nuniform vec2 u_canvas_size;\\nuniform vec2 u_offset;\\nuniform vec2 u_scale;\\nuniform float u_antialias;\\n//\\nattribute float a_x;\\nattribute float a_y;\\nattribute float a_size;\\nattribute float a_angle;  // in radians\\nattribute float a_linewidth;\\nattribute vec4  a_fg_color;\\nattribute vec4  a_bg_color;\\n//\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying vec2  v_rotation;\\n\\nvoid main (void)\\n{\\n    v_size = a_size;\\n    v_linewidth = a_linewidth;\\n    v_fg_color = a_fg_color;\\n    v_bg_color = a_bg_color;\\n    v_rotation = vec2(cos(-a_angle), sin(-a_angle));\\n    // Calculate position - the -0.5 is to correct for canvas origin\\n    vec2 pos = vec2(a_x, a_y) * u_scale + u_offset - vec2(0.5, 0.5); // in pixels\\n    pos /= u_canvas_size;  // in 0..1\\n    gl_Position = vec4(pos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;        \\n    gl_PointSize = SQRT_2 * v_size + 2.0 * (a_linewidth + 1.5*u_antialias);\\n}\",e.prototype.FRAG=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\nconst float PI = 3.14159265358979323846264;\\n//\\nuniform float u_antialias;\\n//\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec2  v_rotation;\\n\\nMARKERCODE\\n\\nvec4 outline(float distance, float linewidth, float antialias, vec4 fg_color, vec4 bg_color)\\n{\\n    vec4 frag_color;\\n    float t = linewidth/2.0 - antialias;\\n    float signed_distance = distance;\\n    float border_distance = abs(signed_distance) - t;\\n    float alpha = border_distance/antialias;\\n    alpha = exp(-alpha*alpha);\\n    \\n    // If fg alpha is zero, it probably means no outline. To avoid a dark outline\\n    // shining through due to aa, we set the fg color to the bg color. Avoid if (i.e. branching).\\n    float select = float(bool(fg_color.a));\\n    fg_color.rgb = select * fg_color.rgb + (1.0  - select) * bg_color.rgb;\\n    // Similarly, if we want a transparent bg\\n    select = float(bool(bg_color.a));\\n    bg_color.rgb = select * bg_color.rgb + (1.0  - select) * fg_color.rgb;\\n    \\n    if( border_distance < 0.0)\\n        frag_color = fg_color;\\n    else if( signed_distance < 0.0 ) {\\n        frag_color = mix(bg_color, fg_color, sqrt(alpha));\\n    } else {\\n        if( abs(signed_distance) < (linewidth/2.0 + antialias) ) {\\n            frag_color = vec4(fg_color.rgb, fg_color.a * alpha);\\n        } else {\\n            discard;\\n        }\\n    }\\n    return frag_color;\\n}\\n\\nvoid main()\\n{\\n    vec2 P = gl_PointCoord.xy - vec2(0.5, 0.5);\\n    P = vec2(v_rotation.x*P.x - v_rotation.y*P.y,\\n             v_rotation.y*P.x + v_rotation.x*P.y);\\n    float point_size = SQRT_2*v_size  + 2.0 * (v_linewidth + 1.5*u_antialias);\\n    float distance = marker(P*point_size, v_size);\\n    gl_FragColor = outline(distance, v_linewidth, u_antialias, v_fg_color, v_bg_color);\\n    //gl_FragColor.rgb *= gl_FragColor.a;  // pre-multiply alpha\\n}\",e.prototype.MARKERCODE=\"<defined in subclasses>\",e.prototype.init=function(){var t,e;return e=this.gl,t=this.FRAG.replace(/MARKERCODE/,this.MARKERCODE),this.last_trans={},this.prog=new f.Program(e),this.prog.set_shaders(this.VERT,t),this.vbo_x=new f.VertexBuffer(e),this.prog.set_attribute(\"a_x\",\"float\",[this.vbo_x,0,0]),this.vbo_y=new f.VertexBuffer(e),this.prog.set_attribute(\"a_y\",\"float\",[this.vbo_y,0,0]),this.vbo_s=new f.VertexBuffer(e),this.prog.set_attribute(\"a_size\",\"float\",[this.vbo_s,0,0]),this.vbo_a=new f.VertexBuffer(e),this.prog.set_attribute(\"a_angle\",\"float\",[this.vbo_a,0,0]),this.vbo_linewidth=new f.VertexBuffer(e),this.vbo_fg_color=new f.VertexBuffer(e),this.vbo_bg_color=new f.VertexBuffer(e),this.index_buffer=new f.IndexBuffer(e)},e.prototype.draw=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v;if(u=e.glglyph.nvertices,this.data_changed?(this._set_data(u),this.data_changed=!1):null==this.glyph.radius||i.sx===this.last_trans.sx&&i.sy===this.last_trans.sy||(this.last_trans=i,this.vbo_s.set_data(0,new Float32Array(function(){var t,e,i,n;for(i=this.glyph.sradius,n=[],t=0,e=i.length;e>t;t++)m=i[t],n.push(2*m);return n}.call(this)))),this.visuals_changed&&(this._set_visuals(u),this.visuals_changed=!1),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[i.width,i.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[i.dx[0],i.dy[0]]),this.prog.set_uniform(\"u_scale\",\"vec2\",[i.sx,i.sy]),this.prog.set_attribute(\"a_x\",\"float\",[e.glglyph.vbo_x,0,0]),this.prog.set_attribute(\"a_y\",\"float\",[e.glglyph.vbo_y,0,0]),this.prog.set_attribute(\"a_size\",\"float\",[e.glglyph.vbo_s,0,0]),this.prog.set_attribute(\"a_angle\",\"float\",[e.glglyph.vbo_a,0,0]),0!==t.length){if(t.length===u)return this.prog.draw(this.gl.POINTS,[0,u]);if(65535>u)return this.index_buffer.set_size(2*t.length),this.index_buffer.set_data(0,new Uint16Array(t)),this.prog.draw(this.gl.POINTS,this.index_buffer);for(s=64e3,r=[],o=a=0,p=Math.ceil(u/s);p>=0?p>a:a>p;o=p>=0?++a:--a)r.push([]);for(o=l=0,d=t.length;d>=0?d>l:l>d;o=d>=0?++l:--l)v=t[o]%s,n=Math.floor(t[o]/s),r[n].push(v);for(g=[],n=h=0,f=r.length;f>=0?f>h:h>f;n=f>=0?++h:--h)_=new Uint16Array(r[n]),c=n*s*4,0!==_.length&&(this.prog.set_attribute(\"a_x\",\"float\",[e.glglyph.vbo_x,0,c]),this.prog.set_attribute(\"a_y\",\"float\",[e.glglyph.vbo_y,0,c]),this.prog.set_attribute(\"a_size\",\"float\",[e.glglyph.vbo_s,0,c]),this.prog.set_attribute(\"a_angle\",\"float\",[e.glglyph.vbo_a,0,c]),this.vbo_linewidth.used&&this.prog.set_attribute(\"a_linewidth\",\"float\",[this.vbo_linewidth,0,c]),this.vbo_fg_color.used&&this.prog.set_attribute(\"a_fg_color\",\"vec4\",[this.vbo_fg_color,0,4*c]),this.vbo_bg_color.used&&this.prog.set_attribute(\"a_bg_color\",\"vec4\",[this.vbo_bg_color,0,4*c]),this.index_buffer.set_size(2*_.length),this.index_buffer.set_data(0,_),g.push(this.prog.draw(this.gl.POINTS,this.index_buffer)));return g}},e.prototype._set_data=function(t){var e,i;return e=4*t,this.vbo_x.set_size(e),this.vbo_y.set_size(e),this.vbo_a.set_size(e),this.vbo_s.set_size(e),this.vbo_x.set_data(0,new Float32Array(this.glyph.x)),this.vbo_y.set_data(0,new Float32Array(this.glyph.y)),null!=this.glyph.angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph.angle)),null!=this.glyph.radius?this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,r;for(n=this.glyph.sradius,r=[],t=0,e=n.length;e>t;t++)i=n[t],r.push(2*i);return r}.call(this))):this.vbo_s.set_data(0,new Float32Array(this.glyph.size))},e.prototype._set_visuals=function(t){return u(this.prog,this.vbo_linewidth,\"a_linewidth\",t,this.glyph.visuals.line,\"width\"),l(this.prog,this.vbo_fg_color,\"a_fg_color\",t,this.glyph.visuals.line),l(this.prog,this.vbo_bg_color,\"a_bg_color\",t,this.glyph.visuals.fill),this.prog.set_uniform(\"u_antialias\",\"float\",[.9])},e}(n),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"circle\",e.prototype.MARKERCODE=\"// --- disc\\nfloat marker(vec2 P, float size)\\n{\\n    return length(P) - size/2.0;\\n}\",e}(o),a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"square\",e.prototype.MARKERCODE=\"// --- square\\nfloat marker(vec2 P, float size)\\n{\\n    return max(abs(P.x), abs(P.y)) - size/2.0;\\n}\",e}(o),e.exports={CircleGLGlyph:r,SquareGLGlyph:a}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../common/color\":108,gloo2:298}],156:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"./bokehgl\"),s=t(\"./glyph\"),l=t(\"../../common/hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._init_gl=function(t){return this.glglyph=new a.CircleGLGlyph(t,this)},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e;return null!=this.radius?\"data\"===this.distances.radius.units?(t=this.fields.radius_dimension.fixed_value,this.sradius=this.sdist(this.renderer[t+\"mapper\"],this[t],this.radius)):(this.sradius=this.radius,this.max_size=2*this.max_radius):this.sradius=function(){var t,i,n,r;for(n=this.size,r=[],t=0,i=n.length;i>t;t++)e=n[t],r.push(e/2);return r}.call(this)},e.prototype._mask_data=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return e=this.renderer.plot_view.frame.get(\"h_range\"),p=this.renderer.plot_view.frame.get(\"v_range\"),null!=this.radius&&\"data\"===this.distances.radius.units?(l=e.get(\"start\"),u=e.get(\"end\"),i=this.renderer.xmapper.v_map_from_target([l,u],!0),f=i[0],g=i[1],f-=this.max_radius,g+=this.max_radius,h=p.get(\"start\"),c=p.get(\"end\"),n=this.renderer.ymapper.v_map_from_target([h,c],!0),m=n[0],_=n[1],m-=this.max_radius,_+=this.max_radius):(l=e.get(\"start\")-this.max_size,u=e.get(\"end\")+this.max_size,r=this.renderer.xmapper.v_map_from_target([l,u],!0),f=r[0],g=r[1],h=p.get(\"start\")-this.max_size,c=p.get(\"end\")+this.max_size,s=this.renderer.ymapper.v_map_from_target([h,c],!0),m=s[0],_=s[1]),f>g&&(o=[g,f],f=o[0],g=o[1]),m>_&&(a=[_,m],m=a[0],_=a[1]),function(){var t,e,i,n;for(i=this.index.search([f,m,g,_]),n=[],t=0,e=i.length;e>t;t++)d=i[t],n.push(d[4].i);return n}.call(this)},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u;for(l=i.sx,u=i.sy,a=i.sradius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(l[n]+u[n]+a[n])||(t.beginPath(),t.arc(l[n],u[n],a[n],0,2*Math.PI,!1),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j;if(d=[t.vx,t.vy],C=d[0],S=d[1],E=this.renderer.xmapper.map_from_target(C,!0),R=this.renderer.ymapper.map_from_target(S,!0),null!=this.radius&&\"data\"===this.distances.radius.units?(I=E-this.max_radius,N=E+this.max_radius,z=R-this.max_radius,j=R+this.max_radius):(D=C-this.max_size,T=C+this.max_size,f=this.renderer.xmapper.v_map_from_target([D,T],!0),I=f[0],N=f[1],g=[Math.min(I,N),Math.max(I,N)],I=g[0],N=g[1],A=S-this.max_size,P=S+this.max_size,m=this.renderer.ymapper.v_map_from_target([A,P],!0),z=m[0],j=m[1],_=[Math.min(z,j),Math.max(z,j)],z=_[0],j=_[1]),e=function(){var t,e,i,n;for(i=this.index.search([I,z,N,j]),n=[],t=0,e=i.length;e>t;t++)c=i[t],n.push(c[4].i);return n}.call(this),n=[],null!=this.radius&&\"data\"===this.distances.radius.units)for(s=0,u=e.length;u>s;s++)r=e[s],p=Math.pow(this.sradius[r],2),b=this.renderer.xmapper.map_to_target(E,!0),w=this.renderer.xmapper.map_to_target(this.x[r],!0),k=this.renderer.ymapper.map_to_target(R,!0),M=this.renderer.ymapper.map_to_target(this.y[r],!0),i=Math.pow(b-w,2)+Math.pow(k-M,2),p>=i&&n.push([r,i]);else for(y=this.renderer.plot_view.canvas.vx_to_sx(C),x=this.renderer.plot_view.canvas.vy_to_sy(S),a=0,h=e.length;h>a;a++)r=e[a],p=Math.pow(this.sradius[r],2),i=Math.pow(this.sx[r]-y,2)+Math.pow(this.sy[r]-x,2),p>=i&&n.push([r,i]);return n=o.chain(n).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),v=l.create_hit_test_result(),v[\"1d\"].indices=n,v},e.prototype._hit_span=function(t){var e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k;return n=[t.vx,t.vy],c=n[0],f=n[1],r=this.bounds(),y=r[0],k=r[1],h=l.create_hit_test_result(),\"h\"===t.direction?(w=k[0],x=k[1],null!=this.radius&&\"data\"===this.distances.radius.units?(p=c-this.max_radius,d=c+this.max_radius,s=this.renderer.xmapper.v_map_from_target([p,d]),_=s[0],v=s[1]):(i=this.max_size/2,p=c-i,d=c+i,o=this.renderer.xmapper.v_map_from_target([p,d],!0),_=o[0],v=o[1])):(_=y[0],v=y[1],null!=this.radius&&\"data\"===this.distances.radius.units?(g=f-this.max_radius,m=f+this.max_radius,a=this.renderer.ymapper.v_map_from_target([g,m]),w=a[0],x=a[1]):(i=this.max_size/2,g=f-i,m=f+i,u=this.renderer.ymapper.v_map_from_target([g,m],!0),w=u[0],x=u[1])),e=function(){var t,e,i,n;for(i=this.index.search([_,w,v,x]),n=[],t=0,e=i.length;e>t;t++)b=i[t],n.push(b[4].i);return n}.call(this),h[\"1d\"].indices=e,h},e.prototype._hit_rect=function(t){var e,i,n,r,s,o,a,u;return e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),a=i[0],u=i[1],n=l.create_hit_test_result(),n[\"1d\"].indices=function(){var t,e,i,n;for(i=this.index.search([s,a,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_poly=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g;for(a=[o.clone(t.vx),o.clone(t.vy)],f=a[0],g=a[1],p=this.renderer.plot_view.canvas.v_vx_to_sx(f),d=this.renderer.plot_view.canvas.v_vy_to_sy(g),e=function(){c=[];for(var t=0,e=this.sx.length;e>=0?e>t:t>e;e>=0?t++:t--)c.push(t);return c}.apply(this),i=[],n=s=0,u=e.length;u>=0?u>s:s>u;n=u>=0?++s:--s)r=e[n],l.point_in_poly(this.sx[n],this.sy[n],p,d)&&i.push(r);return h=l.create_hit_test_result(),h[\"1d\"].indices=i,h},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c;return l=null!=(a=this.get_reference_point())?a:0,o=[l],h={},h[l]=(e+i)/2,c={},c[l]=(n+r)/2,u={},u[l]=.2*Math.min(Math.abs(i-e),Math.abs(r-n)),s={sx:h,sy:c,sradius:u},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"Circle\",e.prototype.distances=[\"?radius\",\"?size\"],e.prototype.fields=[\"radius_dimension:string\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{size:4})},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{radius_dimension:\"x\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"./bokehgl\":155,\"./glyph\":158,underscore:92}],157:[function(t,e,i){(function(i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;l=t(\"underscore\"),a=t(\"./glyph\"),s=null!=i._bokehTest?void 0:t(\"gear_utils\"),n=t(\"../../util/bezier\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return this.smodule=this.sdist(this.renderer.xmapper,this.x,this.module,\"edge\")},e.prototype._render=function(t,e,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S;for(M=i.sx,C=i.sy,k=i.smodule,r=i.angle,D=i.teeth,f=i.pressure_angle,x=i.shaft_size,l=i.internal,h=0,p=e.length;p>h;h++)if(a=e[h],!isNaN(M[a]+C[a]+r[a]+k[a]+D[a]+f[a]+x[a]+l[a])){for(d=k[a]*D[a]/2,o=l[a]?s.create_internal_gear_tooth:s.create_gear_tooth,b=o(k[a],D[a],f[a]),g=b.slice(0,3),n=g[0],T=g[1],S=g[2],y=b.slice(3),t.save(),t.translate(M[a],C[a]),t.rotate(r[a]),t.beginPath(),v=2*Math.PI/D[a],t.moveTo(T,S),u=c=0,m=D[a];m>=0?m>c:c>m;u=m>=0?++c:--c)this._render_seq(t,y),t.rotate(v);t.closePath(),l[a]?(_=d+2.75*k[a],t.moveTo(_,0),t.arc(0,0,_,0,2*Math.PI,!0)):x[a]>0&&(w=d*x[a],t.moveTo(w,0),t.arc(0,0,w,0,2*Math.PI,!0)),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,a),t.fill()),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,a),t.stroke()),t.restore()}},e.prototype._render_seq=function(t,e){var i,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(u=0;u<e.length;)switch(l.isString(e[u])&&(i=e[u],u+=1),i){case\"M\":g=e.slice(u,u+2),P=g[0],I=g[1],t.moveTo(P,I),m=[P,I],d=m[0],f=m[1],u+=2;break;case\"L\":v=e.slice(u,u+2),P=v[0],I=v[1],t.lineTo(P,I),y=[P,I],d=y[0],f=y[1],u+=2;break;case\"C\":b=e.slice(u,u+6),r=b[0],o=b[1],s=b[2],a=b[3],P=b[4],I=b[5],t.bezierCurveTo(r,o,s,a,P,I),w=[P,I],d=w[0],f=w[1],u+=6;break;case\"Q\":x=e.slice(u,u+4),r=x[0],o=x[1],P=x[2],I=x[3],t.quadraticCurveTo(r,o,P,I),k=[P,I],d=k[0],f=k[1],u+=4;break;case\"A\":for(M=e.slice(u,u+7),D=M[0],T=M[1],E=M[2],c=M[3],A=M[4],P=M[5],I=M[6],S=n.arc_to_bezier(d,f,D,T,-E,c,1-A,P,I),h=0,p=S.length;p>h;h++)C=S[h],r=C[0],o=C[1],s=C[2],a=C[3],P=C[4],I=C[5],t.bezierCurveTo(r,o,s,a,P,I);_=[P,I],d=_[0],f=_[1],u+=7;break;default:throw new Error(\"unexpected command: \"+i)}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(a.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type=\"Gear\",e.prototype.angles=[\"angle\"],e.prototype.fields=[\"module\",\"internal:bool\",\"pressure_angle\",\"shaft_size\",\"teeth\"],e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{angle:0,pressure_angle:20,shaft_size:.3,internal:!1})},e}(a.Model),e.exports={Model:r,View:o}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../util/bezier\":248,\"./glyph\":158,gear_utils:297,underscore:92}],158:[function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},m={}.hasOwnProperty;l=t(\"underscore\"),d=t(\"rbush\"),u=t(\"../../common/bbox\"),h=t(\"../../common/logging\").logger,a=t(\"../../common/has_parent\"),r=t(\"../../common/continuum_view\"),p=t(\"../../common/properties\"),n=t(\"../../mapper/categorical_mapper\"),c=t(\"proj4\"),f=c.defs(\"GOOGLE\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.initialize=function(t){var i,n,r,s;e.__super__.initialize.call(this,t),this.renderer=t.renderer,i=this.renderer.plot_view.canvas_view.ctx,null!=i.glcanvas&&this._init_gl(i.glcanvas.gl),s=p.factories;for(r in s)n=s[r],this[r]={},this[r]=l.extend(this[r],n(this.model));return this.warned={},this},e.prototype.render=function(t,e,i){if(this.mget(\"visible\")){if(t.beginPath(),null!=this.glglyph&&this._render_gl(t,e,i))return;return this._render(t,e,i)}},e.prototype._render_gl=function(t,e,i){var n,r,s,o;return s=this.renderer.map_to_screen([0,1,2],[0,1,2]),n=s[0],r=s[1],Math.abs(n[1]-n[0]-(n[2]-n[1]))>1e-6||Math.abs(r[1]-r[0]-(r[2]-r[1]))>1e-6?!1:(o={width:t.glcanvas.width,height:t.glcanvas.height,dx:n,dy:r,sx:n[1]-n[0],sy:r[1]-r[0]},this.glglyph.draw(e,i,o),!0)},e.prototype.map_data=function(){var t,e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_;for(r=this.model.coords,e=0,n=r.length;n>e;e++)if(s=r[e],m=s[0],_=s[1],d=\"s\"+m,g=\"s\"+_,l.isArray(null!=(o=this[m])?o[0]:void 0))for(a=[[],[]],this[d]=a[0],this[g]=a[1],t=i=0,u=this[m].length;u>=0?u>i:i>u;t=u>=0?++i:--i)h=this.renderer.map_to_screen(this[m][t],this[_][t]),p=h[0],f=h[1],this[d].push(p),this[g].push(f);else c=this.renderer.map_to_screen(this[m],this[_]),this[d]=c[0],this[g]=c[1];return this._map_data()},e.prototype.project_xy=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=c(f,[t[i],e[i]]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.project_xsys=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=this.project_xy(t[i],e[i]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.set_data=function(t){var e,i,n,r,s,o,a,l;n=this.coords;for(e in n)i=n[e],this[e]=i.array(t);this.renderer.plot_model.use_map&&(null!=this.x&&(r=this.project_xy(this.x,this.y),this.x=r[0],this.y=r[1]),null!=this.xs&&(s=this.project_xsys(this.xs,this.ys),this.xs=s[0],this.ys=s[1])),o=this.angles;for(e in o)i=o[e],this[e]=i.array(t);a=this.distances;for(e in a)i=a[e],this[e]=i.array(t),this[\"max_\"+e]=Math.max.apply(null,this[e]);l=this.fields;for(e in l)i=l[e],this[e]=i.array(t);return null!=this.glglyph&&this.glglyph.set_data_changed(this.x.length),this._set_data(),this.index=this._index_data()},e.prototype.set_visuals=function(t){var e,i,n;n=this.visuals;for(e in n)i=n[e],i.warm_cache(t);return null!=this.glglyph?this.glglyph.set_visuals_changed():void 0},e.prototype.bounds=function(){var t;return null==this.index?u.empty():(t=this.index.data.bbox,this._bounds([[t[0],t[2]],[t[1],t[3]]]))},e.prototype.scx=function(t){return this.sx[t]},e.prototype.scy=function(t){return this.sy[t]},e.prototype._init_gl=function(){return!1},e.prototype._set_data=function(){return null},e.prototype._map_data=function(){return null},e.prototype._mask_data=function(t){return t},e.prototype._bounds=function(t){return t},e.prototype._xy_index=function(){var t,e,i,r,s,o,a,l,u;for(e=d(),r=[],a=this.renderer.xmapper instanceof n.Model?this.renderer.xmapper.v_map_to_target(this.x,!0):this.x,u=this.renderer.ymapper instanceof n.Model?this.renderer.ymapper.v_map_to_target(this.y,!0):this.y,t=i=0,s=a.length;s>=0?s>i:i>s;t=s>=0?++i:--i)o=a[t],!isNaN(o)&&isFinite(o)&&(l=u[t],!isNaN(l)&&isFinite(l)&&r.push([o,l,o,l,{i:t}]));return e.load(r),e},e.prototype.sdist=function(t,e,i,n,r){var s,o,a,u,h,c,p;return null==n&&(n=\"edge\"),null==r&&(r=!1),l.isString(e[0])&&(e=t.v_map_to_target(e)),\"center\"===n?(o=function(){var t,e,n;for(n=[],t=0,e=i.length;e>t;t++)s=i[t],n.push(s/2);return n}(),u=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]-o[a]);return n}(),h=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]+o[a]);return n}()):(u=e,h=function(){var t,e,n;for(n=[],a=t=0,e=u.length;e>=0?e>t:t>e;a=e>=0?++t:--t)n.push(u[a]+i[a]);return n}()),c=t.v_map_to_target(u),p=t.v_map_to_target(h),r?function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.ceil(Math.abs(p[a]-c[a])));return i}():function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.abs(p[a]-c[a]));return i}()},e.prototype.hit_test=function(t){var e,i;return i=null,e=\"_hit_\"+t.type,null!=this[e]?i=this[e](t):null==this.warned[t.type]&&(h.error(\"'\"+t.type+\"' selection not available for \"+this.model.type),this.warned[t.type]=!0),i},e.prototype.get_reference_point=function(){var t;return t=this.mget(\"reference_point\"),l.isNumber(t)?this.data[t]:t},e.prototype.draw_legend=function(t,e,i,n,r){return null},e.prototype._generic_line_legend=function(t,e,i,n,r){var s,o;return o=null!=(s=this.get_reference_point())?s:0,t.save(),t.beginPath(),t.moveTo(e,(n+r)/2),t.lineTo(i,(n+r)/2),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,o),t.stroke()),t.restore()},e.prototype._generic_area_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d,f,g;return h=null!=(u=this.get_reference_point())?u:0,l=[h],g=Math.abs(i-e),o=.1*g,a=Math.abs(r-n),s=.1*a,c=e+o,p=i-o,d=n+s,f=r-s,this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,h),t.fillRect(c,d,p-c,f-d)),this.visuals.line.do_stroke?(t.beginPath(),t.rect(c,d,p-c,f-d),this.visuals.line.set_vectorize(t,h),t.stroke()):void 0},e}(r),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.visuals=[\"line\",\"fill\"],e.prototype.coords=[[\"x\",\"y\"]],e.prototype.distances=[],e.prototype.angles=[],e.prototype.fields=[],e.prototype.fill_defaults={fill_color:\"gray\",fill_alpha:1},e.prototype.line_defaults={line_color:\"black\",line_width:1,line_alpha:1,line_join:\"miter\",line_cap:\"butt\",line_dash:[],line_dash_offset:0},e.prototype.text_defaults={text_font:\"helvetica\",text_font_size:\"12pt\",text_font_style:\"normal\",text_color:\"#444444\",text_alpha:1,text_align:\"left\",text_baseline:\"bottom\"},e.prototype.defaults=function(){return l.extend({visible:!0})},e.prototype.display_defaults=function(){var t,i,n,r,s,o;for(o={},s=this.visuals,i=0,n=s.length;n>i;i++){switch(r=s[i]){case\"line\":t=this.line_defaults;break;case\"fill\":t=this.fill_defaults;break;case\"text\":t=this.text_defaults;break;default:h.warn(\"unknown visual property type '\"+r+\"'\");continue}o=l.extend(o,e.__super__.display_defaults.call(this),t)}return o},e}(a),e.exports={Model:s,View:o}},{\"../../common/bbox\":100,\"../../common/continuum_view\":109,\"../../common/has_parent\":114,\"../../common/logging\":119,\"../../common/properties\":126,\n",
       "        \"../../mapper/categorical_mapper\":138,proj4:56,rbush:89,underscore:92}],159:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;u=t(\"underscore\"),h=t(\"../../common/logging\").logger,o=t(\"../../common/has_parent\"),a=t(\"../../common/plot_widget\"),n=t(\"../../range/factor_range\"),l=t(\"../../source/remote_data_source\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){var i,n,r;return e.__super__.initialize.call(this,t),this.glyph=this.build_glyph_view(this.mget(\"glyph\")),r=this.mget(\"selection_glyph\"),null==r&&(r=this.mget(\"glyph\").clone(),r.set(this.model.selection_defaults,{silent:!0})),this.selection_glyph=this.build_glyph_view(r),n=this.mget(\"nonselection_glyph\"),null==n&&(n=this.mget(\"glyph\").clone(),n.set(this.model.nonselection_defaults,{silent:!0})),this.nonselection_glyph=this.build_glyph_view(n),i=this.mget(\"glyph\").clone(),i.set(this.model.decimated_defaults,{silent:!0}),this.decimated_glyph=this.build_glyph_view(i),this.xmapper=this.plot_view.frame.get(\"x_mappers\")[this.mget(\"x_range_name\")],this.ymapper=this.plot_view.frame.get(\"y_mappers\")[this.mget(\"y_range_name\")],this.set_data(!1),this.mget(\"data_source\")instanceof l.RemoteDataSource?this.mget(\"data_source\").setup(this.plot_view,this.glyph):void 0},e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,renderer:this})},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change\",this.request_render),this.listenTo(this.mget(\"data_source\"),\"change\",this.set_data),this.listenTo(this.mget(\"data_source\"),\"select\",this.request_render),this.listenTo(this.mget(\"glyph\"),\"propchange\",function(){return this.glyph.set_visuals(this.mget(\"data_source\")),this.request_render()})},e.prototype.have_selection_glyphs=function(){return!0},e.prototype.setup_server_data=function(){},e.prototype.set_data=function(t,e){var i,n,r,s,o,a,l,u,c;for(null==t&&(t=!0),c=Date.now(),u=this.mget(\"data_source\"),this.glyph.set_data(u,e),this.glyph.set_visuals(u),this.decimated_glyph.set_visuals(u),this.selection_glyph.set_visuals(u),this.nonselection_glyph.set_visuals(u),s=u.get_length(),null==s&&(s=1),this.all_indices=function(){l=[];for(var t=0;s>=0?s>t:t>s;s>=0?t++:t--)l.push(t);return l}.apply(this),o=this.plot_model.get(\"lod_factor\"),this.decimated=[],n=r=0,a=Math.floor(this.all_indices.length/o);a>=0?a>r:r>a;n=a>=0?++r:--r)this.decimated.push(this.all_indices[n*o]);return i=Date.now()-c,h.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): set_data finished in \"+i+\"ms\"),this.set_data_timestamp=Date.now(),t?this.request_render():void 0},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;if(w=Date.now(),o=this.glyph.glglyph,x=Date.now(),this.glyph.map_data(),e=Date.now()-w,k=Date.now(),u=o?this.all_indices:this.glyph._mask_data(this.all_indices),i=Date.now()-k,t=this.plot_view.canvas_view.ctx,t.save(),v=this.mget(\"data_source\").get(\"selected\"),v=v&&0!==v.length?v[\"0d\"].flag?u:v[\"1d\"].indices.length>0?v[\"1d\"].indices:v[\"2d\"].indices.length>0?v[\"2d\"].indices:[]:[],g=this.plot_model.get(\"lod_threshold\"),this.plot_view.interactive&&!o&&null!=g&&this.all_indices.length>g?(u=this.decimated,a=this.decimated_glyph,_=this.decimated_glyph,b=this.selection_glyph):(a=this.glyph,_=this.nonselection_glyph,b=this.selection_glyph),v.length&&this.have_selection_glyphs()){for(C=Date.now(),y={},c=0,d=v.length;d>c;c++)l=v[c],y[l]=!0;for(v=new Array,m=new Array,p=0,f=u.length;f>p;p++)l=u[p],null!=y[l]?v.push(l):m.push(l);r=Date.now()-C,M=Date.now(),_.render(t,m,this.glyph),b.render(t,v,this.glyph),n=Date.now()-M}else M=Date.now(),a.render(t,u,this.glyph),n=Date.now()-M;return this.last_dtrender=n,s=Date.now()-w,h.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): render finished in \"+s+\"ms\"),h.trace(\" - map_data finished in       : \"+e+\"ms\"),null!=i&&h.trace(\" - mask_data finished in      : \"+i+\"ms\"),null!=r&&h.trace(\" - selection mask finished in : \"+r+\"ms\"),h.trace(\" - glyph renders finished in  : \"+n+\"ms\"),t.restore()},e.prototype.map_to_screen=function(t,e){return this.plot_view.map_to_screen(t,e,this.mget(\"x_range_name\"),this.mget(\"y_range_name\"))},e.prototype.draw_legend=function(t,e,i,n,r){return this.glyph.draw_legend(t,e,i,n,r)},e.prototype.hit_test=function(t){return this.glyph.hit_test(t)},e}(a),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.default_view=s,e.prototype.type=\"GlyphRenderer\",e.prototype.selection_defaults={},e.prototype.decimated_defaults={fill_alpha:.3,line_alpha:.3,fill_color:\"grey\",line_color:\"grey\"},e.prototype.nonselection_defaults={fill_alpha:.2,line_alpha:.2},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\",data_source:null})},e.prototype.display_defaults=function(){return u.extend({},e.__super__.display_defaults.call(this),{level:\"glyph\"})},e}(o),e.exports={Model:r,View:s}},{\"../../common/has_parent\":114,\"../../common/logging\":119,\"../../common/plot_widget\":125,\"../../range/factor_range\":145,\"../../source/remote_data_source\":205,underscore:92}],160:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"./glyph\"),o=t(\"../../mapper/linear_color_mapper\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t,e,i,n,r,s,o,l,u,h,c;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),c=[],s=u=0,h=this.image.length;h>=0?h>u:u>h;s=h>=0?++u:--u)null!=this.rows?(this.height[s]=this.rows[s],this.width[s]=this.cols[s]):(this.height[s]=this.image[s].length,this.width[s]=this.image[s][0].length),i=document.createElement(\"canvas\"),i.width=this.width[s],i.height=this.height[s],r=i.getContext(\"2d\"),o=r.getImageData(0,0,this.width[s],this.height[s]),n=this.mget(\"color_mapper\"),l=null!=this.rows?this.image[s]:a.flatten(this.image[s]),t=n.v_map_screen(l),e=new Uint8ClampedArray(t),o.data.set(e),r.putImageData(o,0,0),this.image_data[s]=i,this.max_dw=0,\"data\"===this.dw.units&&(this.max_dw=a.max(this.dw)),this.max_dh=0,\"data\"===this.dh.units&&(this.max_dh=a.max(this.dh)),c.push(this._xy_index());return c},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],null!=r[n]&&(isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p)));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"Image\",e.prototype.visuals=[],e.prototype.distances=[\"dw\",\"dh\"],e.prototype.fields=[\"image:array\",\"?rows\",\"?cols\",\"palette:string\"],e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../mapper/linear_color_mapper\":140,\"./glyph\":158,underscore:92}],161:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),m=[],u=p=0,f=this.image.length;f>=0?f>p:p>f;u=f>=0?++p:--p)if(null==e||u===e){if(null!=this.rows?(this.height[u]=this.rows[u],this.width[u]=this.cols[u]):(this.height[u]=this.image[u].length,this.width[u]=this.image[u][0].length),r=document.createElement(\"canvas\"),r.width=this.width[u],r.height=this.height[u],a=r.getContext(\"2d\"),h=a.getImageData(0,0,this.width[u],this.height[u]),null!=this.rows)h.data.set(new Uint8ClampedArray(this.image[u]));else{for(l=o.flatten(this.image[u]),i=new ArrayBuffer(4*l.length),s=new Uint32Array(i),c=d=0,g=l.length;g>=0?g>d:d>g;c=g>=0?++d:--d)s[c]=l[c];n=new Uint8ClampedArray(i),h.data.set(n)}a.putImageData(h,0,0),this.image_data[u]=r,this.max_dw=0,\"data\"===this.dw.units&&(this.max_dw=o.max(this.dw)),this.max_dh=0,\"data\"===this.dh.units?m.push(this.max_dh=o.max(this.dh)):m.push(void 0)}return m},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ImageRGBA\",e.prototype.visuals=[],e.prototype.distances=[\"dw\",\"dh\"],e.prototype.fields=[\"image:array\",\"?rows\",\"?cols\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],162:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t;return this.image=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(null);return r}.call(this),this.need_load=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!0);return r}.call(this),this.loaded=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!1);return r}.call(this),this._xy_index()},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.w,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.h,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;for(g=i.url,s=i.image,u=i.need_load,d=i.sx,f=i.sy,p=i.sw,c=i.sh,n=i.angle,h=[],a=0,l=e.length;l>a;a++)r=e[a],isNaN(d[r]+f[r]+n[r])||(u[r]?(o=new Image,o.onload=function(t){return function(e,i){return function(){return t.loaded[i]=!0,s[i]=e,t.renderer.request_render()}}}(this)(o,r),o.src=g[r],h.push(u[r]=!1)):this.loaded[r]?h.push(this._render_image(t,r,s[r],d,f,p,c,n)):h.push(void 0));return h},e.prototype._final_sx_sy=function(t,e,i,n,r){switch(t){case\"top_left\":return[e,i];case\"top_center\":return[e-n/2,i];case\"top_right\":return[e-n,i];case\"right_center\":return[e-n,i-r/2];case\"bottom_right\":return[e-n,i-r];case\"bottom_center\":return[e-n/2,i-r];case\"bottom_left\":return[e,i-r];case\"left_center\":return[e,i-r/2];case\"center\":return[e-n/2,i-r/2]}},e.prototype._render_image=function(t,e,i,n,r,s,o,a){var l,u;return isNaN(s[e])&&(s[e]=i.width),isNaN(o[e])&&(o[e]=i.height),l=this.mget(\"anchor\")||\"top_left\",u=this._final_sx_sy(l,n[e],r[e],s[e],o[e]),n=u[0],r=u[1],t.save(),t.globalAlpha=this.mget(\"global_alpha\"),a[e]?(t.translate(n,r),t.rotate(a[e]),t.drawImage(i,0,0,s[e],o[e]),t.rotate(-a[e]),t.translate(-n,-r)):t.drawImage(i,n,r,s[e],o[e]),t.restore()},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ImageURL\",e.prototype.visuals=[],e.prototype.distances=[\"w\",\"h\"],e.prototype.angles=[\"angle\"],e.prototype.fields=[\"url:string\"],e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{angle:0,global_alpha:1})},e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{})},e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],163:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function 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this._get_snap_coord(o[n]);return null},e.prototype.scy=function(t,e,i){var n,r,s,o,l;if(1===this.syss[t].length)return this._get_snap_coord(this.sys[t]);for(o=this.sxss[t],l=this.syss[t],n=r=0,s=o.length;s>=0?s>r:r>s;n=s>=0?++r:--r)if(a.point_in_poly(e,i,o[n],l[n]))return this._get_snap_coord(l[n])},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=s,e.prototype.type=\"Patches\",e.prototype.coords=[[\"xs\",\"ys\"]],e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"./glyph\":158,rbush:89,underscore:92}],181:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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i=[t.vx,t.vy],r=i[0],s=i[1],o=this.renderer.xmapper.map_from_target(r,!0),l=this.renderer.ymapper.map_from_target(s,!0),e=function(){var t,e,i,n;for(i=this.index.search([o,l,o,l]),n=[],t=0,e=i.length;e>t;t++)o=i[t],n.push(o[4].i);return n}.call(this),n=a.create_hit_test_result(),n[\"1d\"].indices=e,n},e.prototype.scx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scy=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=s,e.prototype.type=\"Quad\",e.prototype.coords=[[\"right\",\"bottom\"],[\"left\",\"top\"]],e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"./glyph\":158,rbush:89,underscore:92}],182:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return 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this._generic_line_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"Ray\",e.prototype.visuals=[\"line\"],e.prototype.distances=[\"length\"],e.prototype.angles=[\"angle\"],e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],184:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),a=t(\"../../common/hittest\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._set_data=function(){return this.max_w2=0,\"data\"===this.distances.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.distances.height.units?this.max_h2=this.max_height/2:void 0},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.width.units?this.sw=this.sdist(this.renderer.xmapper,this.x,this.width,\"center\",this.mget(\"dilate\")):this.sw=this.width,\"data\"===this.distances.height.units?this.sh=this.sdist(this.renderer.ymapper,this.y,this.height,\"center\",this.mget(\"dilate\")):this.sh=this.height},e.prototype._render=function(t,e,i){var 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e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),l=i[0],u=i[1],n=a.create_hit_test_result(),n[\"1d\"].indices=function(){var t,e,i,n;for(i=this.index.search([s,l,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_point=function(t){var e,i,n,r,s,o,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(p=[t.vx,t.vy],b=p[0],k=p[1],T=this.renderer.xmapper.map_from_target(b,!0),P=this.renderer.ymapper.map_from_target(k,!0),\"screen\"===this.distances.width.units?(w=b-2*this.max_width,x=b+2*this.max_width,d=this.renderer.xmapper.v_map_from_target([w,x],!0),S=d[0],A=d[1]):(S=T-2*this.max_width,A=T+2*this.max_width),\"screen\"===this.distances.height.units?(M=k-2*this.max_height,C=k+2*this.max_height,f=this.renderer.ymapper.v_map_from_target([M,C],!0),E=f[0],I=f[1]):(E=P-2*this.max_height,I=P+2*this.max_height),r=[],g=function(){var t,e,i,n;for(i=this.index.search([S,E,A,I]),n=[],t=0,e=i.length;e>t;t++)u=i[t],n.push(u[4].i);return n}.call(this),o=0,l=g.length;l>o;o++)s=g[o],v=this.renderer.plot_view.canvas.vx_to_sx(b),y=this.renderer.plot_view.canvas.vy_to_sy(k),this.angle[s]&&(i=Math.sqrt(Math.pow(v-this.sx[s],2)+Math.pow(y-this.sy[s],2)),_=Math.sin(-this.angle[s]),e=Math.cos(-this.angle[s]),h=e*(v-this.sx[s])-_*(y-this.sy[s])+this.sx[s],c=_*(v-this.sx[s])+e*(y-this.sy[s])+this.sy[s],v=h,y=c),D=Math.abs(this.sx[s]-v)<=this.sw[s]/2,n=Math.abs(this.sy[s]-y)<=this.sh[s]/2,n&&D&&r.push(s);return m=a.create_hit_test_result(),m[\"1d\"].indices=r,m},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e.prototype._bounds=function(t){return[[t[0][0]-this.max_w2,t[0][1]+this.max_w2],[t[1][0]-this.max_h2,t[1][1]+this.max_h2]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"Rect\",e.prototype.distances=[\"width\",\"height\"],e.prototype.angles=[\"angle\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{angle:0,dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"./glyph\":158,underscore:92}],185:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"rbush\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){var t,e,i,n,r;for(e=a(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t])||n.push([this.x0[t],this.y0[t],this.x1[t],this.y1[t],{i:t}]);return 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n}.call(this),u=0,c=v.length;c>u;u++)s=v[u],f=Math.pow(this.sradius[s],2),x=this.renderer.xmapper.map_to_target(N,!0),k=this.renderer.xmapper.map_to_target(this.x[s],!0),C=this.renderer.ymapper.map_to_target(j,!0),D=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(x-k,2)+Math.pow(C-D,2),f>=n&&i.push([s,n]);for(r=[],h=0,p=i.length;p>h;h++)y=i[h],s=y[0],n=y[1],w=this.renderer.plot_view.canvas.vx_to_sx(T),M=this.renderer.plot_view.canvas.vy_to_sy(P),e=Math.atan2(M-this.sy[s],w-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return b=a.create_hit_test_result(),b[\"1d\"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),b},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=s,e.prototype.type=\"Wedge\",e.prototype.distances=[\"radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"../../common/mathutils\":120,\"./glyph\":158,underscore:92}],188:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C=function(t,e){function i(){this.constructor=t}for(var n in e)D.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},D={}.hasOwnProperty;f=t(\"underscore\"),w=null!=i._bokehTest?i._bokehTest.kiwi:t(\"kiwi\"),l=t(\"../../common/has_parent\"),h=t(\"../../common/layout_box\"),x=t(\"../../common/logging\").logger,p=t(\"../../common/plot_widget\"),M=t(\"../../common/properties\"),k=Math.PI/2,n=\"alphabetic\",c=\"middle\",a=\"hanging\",u=\"left\",d=\"right\",o=\"center\",v={above:{parallel:0,normal:-k,horizontal:0,vertical:-k},below:{parallel:0,normal:k,horizontal:0,vertical:k},left:{parallel:-k,normal:0,horizontal:0,vertical:-k},right:{parallel:k,normal:0,horizontal:0,vertical:k}},b={above:{parallel:n,normal:c,horizontal:n,vertical:c},below:{parallel:a,normal:c,horizontal:a,vertical:c},left:{parallel:n,normal:c,horizontal:c,vertical:n},right:{parallel:n,normal:c,horizontal:c,vertical:n}},g={above:{parallel:o,normal:u,horizontal:o,vertical:u},below:{parallel:o,normal:u,horizontal:o,vertical:d},left:{parallel:o,normal:d,horizontal:d,vertical:o},right:{parallel:o,normal:u,horizontal:u,vertical:o}},m={above:d,below:u,left:d,right:u},_={above:u,below:d,left:d,right:u},y=function(t,e,i){var n,r;return f.isString(i)?(r=b[e][i],n=g[e][i]):0===i?(r=b[e][i],n=g[e][i]):0>i?(r=\"middle\",n=m[e]):i>0&&(r=\"middle\",n=_[e]),t.textBaseline=r,t.textAlign=n},s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.rule_props=new M.Line({obj:this.model,prefix:\"axis_\"}),this.major_tick_props=new M.Line({obj:this.model,prefix:\"major_tick_\"}),this.minor_tick_props=new M.Line({obj:this.model,prefix:\"minor_tick_\"}),this.major_label_props=new M.Text({obj:this.model,prefix:\"major_label_\"}),this.axis_label_props=new M.Text({obj:this.model,prefix:\"axis_label_\"}),this.x_range_name=this.mget(\"x_range_name\"),this.y_range_name=this.mget(\"y_range_name\")},e.prototype.render=function(){var t;if(this.mget(\"visible\"))return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_rule(t),this._draw_major_ticks(t),this._draw_minor_ticks(t),this._draw_major_labels(t),this._draw_axis_label(t),t.restore()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change\",this.plot_view.request_render)},e.prototype._draw_rule=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m;if(this.rule_props.do_stroke){for(o=e=this.mget(\"rule_coords\"),d=o[0],g=o[1],a=this.plot_view.map_to_screen(d,g,this.x_range_name,this.y_range_name),c=a[0],p=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),f=u[0],m=u[1],this.rule_props.set_value(t),t.beginPath(),t.moveTo(Math.round(c[0]+r*f),Math.round(p[0]+s*m)),i=n=1,h=c.length;h>=1?h>n:n>h;i=h>=1?++n:--n)t.lineTo(Math.round(c[i]+r*f),Math.round(p[i]+s*m));return t.stroke()}},e.prototype._draw_major_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.major_tick_props.do_stroke){for(e=this.mget(\"tick_coords\"),o=e.major,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),_=u[0],y=u[1],f=this.mget(\"major_tick_in\"),g=this.mget(\"major_tick_out\"),this.major_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_minor_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.minor_tick_props.do_stroke){for(e=this.mget(\"tick_coords\"),o=e.minor,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),_=u[0],y=u[1],f=this.mget(\"minor_tick_in\"),g=this.mget(\"minor_tick_out\"),this.minor_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_major_labels=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,b,w,x,k,M,C,D;for(i=this.mget(\"tick_coords\"),h=i.major,k=h[0],C=h[1],c=this.plot_view.map_to_screen(k,C,this.x_range_name,this.y_range_name),w=c[0],x=c[1],p=this.mget(\"normals\"),a=p[0],l=p[1],d=this.mget(\"offsets\"),M=d[0],D=d[1],n=this.mget(\"dimension\"),_=this.mget(\"location\"),u=this.mget(\"major_label_orientation\"),e=f.isString(u)?v[_][u]:-u,b=this.model._tick_extent(this)+this.mget(\"major_label_standoff\"),o=this.mget(\"formatter\").format(i.major[n]),this.major_label_props.set_value(t),y(t,_,u),m=[],r=s=0,g=w.length;g>=0?g>s:s>g;r=g>=0?++s:--s)e?(t.translate(w[r]+a*b+a*M,x[r]+l*b+l*D),t.rotate(e),t.fillText(o[r],0,0),t.rotate(-e),m.push(t.translate(-w[r]-a*b+a*M,-x[r]-l*b+l*D))):m.push(t.fillText(o[r],Math.round(w[r]+a*b+a*M),Math.round(x[r]+l*b+l*D)));return m},e.prototype._draw_axis_label=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return i=this.mget(\"axis_label\"),null!=i?(o=this.mget(\"rule_coords\"),f=o[0],m=o[1],a=this.plot_view.map_to_screen(f,m,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),n=l[0],r=l[1],u=this.mget(\"offsets\"),g=u[0],_=u[1],h=this.mget(\"location\"),s=\"parallel\",e=v[h][s],c=this.model._tick_extent(this)+this.model._tick_label_extent(this)+this.mget(\"axis_label_standoff\"),p=(p[0]+p[p.length-1])/2,d=(d[0]+d[d.length-1])/2,this.axis_label_props.set_value(t),y(t,h,s),e?(t.translate(p+n*c+n*g,d+r*c+r*_),t.rotate(e),t.fillText(i,0,0),t.rotate(-e),t.translate(-p-n*c+n*g,-d-r*c+r*_)):t.fillText(i,p+n*c+n*g,d+r*c+r*_)):void 0},e}(p),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.default_view=s,e.prototype.type=\"Axis\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"computed_bounds\",this._computed_bounds,!1),this.add_dependencies(\"computed_bounds\",this,[\"bounds\"]),this.add_dependencies(\"computed_bounds\",this.get(\"plot\"),[\"x_range\",\"y_range\"]),\n",
       "        this.register_property(\"rule_coords\",this._rule_coords,!1),this.add_dependencies(\"rule_coords\",this,[\"computed_bounds\",\"side\"]),this.register_property(\"tick_coords\",this._tick_coords,!1),this.add_dependencies(\"tick_coords\",this,[\"computed_bounds\",\"location\"]),this.register_property(\"ranges\",this._ranges,!0),this.register_property(\"normals\",function(){return this._normals},!0),this.register_property(\"dimension\",function(){return this._dim},!0),this.register_property(\"offsets\",this._offsets,!0)},e.prototype.initialize_layout=function(t){var e,i;return e=new h.Model({solver:t}),this.panel=e,this._top=e._top,this._bottom=e._bottom,this._left=e._left,this._right=e._right,this._width=e._width,this._height=e._height,i=this.get(\"location\"),\"above\"===i?(this._dim=0,this._normals=[0,-1],this._size=e._height,this._anchor=e._bottom):\"below\"===i?(this._dim=0,this._normals=[0,1],this._size=e._height,this._anchor=e._top):\"left\"===i?(this._dim=1,this._normals=[-1,0],this._size=e._width,this._anchor=e._right):\"right\"===i?(this._dim=1,this._normals=[1,0],this._size=e._width,this._anchor=e._left):x.error(\"unrecognized side: '\"+i+\"'\")},e.prototype.update_layout=function(t,e){var i;return i=this.get(\"visible\")?this._tick_extent(t)+this._tick_label_extent(t)+this._axis_label_extent(t):0,null==this._last_size&&(this._last_size=-1),i!==this._last_size?(this._last_size=i,null!=this._size_constraint&&e.remove_constraint(this._size_constraint),this._size_constraint=new w.Constraint(new w.Expression(this._size,-i),w.Operator.Eq),e.add_constraint(this._size_constraint)):void 0},e.prototype._offsets=function(){var t,e,i,n,r;return i=this.get(\"location\"),e=[0,0],n=e[0],r=e[1],t=this.get(\"plot\").get(\"frame\"),\"below\"===i?r=Math.abs(this.panel.get(\"top\")-t.get(\"bottom\")):\"above\"===i?r=Math.abs(this.panel.get(\"bottom\")-t.get(\"top\")):\"right\"===i?n=Math.abs(this.panel.get(\"left\")-t.get(\"right\")):\"left\"===i&&(n=Math.abs(this.panel.get(\"right\")-t.get(\"left\"))),[n,r]},e.prototype._ranges=function(){var t,e,i,n;return e=this.get(\"dimension\"),i=(e+1)%2,t=this.get(\"plot\").get(\"frame\"),n=[t.get(\"x_ranges\")[this.get(\"x_range_name\")],t.get(\"y_ranges\")[this.get(\"y_range_name\")]],[n[e],n[i]]},e.prototype._computed_bounds=function(){var t,e,i,n,r,s,o,a;return r=this.get(\"ranges\"),i=r[0],t=r[1],a=null!=(s=this.get(\"bounds\"))?s:\"auto\",n=[i.get(\"min\"),i.get(\"max\")],\"auto\"===a?n:f.isArray(a)?(Math.abs(a[0]-a[1])>Math.abs(n[0]-n[1])?(o=Math.max(Math.min(a[0],a[1]),n[0]),e=Math.min(Math.max(a[0],a[1]),n[1])):(o=Math.min(a[0],a[1]),e=Math.max(a[0],a[1])),[o,e]):(x.error(\"user bounds '\"+a+\"' not understood\"),null)},e.prototype._rule_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c;return n=this.get(\"dimension\"),r=(n+1)%2,a=this.get(\"ranges\"),o=a[0],e=a[1],l=this.get(\"computed_bounds\"),u=l[0],i=l[1],h=new Array(2),c=new Array(2),t=[h,c],s=this._get_loc(e),t[n][0]=Math.max(u,o.get(\"min\")),t[n][1]=Math.min(i,o.get(\"max\")),t[n][0]>t[n][1]&&(t[n][0]=t[n][1]=NaN),t[r][0]=s,t[r][1]=s,t},e.prototype._tick_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;if(n=this.get(\"dimension\"),s=(n+1)%2,v=this.get(\"ranges\"),g=v[0],e=v[1],y=this.get(\"computed_bounds\"),M=y[0],i=y[1],C=this.get(\"ticker\").get_ticks(M,i,g,{}),h=C.major,f=C.minor,l=this._get_loc(e),D=[],T=[],t=[D,T],p=[],d=[],c=[p,d],\"FactorRange\"===g.type)for(r=o=0,b=h.length;b>=0?b>o:o>b;r=b>=0?++o:--o)t[n].push(h[r]),t[s].push(l);else{for(w=[g.get(\"min\"),g.get(\"max\")],_=w[0],m=w[1],r=a=0,x=h.length;x>=0?x>a:a>x;r=x>=0?++a:--a)h[r]<_||h[r]>m||(t[n].push(h[r]),t[s].push(l));for(r=u=0,k=f.length;k>=0?k>u:u>k;r=k>=0?++u:--u)f[r]<_||f[r]>m||(c[n].push(f[r]),c[s].push(l))}return{major:t,minor:c}},e.prototype._get_loc=function(t){var e,i,n,r;return i=t.get(\"start\"),e=t.get(\"end\"),r=this.get(\"location\"),\"left\"===r||\"below\"===r?n=\"start\":(\"right\"===r||\"above\"===r)&&(n=\"end\"),t.get(n)},e.prototype._tick_extent=function(t){return this.get(\"major_tick_out\")},e.prototype._tick_label_extent=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,y,b,w;for(o=0,s=this.get(\"dimension\"),r=t.plot_view.canvas_view.ctx,n=this.get(\"tick_coords\").major,_=this.get(\"location\"),d=this.get(\"major_label_orientation\"),p=this.get(\"formatter\").format(n[s]),t.major_label_props.set_value(r),f.isString(d)?(u=1,e=v[_][d]):(u=2,e=-d),e=Math.abs(e),i=Math.cos(e),m=Math.sin(e),\"above\"===_||\"below\"===_?(w=m,l=i):(w=i,l=m),h=c=0,g=p.length;g>=0?g>c:c>g;h=g>=0?++c:--c)null!=p[h]&&(b=1.1*r.measureText(p[h]).width,a=.9*r.measureText(p[h]).ascent,y=b*w+a/u*l,y>o&&(o=y));return o>0&&(o+=this.get(\"major_label_standoff\")),o},e.prototype._axis_label_extent=function(t){var e,i,n,r,s,o,a,l,u;return r=0,l=this.get(\"location\"),o=\"parallel\",n=t.plot_view.canvas_view.ctx,t.axis_label_props.set_value(n),e=Math.abs(v[l][o]),i=Math.cos(e),a=Math.sin(e),this.get(\"axis_label\")&&(r+=this.get(\"axis_label_standoff\"),t.axis_label_props.set_value(n),u=1.1*n.measureText(this.get(\"axis_label\")).width,s=.9*n.measureText(this.get(\"axis_label\")).ascent,r+=\"above\"===l||\"below\"===l?u*a+s*i:u*i+s*a),r},e.prototype.defaults=function(){return f.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\"})},e.prototype.display_defaults=function(){return f.extend({},e.__super__.display_defaults.call(this),{level:\"overlay\",visible:!0,axis_line_color:\"black\",axis_line_width:1,axis_line_alpha:1,axis_line_join:\"miter\",axis_line_cap:\"butt\",axis_line_dash:[],axis_line_dash_offset:0,major_tick_in:2,major_tick_out:6,major_tick_line_color:\"black\",major_tick_line_width:1,major_tick_line_alpha:1,major_tick_line_join:\"miter\",major_tick_line_cap:\"butt\",major_tick_line_dash:[],major_tick_line_dash_offset:0,minor_tick_in:0,minor_tick_out:4,minor_tick_line_color:\"black\",minor_tick_line_width:1,minor_tick_line_alpha:1,minor_tick_line_join:\"miter\",minor_tick_line_cap:\"butt\",minor_tick_line_dash:[],minor_tick_line_dash_offset:0,major_label_standoff:5,major_label_orientation:\"horizontal\",major_label_text_font:\"helvetica\",major_label_text_font_size:\"10pt\",major_label_text_font_style:\"normal\",major_label_text_color:\"#444444\",major_label_text_alpha:1,major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label:\"\",axis_label_standoff:5,axis_label_text_font:\"helvetica\",axis_label_text_font_size:\"16pt\",axis_label_text_font_style:\"normal\",axis_label_text_color:\"#444444\",axis_label_text_alpha:1,axis_label_text_align:\"center\",axis_label_text_baseline:\"alphabetic\"})},e}(l),e.exports={Model:r,View:s}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../common/has_parent\":114,\"../../common/layout_box\":117,\"../../common/logging\":119,\"../../common/plot_widget\":125,\"../../common/properties\":126,kiwi:303,underscore:92}],189:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"../../common/logging\").logger,n=t(\"./axis\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e}(n.View),r=function(e){function i(){return i.__super__.constructor.apply(this,arguments)}return a(i,e),i.prototype.default_view=s,i.prototype.type=\"CategoricalAxis\",i.prototype.initialize=function(e,n){var r;return i.__super__.initialize.call(this,e,n),r=t(\"../../common/base\").Collections,null==this.get(\"ticker\")&&this.set_obj(\"ticker\",r(\"CategoricalTicker\").create()),null==this.get(\"formatter\")?this.set_obj(\"formatter\",r(\"CategoricalTickFormatter\").create()):void 0},i.prototype._computed_bounds=function(){var t,e,i,n,r,s;return n=this.get(\"ranges\"),e=n[0],t=n[1],s=null!=(r=this.get(\"bounds\"))?r:\"auto\",i=[e.get(\"min\"),e.get(\"max\")],\"auto\"!==s&&o.warn(\"Categorical Axes only support user_bounds='auto', ignoring\"),i},i}(n.Model),e.exports={Model:r,View:s}},{\"../../common/base\":99,\"../../common/logging\":119,\"./axis\":188}],190:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;r=t(\"../../common/base\").Collections,l=t(\"../../ticking/datetime_ticker\"),a=t(\"../../ticking/datetime_tick_formatter\"),n=t(\"./axis\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e}(n.View),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type=\"DatetimeAxis\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),null==this.get(\"ticker\")&&this.set_obj(\"ticker\",r(\"DatetimeTicker\").create()),null==this.get(\"formatter\")?this.set_obj(\"formatter\",r(\"DatetimeTickFormatter\").create()):void 0},e}(n.Model),e.exports={Model:s,View:o}},{\"../../common/base\":99,\"../../ticking/datetime_tick_formatter\":214,\"../../ticking/datetime_ticker\":215,\"./axis\":188}],191:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../common/has_parent\"),o=t(\"../../common/plot_widget\"),l=t(\"../../common/properties\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.grid_props=new l.Line({obj:this.model,prefix:\"grid_\"}),this.minor_grid_props=new l.Line({obj:this.model,prefix:\"minor_grid_\"}),this.band_props=new l.Fill({obj:this.model,prefix:\"band_\"}),this.x_range_name=this.mget(\"x_range_name\"),this.y_range_name=this.mget(\"y_range_name\")},e.prototype.render=function(){var t;return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_regions(t),this._draw_minor_grids(t),this._draw_grids(t),t.restore()},e.prototype.bind_bokeh_events=function(){return 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n;return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(this.get(\"tool_name\"),this._check_dims(this.get(\"dimensions\"),\"box select tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"]),this.set(\"overlay\",new s.Model),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"],select_every_mousemove:!1})},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/box_selection\":194,\"./select_tool\":240,underscore:92}],234:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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e=this.plot_view.canvas,i=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],r=this.plot_model.get(\"frame\"),n=this.mget(\"dimensions\"),s=this.model._get_dim_limits(this._baseboint,i,r,n),o=s[0],a=s[1],this._update(o,a),this.mget(\"overlay\").set(\"data\",{}),this._baseboint=null,null},e.prototype._update=function(t,e){var i,n,r,s,o,a,l,u,h,c,p;if(!(Math.abs(t[1]-t[0])<=5||Math.abs(e[1]-e[0])<=5)){h={},s=this.plot_view.frame.get(\"x_mappers\");for(r in s)n=s[r],o=n.v_map_from_target(t,!0),u=o[0],i=o[1],h[r]={start:u,end:i};c={},a=this.plot_view.frame.get(\"y_mappers\");for(r in a)n=a[r],l=n.v_map_from_target(e,!0),u=l[0],i=l[1],c[r]={start:u,end:i};return p={xrs:h,yrs:c},this.plot_view.update_range(p)}},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"BoxZoomTool\",e.prototype.tool_name=\"Box Zoom\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=20,e.prototype.initialize=function(t,i){var r;return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(this.get(\"tool_name\"),this._check_dims(this.get(\"dimensions\"),\"box zoom tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"]),this.set(\"overlay\",new n.Model),r=this.get(\"plot\").get(\"renderers\"),r.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",r)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"]})},e}(o.Model),e.exports={Model:r,View:s}},{\"../../renderer/overlay/box_selection\":194,\"./gesture_tool\":235,underscore:92}],235:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"../button_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._clicked=function(){return this.model.set(\"active\",!0)},e}(n.ButtonView),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{event_type:this.event_type,default_order:this.default_order})},e}(n.Model),e.exports={Model:r,View:o,ButtonView:s}},{\"../button_tool\":231,underscore:92}],236:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../renderer/overlay/poly_selection\"),o=t(\"./select_tool\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,\"change:active\",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget(\"active\")?void 0:this._clear_overlay()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_overlay():void 0},e.prototype._pan_start=function(t){var e,i,n;return e=this.plot_view.canvas,i=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data={vx:[i],vy:[n]},null},e.prototype._pan=function(t){var e,i,n,r,s,o,l;return i=this.plot_view.canvas,o=i.sx_to_vx(t.bokeh.sx),l=i.sy_to_vy(t.bokeh.sy),this.data.vx.push(o),this.data.vy.push(l),r=this.mget(\"overlay\"),n={},n.vx=a.clone(this.data.vx),n.vy=a.clone(this.data.vy),r.set(\"data\",n),this.mget(\"select_every_mousemove\")?(e=null!=(s=t.srcEvent.shiftKey)?s:!1,this._select(this.data.vx,this.data.vy,!1,e)):void 0},e.prototype._pan_end=function(t){var e,i;return this._clear_overlay(),e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e)},e.prototype._clear_overlay=function(){return this.mget(\"overlay\").set(\"data\",null)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:\"poly\",vx:t,vy:e},u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get(\"data_source\"),h=r.get(\"selection_manager\"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"LassoSelectTool\",e.prototype.tool_name=\"Lasso Select\",e.prototype.icon=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAQCAYAAAAbBi9cAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAABx0RVh0U29mdHdhcmUAQWRvYmUgRmlyZXdvcmtzIENTNui8sowAAAGlSURBVDiNldNNiM1hFMfxz/3PHQqxoCgWYmNDk0jyUqwsuP/719xnPVkQStl4mYWpsVXKQkYpL1m4qWmyYElZkDLKyiSbkdKYNBovo8m1uM+d/nPd/2TO6nn5nW+/c57zlCwQ9eGRBPuwF7uxAUswjme4V6tWxqFUAFiLXlSxDaswiz9RkqAL79Ffq1YeldoAXTiNs9iIn3iN0Zj0OULWYycORU1fKQdZh5s4ggncxX28DVk6W+D8MG5hrJQr5Ql68AADIUvfFTZvPuw5VpZjOVcjZCBk6eD/ACJkF7ZgMMEJVHB7kZDNeIhXGEpwEg3cWASkFy9i3vFatTJTxvJ4sAcvo3ANpkOW/sold+MgTsUKRlGbm6P68Mh59GvOSR2/cVTzqYfifisOYDtm4vmlkKVTjUZDC5TgIi5gBX7gG7qxVHNuluEjHuN6yNI3LadzoJz1HejDMXzP3X2Njp+GLJ1o79c/oBzwGgK+YHV0cyVk6eV27YKgCNuEKZzBubjeH7J0rAiUdAKFLP0QsnQSdzCp+Wl7Omlb0RGUi0+YRlmz+YXxF2YZkqkolYwKAAAAAElFTkSuQmCC\",e.prototype.event_type=\"pan\",e.prototype.default_order=12,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set(\"overlay\",new s.Model({line_width:2})),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{select_every_mousemove:!0})},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/poly_selection\":195,\"./select_tool\":240,underscore:92}],237:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),\n",
       "        n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._pan_start=function(t){var e,i,n,r,s,o;return this.last_dx=0,this.last_dy=0,e=this.plot_view.canvas,i=this.plot_view.frame,s=e.sx_to_vx(t.bokeh.sx),o=e.sy_to_vy(t.bokeh.sy),i.contains(s,o)||(n=i.get(\"h_range\"),r=i.get(\"v_range\"),(s<n.get(\"start\")||s>n.get(\"end\"))&&(this.v_axis_only=!0),(o<r.get(\"start\")||o>r.get(\"end\"))&&(this.h_axis_only=!0)),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan=function(t){return this._update(t.deltaX,-t.deltaY),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan_end=function(t){return this.h_axis_only=!1,this.v_axis_only=!1},e.prototype._update=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A;r=this.plot_view.frame,u=t-this.last_dx,h=e-this.last_dy,s=o.clone(r.get(\"h_range\")),x=s.get(\"start\")-u,w=s.get(\"end\")-u,T=o.clone(r.get(\"v_range\")),D=T.get(\"start\")-h,C=T.get(\"end\")-h,i=this.mget(\"dimensions\"),i.indexOf(\"width\")>-1&&!this.v_axis_only?(y=x,b=w,m=-u):(y=s.get(\"start\"),b=s.get(\"end\"),m=0),i.indexOf(\"height\")>-1&&!this.h_axis_only?(k=D,M=C,_=h):(k=T.get(\"start\"),M=T.get(\"end\"),_=0),this.last_dx=t,this.last_dy=e,S={},p=r.get(\"x_mappers\");for(l in p)a=p[l],d=a.v_map_from_target([y,b],!0),v=d[0],n=d[1],S[l]={start:v,end:n};A={},f=r.get(\"y_mappers\");for(l in f)a=f[l],g=a.v_map_from_target([k,M],!0),v=g[0],n=g[1],A[l]={start:v,end:n};return c={xrs:S,yrs:A,sdx:m,sdy:_},this.plot_view.update_range(c),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"PanTool\",e.prototype.tool_name=\"Pan\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=10,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(\"Pan\",this._check_dims(this.get(\"dimensions\"),\"pan tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"])},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"]})},e}(n.Model),e.exports={Model:r,View:s}},{\"./gesture_tool\":235,underscore:92}],238:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../renderer/overlay/poly_selection\"),o=t(\"./select_tool\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,\"change:active\",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget(\"active\")?void 0:this._clear_data()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_data():void 0},e.prototype._doubletap=function(t){var e,i;return e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e),this._clear_data()},e.prototype._clear_data=function(){return this.data=null,this.mget(\"overlay\").set(\"data\",null)},e.prototype._tap=function(t){var e,i,n,r,s;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),s=e.sy_to_vy(t.bokeh.sy),null==this.data?(this.data={vx:[r],vy:[s]},null):(this.data.vx.push(r),this.data.vy.push(s),n=this.mget(\"overlay\"),i={},i.vx=a.clone(this.data.vx),i.vy=a.clone(this.data.vy),n.set(\"data\",i))},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:\"poly\",vx:t,vy:e},u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get(\"data_source\"),h=r.get(\"selection_manager\"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"PolySelectTool\",e.prototype.tool_name=\"Poly Select\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"tap\",e.prototype.default_order=11,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set(\"overlay\",new s.Model),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/poly_selection\":195,\"./select_tool\":240,underscore:92}],239:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.className=\"bk-resize-popup\",e.prototype.initialize=function(t){var i;return e.__super__.initialize.call(this,t),i=this.plot_view.$el.find(\"div.bk-canvas-wrapper\"),this.$el.appendTo(i),this.$el.hide(),this.active=!1,null},e.prototype.activate=function(){return this.active=!0,this.render(),null},e.prototype.deactivate=function(){return this.active=!1,this.render(),null},e.prototype.render=function(t){var e,i,n,r;return this.active?(e=this.plot_view.canvas,i=this.plot_view.frame,n=e.vx_to_sx(i.get(\"h_range\").get(\"end\")-40),r=e.vy_to_sy(i.get(\"v_range\").get(\"start\")+40),this.$el.attr(\"style\",\"position:absolute; top:\"+r+\"px; left:\"+n+\"px;\"),this.$el.show()):this.$el.hide(),this},e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this.ch=e.get(\"height\"),this.cw=e.get(\"width\"),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._pan=function(t){return this._update(t.deltaX,t.deltaY),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._update=function(t,e){var i;return this.plot_view.pause(),i=this.plot_view.canvas,i._set_dims([this.cw+t,this.ch+e]),this.plot_view.unpause(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ResizeTool\",e.prototype.tool_name=\"Resize\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=40,e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{level:\"overlay\",data:{}})},e}(n.Model),e.exports={Model:r,View:s}},{\"./gesture_tool\":235,underscore:92}],240:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"../../common/logging\").logger,n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._keyup=function(t){var e,i,n,r,s,o,a;if(27===t.keyCode){for(s=this.mget(\"renderers\"),o=[],i=0,n=s.length;n>i;i++)r=s[i],e=r.get(\"data_source\"),a=e.get(\"selection_manager\"),o.push(a.clear());return o}},e.prototype._save_geometry=function(t,e,i){var n,r,s,l,u,h,c,p;if(n=o.clone(t),c=this.plot_view.frame.get(\"x_mappers\")[\"default\"],p=this.plot_view.frame.get(\"y_mappers\")[\"default\"],\"point\"===n.type)n.x=c.map_from_target(n.vx),n.y=p.map_from_target(n.vy);else if(\"rect\"===n.type)n.x0=c.map_from_target(n.vx0),n.y0=p.map_from_target(n.vy0),n.x1=c.map_from_target(n.vx1),n.y1=p.map_from_target(n.vy1);else if(\"poly\"===n.type)for(n.x=new Array(n.vx.length),n.y=new Array(n.vy.length),s=l=0,u=n.vx.length;u>=0?u>l:l>u;s=u>=0?++l:--l)n.x[s]=c.map_from_target(n.vx[s]),n.y[s]=p.map_from_target(n.vy[s]);else a.debug(\"Unrecognized selection geometry type: '\"+n.type+\"'\");return e&&(h=this.plot_model.get(\"tool_events\"),i?(r=h.get(\"geometries\"),r.push(n)):r=[n],h.set(\"geometries\",r),h.save()),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t,i){var n,r,s,o,l,u;for(e.__super__.initialize.call(this,t,i),o=this.get(\"names\"),u=this.get(\"renderers\"),0===u.length&&(n=this.get(\"plot\").get(\"renderers\"),u=function(){var t,e,i;for(i=[],t=0,e=n.length;e>t;t++)l=n[t],\"GlyphRenderer\"===l.type&&i.push(l);return i}()),o.length>0&&(u=function(){var t,e,i;for(i=[],t=0,e=u.length;e>t;t++)l=u[t],o.indexOf(l.get(\"name\"))>=0&&i.push(l);return i}()),this.set(\"renderers\",u),a.debug(\"setting \"+u.length+\" renderers for \"+this.type+\" \"+this.id),r=0,s=u.length;s>r;r++)l=u[r],a.debug(\" - \"+l.type+\" \"+l.id);return null},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{renderers:[],names:[],multi_select_modifier:\"shift\"})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/logging\":119,\"./gesture_tool\":235,underscore:92}],241:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./select_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._tap=function(t){var e,i,n,r,s;return i=this.plot_view.canvas,r=i.sx_to_vx(t.bokeh.sx),s=i.sy_to_vy(t.bokeh.sy),e=null!=(n=t.srcEvent.shiftKey)?n:!1,this._select(r,s,!0,e)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(o={type:\"point\",vx:t,vy:e},r=this.mget(\"callback\"),h=this.mget(\"renderers\"),a=0,l=h.length;l>a;a++)u=h[a],s=u.get(\"data_source\"),c=s.get(\"selection_manager\"),c.select(this,this.plot_view.renderers[u.id],o,i,n),null!=r&&r.execute(s);return this._save_geometry(o,i,n),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"TapTool\",e.prototype.tool_name=\"Tap\",e.prototype.icon=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAABx0RVh0U29mdHdhcmUAQWRvYmUgRmlyZXdvcmtzIENTNui8sowAAAHWSURBVDiNbdJfaI9RGAfwz/7JNlLGjdxLyDU2u0EIx6uc7UIpF5pIU1OSGzfkUhvSiuSCvZbXGxeT0IxcSYlIiVxSJmqZzbj4nbafcer0nM75Ps/5Pt/vU2PWyouyAbsRsTJdv0SOGzELE9X4mlnJ7TiOtentV3qqS/EJTsUsDP9TIC/KvTiHZgyhwHP8Tkx2Ygd+4EDMwpXpAnlRtuJu+vFozMLF2a0lXAfOowkbYxYe1+RF2Yhb2IT9MQv9eVHOxTGsSwxGcCZm4WdelLuSHg8QatGZeh5KyQtxB/NwCIfRgtt5US6IWbiJgZTTWZ/UrsG1xLQHL2IWeqrYd+dF2YdunMRVBMRaLMckXiVwK3r/I0E/tqXzW0xgdX0VYCrFOjO2Va+PuJTO4/iE8Xq8RhuWqdj2FAdxpDo7ZmEUF/KiXIwxrMJUvYqibSrTdx2nUeZFeRaX8SFm4Suk5PcYiVnYAtU2bkBHzMJgXpTNOIHtqfdeLMUS3Mcz7GFmkNbjHr6jK2ZhsJp+XpQt6ec6jKIB86cLJNA+9GFOamsAb1Qc+qJic2PSagzv/iqQirQn6mvS1SQ+Y0WawkXJjUcxC5uhdpbSw9iKLjzEt7QnE6QpxWmb/wA4250STmTc7QAAAABJRU5ErkJggg==\",e.prototype.event_type=\"tap\",e.prototype.default_order=10,e}(n.Model),e.exports={Model:r,View:s}},{\"./select_tool\":240,underscore:92}],242:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./gesture_tool\"),(\"undefined\"==typeof a||null===a)&&(a={}),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pinch=function(t){var e;return e=t.scale>=1?20*(t.scale-1):-20/t.scale,t.bokeh.delta=e,this._scroll(t)},e.prototype._scroll=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E;s=this.plot_model.get(\"frame\"),a=s.get(\"h_range\"),x=s.get(\"v_range\"),k=this.plot_view.canvas.sx_to_vx(t.bokeh.sx),D=this.plot_view.canvas.sy_to_vy(t.bokeh.sy),(k<a.get(\"start\")||k>a.get(\"end\"))&&(w=!0),(D<x.get(\"start\")||D>x.get(\"end\"))&&(o=!0),u=navigator.userAgent.toLowerCase().indexOf(\"firefox\")>-1?20:1,e=null!=(null!=(c=t.originalEvent)?c.deltaY:void 0)?-t.originalEvent.deltaY*u:t.bokeh.delta,r=this.mget(\"speed\")*e,r>.9?r=.9:-.9>r&&(r=-.9),C=a.get(\"start\"),M=a.get(\"end\"),S=x.get(\"start\"),T=x.get(\"end\"),i=this.mget(\"dimensions\"),i.indexOf(\"width\")>-1&&!w?(_=C-(C-k)*r,v=M-(M-k)*r):(_=C,v=M),i.indexOf(\"height\")>-1&&!o?(y=S-(S-D)*r,b=T-(T-D)*r):(y=S,b=T),A={},p=s.get(\"x_mappers\");for(h in p)l=p[h],d=l.v_map_from_target([_,v],!0),m=d[0],n=d[1],A[h]={start:m,end:n};P={},f=s.get(\"y_mappers\");for(h in f)l=f[h],g=l.v_map_from_target([y,b],!0),m=g[0],n=g[1],P[h]={start:m,end:n};return E={xrs:A,yrs:P,factor:r},this.plot_view.update_range(E),this.plot_view.interactive_timestamp=Date.now(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"WheelZoomTool\",e.prototype.tool_name=\"Wheel 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this._inspect(s,o);i=this.mget(\"ttmodels\");for(n in i)r=i[n],r.clear()}},e.prototype._move_exit=function(){var t,e,i,n;t=this.mget(\"ttmodels\"),e=[];for(i in t)n=t[i],e.push(n.clear());return e},e.prototype._inspect=function(t,e,i){var n,r,s,o,a,l,u,h;for(n={type:\"point\",vx:t,vy:e},\"mouse\"===this.mget(\"mode\")?n.type=\"point\":(n.type=\"span\",\"vline\"===this.mget(\"mode\")?n.direction=\"h\":n.direction=\"v\"),r=[],s=[],u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],h=l.get(\"data_source\").get(\"selection_manager\"),h.inspect(this,this.plot_view.renderers[l.id],n,{geometry:n});null!=this.mget(\"callback\")&&this._emit_callback(n)},e.prototype._update=function(t,e,i,n,r){var s,o,a,l,u,h,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H,B,W,q,Y,V,$,U,G;if(m=r.geometry,B=null!=(M=this.mget(\"ttmodels\")[i.model.id])?M:null,null!=B&&(B.clear(),C=[t[\"1d\"].indices,t[\"2d\"].indices],v=C[0],y=C[1],t[\"0d\"].flag!==!1||0!==v.length||0!==y.length)){for(q=m.vx,Y=m.vy,s=this.plot_model.get(\"canvas\"),g=this.plot_model.get(\"frame\"),L=s.vx_to_sx(q),H=s.vy_to_sy(Y),$=g.get(\"x_mappers\")[i.mget(\"x_range_name\")],G=g.get(\"y_mappers\")[i.mget(\"y_range_name\")],V=$.map_from_target(q),U=G.map_from_target(Y),T=t[\"0d\"].indices,b=0,x=T.length;x>b;b++)_=T[b],h=i.glyph.x[_+1],p=i.glyph.y[_+1],\"interp\"===this.mget(\"line_policy\")?(S=i.glyph.get_interpolation_hit(_,m),h=S[0],p=S[1],z=$.map_to_target(h),j=G.map_to_target(p)):\"prev\"===this.mget(\"line_policy\")?(z=s.sx_to_vx(i.glyph.sx[_]),j=s.sy_to_vy(i.glyph.sy[_])):\"next\"===this.mget(\"line_policy\")?(z=s.sx_to_vx(i.glyph.sx[_+1]),j=s.sy_to_vy(i.glyph.sy[_+1])):\"nearest\"===this.mget(\"line_policy\")?(o=i.glyph.sx[_],a=i.glyph.sy[_],d=c.dist_2_pts(o,a,L,H),l=i.glyph.sx[_+1],u=i.glyph.sy[_+1],f=c.dist_2_pts(l,u,L,H),f>d?(A=[o,a],O=A[0],F=A[1]):(P=[l,u],O=P[0],F=P[1],_+=1),h=i.glyph.x[_],p=i.glyph.y[_],z=s.sx_to_vx(O),j=s.sy_to_vy(F)):(E=[q,Y],z=E[0],j=E[1]),W={index:_,x:V,y:U,vx:q,vy:Y,sx:L,sy:H,data_x:h,data_y:p,rx:z,ry:j},B.add(z,j,this._render_tooltips(n,_,W));for(I=t[\"1d\"].indices,w=0,k=I.length;k>w;w++)_=I[w],h=null!=(N=i.glyph.x)?N[_]:void 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n(\"<div>\").html(l.replace_placeholders(k,t,e,i));for(w=n(\"<table></table>\"),c=0,d=k.length;d>c;c++){if(m=k[c],p=m[0],M=m[1],v=n(\"<tr></tr>\"),v.append(n(\"<td class='bk-tooltip-row-label'>\").text(p+\": \")),x=n(\"<td class='bk-tooltip-row-value'></td>\"),M.indexOf(\"$color\")>=0){if(_=M.match(/\\$color(\\[.*\\])?:(\\w*)/),f=_[0],g=_[1],r=_[2],o=t.get_column(r),null==o){y=n(\"<span>\").text(r+\" unknown\"),x.append(y);continue}if(a=(null!=g?g.indexOf(\"hex\"):void 0)>=0,b=(null!=g?g.indexOf(\"swatch\"):void 0)>=0,s=o[e],null==s){y=n(\"<span>(null)</span>\"),x.append(y);continue}a&&(s=h(s)),y=n(\"<span>\").text(s),x.append(y),b&&(y=n(\"<span class='bk-tooltip-color-block'> </span>\"),y.css({backgroundColor:s})),x.append(y)}else M=M.replace(\"$~\",\"$data_\"),M=l.replace_placeholders(M,t,e,i),x.append(n(\"<span>\").html(M));v.append(x),w.append(v)}return w},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}var i;return p(e,t),e.prototype.default_view=s,e.prototype.type=\"HoverTool\",e.prototype.tool_name=\"Hover Tool\",i=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA8ElEQVQ4T42T0Q2CMBCGaQjPxgmMG/jelIQN3ECZQEfADRwBJzBuQCC81wlkBHxvqP8lmhTsUfpSWvp/vfvvKiJn1HVdpml6dPdC38I90DSNxVobYzKMPiSm/z5AZK3t4zjOpJQ6BPECfiKAcqRUzkFmASQEhHzJOUgQ8BWyviwFsL4sBnC+LAE84YMWQnSAVCixdkvMAiB6Q7TCfJtrLq4PHkmSnHHbi0LHvOYa6w/g3kitjSgOYFyUUoWvlCPA9C1gvQfgDmiHNLZBgO8A3geZt+G6chQBA7hi/0QVQBrZ9EwQ0LbtbhgGghQAVFPAB25HmRH8b2/nAAAAAElFTkSuQmCC\",e.prototype.initialize=function(t,i){var n,r,s,o,l,h,c,p;if(e.__super__.initialize.call(this,t,i),p={},l=this.get(\"plot\").get(\"renderers\"),c=this.get(\"tooltips\"))for(o=this.get(\"renderers\"),n=0,r=o.length;r>n;n++)s=o[n],h=new a.Model,h.set(\"custom\",u.isString(c)),p[s.id]=h,l.push(h);this.set(\"ttmodels\",p),this.get(\"plot\").set(\"renderers\",l)},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{tooltips:[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"canvas (x, y)\",\"($sx, $sy)\"]],mode:\"mouse\",point_policy:\"snap_to_data\",line_policy:\"prev\"})},e}(o.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"../../renderer/annotation/tooltip\":150,\"../../util/util\":250,\"./inspect_tool\":245,jquery:18,underscore:92}],245:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;l=t(\"underscore\"),n=t(\"backbone\"),h=t(\"../../common/logging\").logger,a=t(\"../tool\"),u=t(\"./inspect_tool_list_item_template\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.className=\"bk-toolbar-inspector\",e.prototype.template=u,e.prototype.events={'click 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uniform\")}h=this.UTYPEMAP[e],this.activate(),this._gl[h](c,i)},n.prototype.set_attribute=function(t,e,i,n){var r,s,o,a,l,u,h,c,p,d,f,g,m,_;if(n=void 0===n?null:n,!this._linked)throw h=new Error(\"RuntimeError:Cannot set attribute when program has no code\"),h.name=\"RuntimeError\",h;if(d=\"function\"==typeof(s=this._handles).get?s.get(t,-1):s[t]||-1,0>d){if(((o=this._known_invalid).indexOf?o:Object.keys(o)).indexOf(t)>=0)return;if(d=this._gl.getAttribLocation(this._handle,t),((a=this._unset_variables).indexOf?a:Object.keys(a)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),this._handles[t]=d,0>d){if((this._known_invalid.append||this._known_invalid.push).apply(this._known_invalid,[t]),i&&0!=i[0]&&i[2]>0)return;return void console.log(\"Variable \"+t+\" is not an active attribute\")}}this.activate(),null===i?(c=this.ATYPEMAP[e],this._attributes[t]=[0,d,c,n]):(l=i,_=l[0],m=l[1],f=l[2],u=this.ATYPEINFO[e],g=u[0],p=u[1],c=\"vertexAttribPointer\",r=[g,p,this._gl.FALSE,m,f],this._attributes[t]=[_._handle,d,c,r])},n.prototype._pre_draw=function(){var t,e,i,n,r,s,o,a,l,u,h,c;this.activate(),n=this._samplers;for(c in n)n.hasOwnProperty(c)&&(c=n[c],i=c,l=i[0],a=i[1],u=i[2],this._gl.activeTexture(this._gl.TEXTURE0+u),this._gl.bindTexture(l,a));s=this._attributes;for(c in s)s.hasOwnProperty(c)&&(c=s[c],r=c,h=r[0],e=r[1],o=r[2],t=r[3],h?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))));this._validated||(this._validated=!0,this._validate())},n.prototype._validate=function(){var t;if(this._unset_variables.length&&console.log(\"Program has unset variables: \"+this._unset_variables),this._gl.validateProgram(this._handle),!this._gl.getProgramParameter(this._handle,this._gl.VALIDATE_STATUS))throw console.log(this._gl.getProgramInfoLog(this._handle)),t=new Error(\"RuntimeError:Program validation error\"),t.name=\"RuntimeError\",t},n.prototype.draw=function(t,e){var n,r,s,a,l,u;if(!this._linked)throw a=new Error(\"RuntimeError:Cannot draw program if code has not been set\"),a.name=\"RuntimeError\",a;o(this._gl,\"before draw\"),e instanceof i?(this._pre_draw(),e.activate(),n=e._buffer_size/2,u=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,u,0),e.deactivate()):(r=e,l=r[0],n=r[1],n&&(this._pre_draw(),this._gl.drawArrays(t,l,n))),s=this._gl.getError(),o(this._gl,\"after draw\")},t=function(){this.__init__&&this.__init__.apply(this,arguments)},t.prototype=Object.create(e.prototype),t.prototype._base_class=e.prototype,t.prototype._target=null,t.prototype._usage=35048,t.prototype._create=function(){this._handle=this._gl.createBuffer(),this._buffer_size=0},t.prototype[\"delete\"]=function(){this._gl.deleteBuffer(this._handle)},t.prototype.activate=function(){this._gl.bindBuffer(this._target,this._handle)},t.prototype.deactivate=function(){this._gl.bindBuffer(this._target,null)},t.prototype.set_size=function(t){t!=this._buffer_size&&(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t)},t.prototype.set_data=function(t,e){var i;this.activate(),i=e.length*e.BYTES_PER_ELEMENT,this._gl.bufferSubData(this._target,t,e)},s=function(){this.__init__&&this.__init__.apply(this,arguments)},s.prototype=Object.create(t.prototype),s.prototype._base_class=t.prototype,s.prototype._target=34962,i=function(){this.__init__&&this.__init__.apply(this,arguments)},i.prototype=Object.create(t.prototype),i.prototype._base_class=t.prototype,i.prototype._target=34963,r=function(){this.__init__&&this.__init__.apply(this,arguments)},r.prototype=Object.create(e.prototype),r.prototype._base_class=e.prototype,r.prototype._target=3553,r.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Int32Array:5125,Float32Array:5126},r.prototype._create=function(){this._handle=this._gl.createTexture(),this._shape_format=null},r.prototype[\"delete\"]=function(){this._gl.deleteTexture(this._handle)},r.prototype.activate=function(){this._gl.bindTexture(this._target,this._handle)},r.prototype.deactivate=function(){this._gl.bindTexture(this._target,0)},r.prototype._get_alignment=function(t){var e,i,n,r,s;for(i=[4,8,2,1],n=i,\"object\"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),s=n.length,r=0;s>r;r+=1)if(e=n[r],t%e==0)return e},r.prototype.set_wrapping=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e)},r.prototype.set_interpolation=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e)},r.prototype.set_size=function(t,e){var i,n,r;i=t,n=i[0],r=i[1],[n,r,e]!=this._shape_format&&(this._shape_format=[n,r,e],this.activate(),this._gl.texImage2D(this._target,0,e,r,n,0,e,this._gl.UNSIGNED_BYTE,null))},r.prototype.set_data=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;if(this.activate(),l=this._shape_format[2],r=e,h=r[0],c=r[1],s=t,d=s[0],p=s[1],u=\"function\"==typeof(o=this._types).get?o.get(i.constructor.name,null):o[i.constructor.name]||null,null===u)throw a=new Error(\"ValueError:\"+(\"Type \"+i.constructor.name+\" not allowed for texture\")),a.name=\"ValueError\",a;n=this._get_alignment(e[e.length-2]*e[e.length-1]),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,n),this._gl.texSubImage2D(this._target,0,p,d,c,h,l,u,i),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4)},{Buffer:t,GlooObject:e,IndexBuffer:i,Program:n,Texture2D:r,VertexBuffer:s,check_error:o}})},{}],299:[function(t,e,i){var n=t(\"jquery\");t(\"./jQRangeSlider\"),e.exports=n.widget(\"ui.dateRangeSlider\",n.ui.rangeSlider,{options:{bounds:{min:new Date(2010,0,1).valueOf(),max:new Date(2012,0,1).valueOf()},defaultValues:{min:new Date(2010,1,11).valueOf(),max:new Date(2011,1,11).valueOf()}},_create:function(){n.ui.rangeSlider.prototype._create.apply(this),this.element.addClass(\"bk-ui-dateRangeSlider\")},destroy:function(){this.element.removeClass(\"bk-ui-dateRangeSlider\"),n.ui.rangeSlider.prototype.destroy.apply(this)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min.valueOf(),max:this.options.defaultValues.max.valueOf()}},_setRulerParameters:function(){this.ruler.ruler({min:new Date(this.options.bounds.min),max:new Date(this.options.bounds.max),scales:this.options.scales})},_setOption:function(t,e){(\"defaultValues\"===t||\"bounds\"===t)&&\"undefined\"!=typeof e&&null!==e&&this._isValidDate(e.min)&&this._isValidDate(e.max)?n.ui.rangeSlider.prototype._setOption.apply(this,[t,{min:e.min.valueOf(),max:e.max.valueOf()}]):n.ui.rangeSlider.prototype._setOption.apply(this,this._toArray(arguments))},_handleType:function(){return\"dateRangeSliderHandle\"},option:function(t){if(\"bounds\"===t||\"defaultValues\"===t){var e=n.ui.rangeSlider.prototype.option.apply(this,arguments);return{min:new Date(e.min),max:new Date(e.max)}}return n.ui.rangeSlider.prototype.option.apply(this,this._toArray(arguments))},_defaultFormatter:function(t){var e=t.getMonth()+1,i=t.getDate();return\"\"+t.getFullYear()+\"-\"+(10>e?\"0\"+e:e)+\"-\"+(10>i?\"0\"+i:i)},_getFormatter:function(){var t=this.options.formatter;return(this.options.formatter===!1||null===this.options.formatter)&&(t=this._defaultFormatter),function(t){return function(e){return t(new Date(e))}}(t)},values:function(t,e){var i=null;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.values.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.values.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},min:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.min.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.min.apply(this))},max:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.max.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.max.apply(this))},bounds:function(t,e){var i;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.bounds.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.bounds.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},_isValidDate:function(t){return\"undefined\"!=typeof t&&t instanceof Date},_toArray:function(t){return Array.prototype.slice.call(t)}})},{\"./jQRangeSlider\":300,jquery:18}],300:[function(t,e,i){var n=t(\"jquery\");t(\"jquery-ui/core\"),t(\"jquery-ui/widget\"),t(\"jquery-ui/mouse\"),t(\"jquery-mousewheel\"),e.exports=n.widget(\"ui.rangeSlider\",{options:{bounds:{min:0,max:100},defaultValues:{min:20,max:50},wheelMode:null,wheelSpeed:4,arrows:!0,valueLabels:\"show\",formatter:null,durationIn:0,durationOut:400,delayOut:200,range:{min:!1,max:!1},step:!1,scales:!1,enabled:!0,symmetricPositionning:!1},_values:null,_valuesChanged:!1,_initialized:!1,bar:null,leftHandle:null,rightHandle:null,innerBar:null,container:null,arrows:null,labels:null,changing:{min:!1,max:!1},changed:{min:!1,max:!1},ruler:null,_create:function(){this._setDefaultValues(),this.labels={left:null,right:null,leftDisplayed:!0,rightDisplayed:!0},this.arrows={left:null,right:null},this.changing={min:!1,max:!1},this.changed={min:!1,max:!1},this._createElements(),this._bindResize(),setTimeout(n.proxy(this.resize,this),1),setTimeout(n.proxy(this._initValues,this),1)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min,max:this.options.defaultValues.max}},_bindResize:function(){var t=this;this._resizeProxy=function(e){t.resize(e)},n(window).resize(this._resizeProxy)},_initWidth:function(){this.container.css(\"width\",this.element.width()-this.container.outerWidth(!0)+this.container.width()),this.innerBar.css(\"width\",this.container.width()-this.innerBar.outerWidth(!0)+this.innerBar.width())},_initValues:function(){this._initialized=!0,this.values(this._values.min,this._values.max)},_setOption:function(t,e){this._setWheelOption(t,e),this._setArrowsOption(t,e),this._setLabelsOption(t,e),this._setLabelsDurations(t,e),this._setFormatterOption(t,e),this._setBoundsOption(t,e),this._setRangeOption(t,e),this._setStepOption(t,e),this._setScalesOption(t,e),this._setEnabledOption(t,e),this._setPositionningOption(t,e)},_validProperty:function(t,e,i){return null===t||\"undefined\"==typeof t[e]?i:t[e]},_setStepOption:function(t,e){\"step\"===t&&(this.options.step=e,this._leftHandle(\"option\",\"step\",e),this._rightHandle(\"option\",\"step\",e),this._changed(!0))},_setScalesOption:function(t,e){\"scales\"===t&&(e===!1||null===e?(this.options.scales=!1,this._destroyRuler()):e instanceof Array&&(this.options.scales=e,this._updateRuler()))},_setRangeOption:function(t,e){\"range\"===t&&(this._bar(\"option\",\"range\",e),this.options.range=this._bar(\"option\",\"range\"),this._changed(!0))},_setBoundsOption:function(t,e){\"bounds\"===t&&\"undefined\"!=typeof e.min&&\"undefined\"!=typeof e.max&&this.bounds(e.min,e.max)},_setWheelOption:function(t,e){(\"wheelMode\"===t||\"wheelSpeed\"===t)&&(this._bar(\"option\",t,e),this.options[t]=this._bar(\"option\",t))},_setLabelsOption:function(t,e){if(\"valueLabels\"===t){if(\"hide\"!==e&&\"show\"!==e&&\"change\"!==e)return;this.options.valueLabels=e,\"hide\"!==e?(this._createLabels(),this._leftLabel(\"update\"),this._rightLabel(\"update\")):this._destroyLabels()}},_setFormatterOption:function(t,e){\"formatter\"===t&&null!==e&&\"function\"==typeof e&&\"hide\"!==this.options.valueLabels&&(this._leftLabel(\"option\",\"formatter\",e),this.options.formatter=this._rightLabel(\"option\",\"formatter\",e))},_setArrowsOption:function(t,e){\"arrows\"!==t||e!==!0&&e!==!1||e===this.options.arrows||(e===!0?(this.element.removeClass(\"bk-ui-rangeSlider-noArrow\").addClass(\"bk-ui-rangeSlider-withArrows\"),this.arrows.left.css(\"display\",\"block\"),this.arrows.right.css(\"display\",\"block\"),this.options.arrows=!0):e===!1&&(this.element.addClass(\"bk-ui-rangeSlider-noArrow\").removeClass(\"bk-ui-rangeSlider-withArrows\"),this.arrows.left.css(\"display\",\"none\"),this.arrows.right.css(\"display\",\"none\"),this.options.arrows=!1),this._initWidth())},_setLabelsDurations:function(t,e){if(\"durationIn\"===t||\"durationOut\"===t||\"delayOut\"===t){if(parseInt(e,10)!==e)return;null!==this.labels.left&&this._leftLabel(\"option\",t,e),null!==this.labels.right&&this._rightLabel(\"option\",t,e),this.options[t]=e}},_setEnabledOption:function(t,e){\"enabled\"===t&&this.toggle(e)},_setPositionningOption:function(t,e){\"symmetricPositionning\"===t&&(this._rightHandle(\"option\",t,e),this.options[t]=this._leftHandle(\"option\",t,e))},_createElements:function(){\"absolute\"!==this.element.css(\"position\")&&this.element.css(\"position\",\"relative\"),this.element.addClass(\"bk-ui-rangeSlider\"),this.container=n(\"<div class='bk-ui-rangeSlider-container' />\").css(\"position\",\"absolute\").appendTo(this.element),this.innerBar=n(\"<div class='bk-ui-rangeSlider-innerBar' />\").css(\"position\",\"absolute\").css(\"top\",0).css(\"left\",0),this._createHandles(),this._createBar(),this.container.prepend(this.innerBar),this._createArrows(),\"hide\"!==this.options.valueLabels?this._createLabels():this._destroyLabels(),this._updateRuler(),this.options.enabled||this._toggle(this.options.enabled)},_createHandle:function(t){return n(\"<div />\")[this._handleType()](t).bind(\"sliderDrag\",n.proxy(this._changing,this)).bind(\"stop\",n.proxy(this._changed,this))},_createHandles:function(){this.leftHandle=this._createHandle({isLeft:!0,bounds:this.options.bounds,value:this._values.min,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container),this.rightHandle=this._createHandle({isLeft:!1,bounds:this.options.bounds,value:this._values.max,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container)},_createBar:function(){this.bar=n(\"<div />\").prependTo(this.container).bind(\"sliderDrag scroll zoom\",n.proxy(this._changing,this)).bind(\"stop\",n.proxy(this._changed,this)),this._bar({leftHandle:this.leftHandle,rightHandle:this.rightHandle,values:{min:this._values.min,max:this._values.max},type:this._handleType(),range:this.options.range,wheelMode:this.options.wheelMode,wheelSpeed:this.options.wheelSpeed}),this.options.range=this._bar(\"option\",\"range\"),this.options.wheelMode=this._bar(\"option\",\"wheelMode\"),this.options.wheelSpeed=this._bar(\"option\",\"wheelSpeed\")},_createArrows:function(){this.arrows.left=this._createArrow(\"left\"),this.arrows.right=this._createArrow(\"right\"),this.options.arrows?this.element.addClass(\"bk-ui-rangeSlider-withArrows\"):(this.arrows.left.css(\"display\",\"none\"),this.arrows.right.css(\"display\",\"none\"),this.element.addClass(\"bk-ui-rangeSlider-noArrow\"))},_createArrow:function(t){var e,i=n(\"<div class='bk-ui-rangeSlider-arrow' />\").append(\"<div class='bk-ui-rangeSlider-arrow-inner' />\").addClass(\"bk-ui-rangeSlider-\"+t+\"Arrow\").css(\"position\",\"absolute\").css(t,0).appendTo(this.element);return e=\"right\"===t?n.proxy(this._scrollRightClick,this):n.proxy(this._scrollLeftClick,this),i.bind(\"mousedown touchstart\",e),i},_proxy:function(t,e,i){var n=Array.prototype.slice.call(i);return t&&t[e]?t[e].apply(t,n):null},_handleType:function(){return\"rangeSliderHandle\"},_barType:function(){return\"rangeSliderBar\"},_bar:function(){return this._proxy(this.bar,this._barType(),arguments)},_labelType:function(){return\"rangeSliderLabel\"},_leftLabel:function(){return this._proxy(this.labels.left,this._labelType(),arguments)},_rightLabel:function(){return this._proxy(this.labels.right,this._labelType(),arguments)},_leftHandle:function(){return this._proxy(this.leftHandle,this._handleType(),arguments)},_rightHandle:function(){return this._proxy(this.rightHandle,this._handleType(),arguments)},_getValue:function(t,e){return e===this.rightHandle&&(t-=e.outerWidth()),t*(this.options.bounds.max-this.options.bounds.min)/(this.container.innerWidth()-e.outerWidth(!0))+this.options.bounds.min},_trigger:function(t){var e=this;setTimeout(function(){e.element.trigger(t,{label:e.element,values:e.values()})},1)},_changing:function(){this._updateValues()&&(this._trigger(\"valuesChanging\"),this._valuesChanged=!0)},_deactivateLabels:function(){\"change\"===this.options.valueLabels&&(this._leftLabel(\"option\",\"show\",\"hide\"),this._rightLabel(\"option\",\"show\",\"hide\"))},_reactivateLabels:function(){\"change\"===this.options.valueLabels&&(this._leftLabel(\"option\",\"show\",\"change\"),this._rightLabel(\"option\",\"show\",\"change\"))},_changed:function(t){t===!0&&this._deactivateLabels(),(this._updateValues()||this._valuesChanged)&&(this._trigger(\"valuesChanged\"),t!==!0&&this._trigger(\"userValuesChanged\"),this._valuesChanged=!1),t===!0&&this._reactivateLabels()},_updateValues:function(){var t=this._leftHandle(\"value\"),e=this._rightHandle(\"value\"),i=this._min(t,e),n=this._max(t,e),r=i!==this._values.min||n!==this._values.max;return this._values.min=this._min(t,e),this._values.max=this._max(t,e),r},_min:function(t,e){return Math.min(t,e)},_max:function(t,e){return Math.max(t,e)},_createLabel:function(t,e){var i;return null===t?(i=this._getLabelConstructorParameters(t,e),t=n(\"<div />\").appendTo(this.element)[this._labelType()](i)):(i=this._getLabelRefreshParameters(t,e),t[this._labelType()](i)),t},_getLabelConstructorParameters:function(t,e){return{handle:e,handleType:this._handleType(),formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getLabelRefreshParameters:function(){return{formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getFormatter:function(){return this.options.formatter===!1||null===this.options.formatter?this._defaultFormatter:this.options.formatter},_defaultFormatter:function(t){return Math.round(t)},_destroyLabel:function(t){return null!==t&&(t[this._labelType()](\"destroy\"),t.remove(),t=null),t},_createLabels:function(){this.labels.left=this._createLabel(this.labels.left,this.leftHandle),this.labels.right=this._createLabel(this.labels.right,this.rightHandle),this._leftLabel(\"pair\",this.labels.right)},_destroyLabels:function(){this.labels.left=this._destroyLabel(this.labels.left),this.labels.right=this._destroyLabel(this.labels.right)},_stepRatio:function(){return this._leftHandle(\"stepRatio\")},_scrollRightClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar(\"startScroll\"),this._bindStopScroll(),void this._continueScrolling(\"scrollRight\",4*this._stepRatio(),1)):!1},_continueScrolling:function(t,e,i,n){if(!this.options.enabled)return!1;this._bar(t,i),n=n||5,n--;var r=this,s=16,o=Math.max(1,4/this._stepRatio());this._scrollTimeout=setTimeout(function(){0===n&&(e>s?e=Math.max(s,e/1.5):i=Math.min(o,2*i),n=5),r._continueScrolling(t,e,i,n)},e)},_scrollLeftClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar(\"startScroll\"),this._bindStopScroll(),void this._continueScrolling(\"scrollLeft\",4*this._stepRatio(),1)):!1},_bindStopScroll:function(){var t=this;this._stopScrollHandle=function(e){e.preventDefault(),t._stopScroll()},n(document).bind(\"mouseup touchend\",this._stopScrollHandle)},_stopScroll:function(){n(document).unbind(\"mouseup touchend\",this._stopScrollHandle),this._stopScrollHandle=null,this._bar(\"stopScroll\"),clearTimeout(this._scrollTimeout)},_createRuler:function(){this.ruler=n(\"<div class='bk-ui-rangeSlider-ruler' />\").appendTo(this.innerBar)},_setRulerParameters:function(){this.ruler.ruler({min:this.options.bounds.min,max:this.options.bounds.max,scales:this.options.scales})},_destroyRuler:function(){null!==this.ruler&&n.fn.ruler&&(this.ruler.ruler(\"destroy\"),this.ruler.remove(),this.ruler=null)},_updateRuler:function(){this._destroyRuler(),this.options.scales!==!1&&n.fn.ruler&&(this._createRuler(),this._setRulerParameters())},values:function(t,e){var i;if(\"undefined\"!=typeof t&&\"undefined\"!=typeof e){if(!this._initialized)return this._values.min=t,this._values.max=e,this._values;this._deactivateLabels(),i=this._bar(\"values\",t,e),this._changed(!0),this._reactivateLabels()}else i=this._bar(\"values\",t,e);return i},min:function(t){return this._values.min=this.values(t,this._values.max).min,this._values.min},max:function(t){return this._values.max=this.values(this._values.min,t).max,this._values.max},bounds:function(t,e){return this._isValidValue(t)&&this._isValidValue(e)&&e>t&&(this._setBounds(t,e),this._updateRuler(),this._changed(!0)),this.options.bounds},_isValidValue:function(t){return\"undefined\"!=typeof t&&parseFloat(t)===t},_setBounds:function(t,e){this.options.bounds={min:t,max:e},this._leftHandle(\"option\",\"bounds\",this.options.bounds),this._rightHandle(\"option\",\"bounds\",this.options.bounds),this._bar(\"option\",\"bounds\",this.options.bounds)},zoomIn:function(t){this._bar(\"zoomIn\",t)},zoomOut:function(t){this._bar(\"zoomOut\",t)},scrollLeft:function(t){this._bar(\"startScroll\"),this._bar(\"scrollLeft\",t),this._bar(\"stopScroll\")},scrollRight:function(t){this._bar(\"startScroll\"),this._bar(\"scrollRight\",t),this._bar(\"stopScroll\")},resize:function(){this._initWidth(),this._leftHandle(\"update\"),this._rightHandle(\"update\"),this._bar(\"update\")},enable:function(){this.toggle(!0)},disable:function(){this.toggle(!1)},toggle:function(t){void 0===t&&(t=!this.options.enabled),this.options.enabled!==t&&this._toggle(t)},_toggle:function(t){this.options.enabled=t,this.element.toggleClass(\"bk-ui-rangeSlider-disabled\",!t);var e=t?\"enable\":\"disable\";this._bar(e),this._leftHandle(e),this._rightHandle(e),this._leftLabel(e),this._rightLabel(e)},destroy:function(){this.element.removeClass(\"bk-ui-rangeSlider-withArrows bk-ui-rangeSlider-noArrow 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e,i=t.data;if(!(0!=t.which&&i.which>0&&t.which!=i.which)&&!n(t.target).is(i.not)&&(!i.handle||n(t.target).closest(i.handle,t.currentTarget).length)&&(o.touched=\"touchstart\"==t.type?this:null,i.propagates=1,i.mousedown=this,i.interactions=[o.interaction(this,i)],i.target=t.target,i.pageX=t.pageX,i.pageY=t.pageY,i.dragging=null,e=o.hijack(t,\"draginit\",i),i.propagates))return e=o.flatten(e),e&&e.length&&(i.interactions=[],n.each(e,function(){i.interactions.push(o.interaction(this,i))})),i.propagates=i.interactions.length,i.drop!==!1&&s.drop&&s.drop.handler(t,i),o.textselect(!1),o.touched?r.add(o.touched,\"touchmove touchend\",o.handler,i):r.add(document,\"mousemove mouseup\",o.handler,i),!o.touched||i.live?!1:void 0}},interaction:function(t,e){var i=n(t)[e.relative?\"position\":\"offset\"]()||{top:0,left:0};return{drag:t,callback:new o.callback,droppable:[],offset:i}},handler:function(t){var 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l,u,h,c={event:t.originalEvent,type:t.type},p=e.indexOf(\"drop\")?\"drag\":\"drop\",d=s||0,f=isNaN(s)?i.interactions.length:s;t.type=e,t.originalEvent=null,i.results=[];do if(u=i.interactions[d]){if(\"dragend\"!==e&&u.cancelled)continue;h=o.properties(t,i,u),\n",
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n.removeData(this,\"suppress.\"+t.type):a.apply(this,arguments)};var l=r.fixHooks.touchstart=r.fixHooks.touchmove=r.fixHooks.touchend=r.fixHooks.touchcancel={props:\"clientX clientY pageX pageY screenX screenY\".split(\" \"),filter:function(t,e){if(e){var i=e.touches&&e.touches[0]||e.changedTouches&&e.changedTouches[0]||null;i&&n.each(l.props,function(e,n){t[n]=i[n]})}return t}};s.draginit=s.dragstart=s.dragend=o},{jquery:18}],302:[function(t,e,i){var n=t(\"jquery\");t(\"jquery_event_drag\");n.fn.drop=function(t,e,i){var r=\"string\"==typeof t?t:\"\",s=n.isFunction(t)?t:n.isFunction(e)?e:null;return 0!==r.indexOf(\"drop\")&&(r=\"drop\"+r),i=(t==s?e:i)||{},s?this.bind(r,i,s):this.trigger(r)},n.drop=function(t){t=t||{},o.multi=t.multi===!0?1/0:t.multi===!1?1:isNaN(t.multi)?o.multi:t.multi,o.delay=t.delay||o.delay,o.tolerance=n.isFunction(t.tolerance)?t.tolerance:null===t.tolerance?null:o.tolerance,o.mode=t.mode||o.mode||\"intersect\"};var 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t=n.data(this,o.datakey);t.active=[],t.anyactive=0,t.winner=0}),e.droppable=i,s.drag.hijack(t,\"dropinit\",e);break;case\"mousemove\":case\"touchmove\":o.event=t,o.timer||o.tolerate(e);break;case\"mouseup\":case\"touchend\":o.timer=clearTimeout(o.timer),e.propagates&&(s.drag.hijack(t,\"drop\",e),s.drag.hijack(t,\"dropend\",e))}},locate:function(t,e){var i=n.data(t,o.datakey),r=n(t),s=r.offset()||{},a=r.outerHeight(),l=r.outerWidth(),u={elem:t,width:l,height:a,top:s.top,left:s.left,right:s.left+l,bottom:s.top+a};return i&&(i.location=u,i.index=e,i.elem=t),u},contains:function(t,e){return(e[0]||e.left)>=t.left&&(e[0]||e.right)<=t.right&&(e[1]||e.top)>=t.top&&(e[1]||e.bottom)<=t.bottom},modes:{intersect:function(t,e,i){return this.contains(i,[t.pageX,t.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(t,e,i){return Math.max(0,Math.min(i.bottom,e.bottom)-Math.max(i.top,e.top))*Math.max(0,Math.min(i.right,e.right)-Math.max(i.left,e.left))},fit:function(t,e,i){return this.contains(i,e)?1:0},middle:function(t,e,i){return this.contains(i,[e.left+.5*e.width,e.top+.5*e.height])?1:0}},sort:function(t,e){return e.winner-t.winner||t.index-e.index},tolerate:function(t){var e,i,r,a,l,u,h,c,p=0,d=t.interactions.length,f=[o.event.pageX,o.event.pageY],g=o.tolerance||o.modes[o.mode];do if(c=t.interactions[p]){if(!c)return;c.drop=[],l=[],u=c.droppable.length,g&&(r=o.locate(c.proxy)),e=0;do if(h=c.droppable[e]){if(a=n.data(h,o.datakey),i=a.location,!i)continue;a.winner=g?g.call(o,o.event,r,i):o.contains(i,f)?1:0,l.push(a)}while(++e<u);l.sort(o.sort),e=0;do(a=l[e])&&(a.winner&&c.drop.length<o.multi?(a.active[p]||a.anyactive||(s.drag.hijack(o.event,\"dropstart\",t,p,a.elem)[0]!==!1?(a.active[p]=1,a.anyactive+=1):a.winner=0),a.winner&&c.drop.push(a.elem)):a.active[p]&&1==a.anyactive&&(s.drag.hijack(o.event,\"dropend\",t,p,a.elem),a.active[p]=0,a.anyactive-=1));while(++e<u)}while(++p<d);o.last&&f[0]==o.last.pageX&&f[1]==o.last.pageY?delete 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n=this._compare,r=e(i,n);this._array=t.setIntersection(this._array,r,n)},n.prototype.differenceUpdate=function(i){var n=this._compare,r=e(i,n);this._array=t.setDifference(this._array,r,n)},n.prototype.symmetricDifferenceUpdate=function(i){var n=this._compare,r=e(i,n);this._array=t.setSymmetricDifference(this._array,r,n)},n}(t.ArrayBase);t.UniqueArray=i}(n||(n={}));var s;!function(t){!function(t){t[t.Le=0]=\"Le\",t[t.Ge=1]=\"Ge\",t[t.Eq=2]=\"Eq\"}(t.Operator||(t.Operator={}));var e=(t.Operator,function(){function e(e,n,r){\"undefined\"==typeof r&&(r=t.Strength.required),this._id=i++,this._operator=n,this._expression=e,this._strength=t.Strength.clip(r)}return e.Compare=function(t,e){return t.id()-e.id()},e.prototype.id=function(){return this._id},e.prototype.expression=function(){return this._expression},e.prototype.op=function(){return this._operator},e.prototype.strength=function(){return this._strength},e}());t.Constraint=e;var i=0}(s||(s={}));var s;!function(t){function e(t){return 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Math.max(0,Math.min(t.required,e))}t.create=e,t.required=e(1e3,1e3,1e3),t.strong=e(1,0,0),t.medium=e(0,1,0),t.weak=e(0,0,1),t.clip=i}(t.Strength||(t.Strength={}));t.Strength}(s||(s={}));var s;!function(t){function e(t){var e=1e-8;return 0>t?e>-t:e>t}function i(){return t.createMap(t.Constraint.Compare)}function n(){return t.createMap(l.Compare)}function r(){return t.createMap(t.Variable.Compare)}function s(){return t.createMap(t.Variable.Compare)}var o=function(){function o(){this._cnMap=i(),this._rowMap=n(),this._varMap=r(),this._editMap=s(),this._infeasibleRows=[],this._objective=new h,this._artificial=null,this._idTick=0}return o.prototype.addConstraint=function(t){var i=this._cnMap.find(t);if(void 0!==i)throw new Error(\"duplicate constraint\");var n=this._createRow(t),r=n.row,s=n.tag,o=this._chooseSubject(r,s);if(0===o.type()&&r.allDummies()){if(!e(r.constant()))throw new Error(\"unsatifiable constraint\");o=s.marker}if(0===o.type()){if(!this._addWithArtificialVariable(r))throw new Error(\"unsatisfiable constraint\")}else r.solveFor(o),this._substitute(o,r),this._rowMap.insert(o,r);this._cnMap.insert(t,s),this._optimize(this._objective)},o.prototype.removeConstraint=function(t){var e=this._cnMap.erase(t);if(void 0===e)throw new Error(\"unknown constraint\");this._removeConstraintEffects(t,e.second);var i=e.second.marker,n=this._rowMap.erase(i);if(void 0===n){var r=this._getMarkerLeavingSymbol(i);if(0===r.type())throw new Error(\"failed to find leaving row\");n=this._rowMap.erase(r),n.second.solveForEx(r,i),this._substitute(i,n.second)}this._optimize(this._objective)},o.prototype.hasConstraint=function(t){return this._cnMap.contains(t)},o.prototype.addEditVariable=function(e,i){var n=this._editMap.find(e);if(void 0!==n)throw new Error(\"duplicate edit variable\");if(i=t.Strength.clip(i),i===t.Strength.required)throw new Error(\"bad required strength\");var r=new t.Expression(e),s=new t.Constraint(r,2,i);this.addConstraint(s);var o=this._cnMap.find(s).second,a={tag:o,constraint:s,constant:0};this._editMap.insert(e,a)},o.prototype.removeEditVariable=function(t){var e=this._editMap.erase(t);if(void 0===e)throw new Error(\"unknown edit variable\");this.removeConstraint(e.second.constraint)},o.prototype.hasEditVariable=function(t){return this._editMap.contains(t)},o.prototype.suggestValue=function(t,e){var i=this._editMap.find(t);if(void 0===i)throw new Error(\"unknown edit variable\");var n=this._rowMap,r=i.second,s=e-r.constant;r.constant=e;var o=r.tag.marker,a=n.find(o);if(void 0!==a)return a.second.add(-s)<0&&this._infeasibleRows.push(o),void this._dualOptimize();var l=r.tag.other,a=n.find(l);if(void 0!==a)return a.second.add(s)<0&&this._infeasibleRows.push(l),void this._dualOptimize();for(var u=0,h=n.size();h>u;++u){var a=n.itemAt(u),c=a.second,p=c.coefficientFor(o);0!==p&&c.add(s*p)<0&&1!==a.first.type()&&this._infeasibleRows.push(a.first)}this._dualOptimize()},o.prototype.updateVariables=function(){for(var t=this._varMap,e=this._rowMap,i=0,n=t.size();n>i;++i){var r=t.itemAt(i),s=e.find(r.second);void 0!==s?r.first.setValue(s.second.constant()):r.first.setValue(0)}},o.prototype._getVarSymbol=function(t){var e=this,i=function(){return e._makeSymbol(1)};return this._varMap.setDefault(t,i).second},o.prototype._createRow=function(i){for(var n=i.expression(),r=new h(n.constant()),s=n.terms(),o=0,a=s.size();a>o;++o){var l=s.itemAt(o);if(!e(l.second)){var c=this._getVarSymbol(l.first),p=this._rowMap.find(c);void 0!==p?r.insertRow(p.second,l.second):r.insertSymbol(c,l.second)}}var d=this._objective,f=i.strength(),g={marker:u,other:u};switch(i.op()){case 0:case 1:var m=0===i.op()?1:-1,_=this._makeSymbol(2);if(g.marker=_,r.insertSymbol(_,m),f<t.Strength.required){var v=this._makeSymbol(3);g.other=v,r.insertSymbol(v,-m),d.insertSymbol(v,f)}break;case 2:if(f<t.Strength.required){var y=this._makeSymbol(3),b=this._makeSymbol(3);g.marker=y,g.other=b,r.insertSymbol(y,-1),r.insertSymbol(b,1),d.insertSymbol(y,f),d.insertSymbol(b,f)}else{var w=this._makeSymbol(4);g.marker=w,r.insertSymbol(w)}}return r.constant()<0&&r.reverseSign(),{row:r,tag:g}},o.prototype._chooseSubject=function(t,e){for(var i=t.cells(),n=0,r=i.size();r>n;++n){var s=i.itemAt(n);if(1===s.first.type())return s.first}var o=e.marker.type();return(2===o||3===o)&&t.coefficientFor(e.marker)<0?e.marker:(o=e.other.type(),(2===o||3===o)&&t.coefficientFor(e.other)<0?e.other:u)},o.prototype._addWithArtificialVariable=function(t){var i=this._makeSymbol(2);this._rowMap.insert(i,t.copy()),this._artificial=t.copy(),this._optimize(this._artificial);var n=e(this._artificial.constant());this._artificial=null;var r=this._rowMap.erase(i);if(void 0!==r){var s=r.second;if(s.isConstant())return n;var o=this._anyPivotableSymbol(s);if(0===o.type())return!1;s.solveForEx(i,o),this._substitute(o,s),this._rowMap.insert(o,s)}for(var a=this._rowMap,l=0,u=a.size();u>l;++l)a.itemAt(l).second.removeSymbol(i);return this._objective.removeSymbol(i),n},o.prototype._substitute=function(t,e){for(var i=this._rowMap,n=0,r=i.size();r>n;++n){var s=i.itemAt(n);s.second.substitute(t,e),s.second.constant()<0&&1!==s.first.type()&&this._infeasibleRows.push(s.first)}this._objective.substitute(t,e),this._artificial&&this._artificial.substitute(t,e)},o.prototype._optimize=function(t){for(;;){var e=this._getEnteringSymbol(t);if(0===e.type())return;var i=this._getLeavingSymbol(e);if(0===i.type())throw new Error(\"the objective is unbounded\");var n=this._rowMap.erase(i).second;n.solveForEx(i,e),this._substitute(e,n),this._rowMap.insert(e,n)}},o.prototype._dualOptimize=function(){for(var t=this._rowMap,e=this._infeasibleRows;0!==e.length;){var i=e.pop(),n=t.find(i);if(void 0!==n&&n.second.constant()<0){var r=this._getDualEnteringSymbol(n.second);if(0===r.type())throw new Error(\"dual optimize failed\");var s=n.second;t.erase(i),s.solveForEx(i,r),this._substitute(r,s),t.insert(r,s)}}},o.prototype._getEnteringSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first;if(r.second<0&&4!==s.type())return s}return u},o.prototype._getDualEnteringSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=t.cells(),r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first,l=o.second;if(l>0&&4!==a.type()){var h=this._objective.coefficientFor(a),c=h/l;e>c&&(e=c,i=a)}}return i},o.prototype._getLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=this._rowMap,r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first;if(1!==a.type()){var l=o.second,h=l.coefficientFor(t);if(0>h){var c=-l.constant()/h;e>c&&(e=c,i=a)}}}return i},o.prototype._getMarkerLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=e,n=e,r=u,s=r,o=r,a=r,l=this._rowMap,h=0,c=l.size();c>h;++h){var p=l.itemAt(h),d=p.second,f=d.coefficientFor(t);if(0!==f){var g=p.first;if(1===g.type())a=g;else if(0>f){var m=-d.constant()/f;i>m&&(i=m,s=g)}else{var m=d.constant()/f;n>m&&(n=m,o=g)}}}return s!==r?s:o!==r?o:a},o.prototype._removeConstraintEffects=function(t,e){3===e.marker.type()&&this._removeMarkerEffects(e.marker,t.strength()),3===e.other.type()&&this._removeMarkerEffects(e.other,t.strength())},o.prototype._removeMarkerEffects=function(t,e){var i=this._rowMap.find(t);void 0!==i?this._objective.insertRow(i.second,-e):this._objective.insertSymbol(t,-e)},o.prototype._anyPivotableSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first.type();if(2===s||3===s)return r.first}return u},o.prototype._makeSymbol=function(t){return new l(t,this._idTick++)},o}();t.Solver=o;var a;!function(t){t[t.Invalid=0]=\"Invalid\",t[t.External=1]=\"External\",t[t.Slack=2]=\"Slack\",t[t.Error=3]=\"Error\",t[t.Dummy=4]=\"Dummy\"}(a||(a={}));var l=function(){function t(t,e){this._id=e,this._type=t}return t.Compare=function(t,e){return t.id()-e.id()},t.prototype.id=function(){return this._id},t.prototype.type=function(){return this._type},t}(),u=new l(0,-1),h=function(){function i(e){\"undefined\"==typeof e&&(e=0),this._cellMap=t.createMap(l.Compare),this._constant=e}return i.prototype.cells=function(){return this._cellMap},i.prototype.constant=function(){return this._constant},i.prototype.isConstant=function(){return this._cellMap.empty()},i.prototype.allDummies=function(){for(var t=this._cellMap,e=0,i=t.size();i>e;++e){var n=t.itemAt(e);if(4!==n.first.type())return!1}return!0},i.prototype.copy=function(){var t=new i(this._constant);return t._cellMap=this._cellMap.copy(),t},i.prototype.add=function(t){return this._constant+=t},i.prototype.insertSymbol=function(t,i){\"undefined\"==typeof i&&(i=1);var n=this._cellMap.setDefault(t,function(){return 0});e(n.second+=i)&&this._cellMap.erase(t)},i.prototype.insertRow=function(t,e){\"undefined\"==typeof e&&(e=1),this._constant+=t._constant*e;for(var i=t._cellMap,n=0,r=i.size();r>n;++n){var s=i.itemAt(n);this.insertSymbol(s.first,s.second*e)}},i.prototype.removeSymbol=function(t){this._cellMap.erase(t)},i.prototype.reverseSign=function(){this._constant=-this._constant;for(var t=this._cellMap,e=0,i=t.size();i>e;++e){var n=t.itemAt(e);n.second=-n.second}},i.prototype.solveFor=function(t){var e=this._cellMap,i=e.erase(t),n=-1/i.second;this._constant*=n;for(var r=0,s=e.size();s>r;++r)e.itemAt(r).second*=n},i.prototype.solveForEx=function(t,e){this.insertSymbol(t,-1),this.solveFor(e)},i.prototype.coefficientFor=function(t){var e=this._cellMap.find(t);return void 0!==e?e.second:0},i.prototype.substitute=function(t,e){var i=this._cellMap.erase(t);void 0!==i&&this.insertRow(e,i.second)},i}()}(s||(s={})),e.exports=s},{}],304:[function(t,e,i){function n(t,e,i,n){var r,s,o=Math.pow(10,e);return s=(i(t*o)/o).toFixed(e),n&&(r=new RegExp(\"0{1,\"+n+\"}$\"),s=s.replace(r,\"\")),s}function r(t,e,i,n){var r;return 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style='width:10000px' />\").appendTo($topPanelScroller),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),$viewport=$(\"<div class='bk-slick-viewport' style='width:100%;overflow:auto;outline:0;position:relative;;'>\").appendTo($container),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),$canvas=$(\"<div class='grid-canvas' />\").appendTo($viewport),$focusSink2=$focusSink.clone().appendTo($container),options.explicitInitialization||finishInitialization()}function finishInitialization(){initialized||(initialized=!0,viewportW=parseFloat($.css($container[0],\"width\",!0)),measureCellPaddingAndBorder(),disableSelection($headers),options.enableTextSelectionOnCells||$viewport.bind(\"selectstart.ui\",function(t){return $(t.target).is(\"input,textarea\")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.bind(\"resize.bk-slickgrid\",resizeCanvas),$viewport.bind(\"scroll\",handleScroll),$headerScroller.bind(\"contextmenu\",handleHeaderContextMenu).bind(\"click\",handleHeaderClick).delegate(\".bk-slick-header-column\",\"mouseenter\",handleHeaderMouseEnter).delegate(\".bk-slick-header-column\",\"mouseleave\",handleHeaderMouseLeave),$headerRowScroller.bind(\"scroll\",handleHeaderRowScroll),$focusSink.add($focusSink2).bind(\"keydown\",handleKeyDown),$canvas.bind(\"keydown\",handleKeyDown).bind(\"click\",handleClick).bind(\"dblclick\",handleDblClick).bind(\"contextmenu\",handleContextMenu).bind(\"draginit\",handleDragInit).bind(\"dragstart\",{distance:3},handleDragStart).bind(\"drag\",handleDrag).bind(\"dragend\",handleDragEnd).delegate(\".bk-slick-cell\",\"mouseenter\",handleMouseEnter).delegate(\".bk-slick-cell\",\"mouseleave\",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.bind(\"mousewheel\",handleMouseWheel))}function registerPlugin(t){plugins.unshift(t),t.init(self)}function unregisterPlugin(t){for(var e=plugins.length;e>=0;e--)if(plugins[e]===t){plugins[e].destroy&&plugins[e].destroy(),plugins.splice(e,1);break}}function setSelectionModel(t){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),selectionModel=t,selectionModel&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var t=$(\"<div style='position:absolute; top:-10000px; left:-10000px; width:100px; height:100px; overflow:scroll;'></div>\").appendTo(\"body\"),e={width:t.width()-t[0].clientWidth,height:t.height()-t[0].clientHeight};return t.remove(),e}function getHeadersWidth(){for(var t=0,e=0,i=columns.length;i>e;e++){var n=columns[e].width;t+=n}return t+=scrollbarDimensions.width,Math.max(t,viewportW)+1e3}function getCanvasWidth(){for(var t=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,e=0,i=columns.length;i--;)e+=columns[i].width;return options.fullWidthRows?Math.max(e,t):e}function updateCanvasWidth(t){var e=canvasWidth;canvasWidth=getCanvasWidth(),canvasWidth!=e&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width),$headerRowSpacer.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),(canvasWidth!=e||t)&&applyColumnWidths()}function disableSelection(t){t&&t.jquery&&t.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").bind(\"selectstart.ui\",function(){return!1})}function getMaxSupportedCssHeight(){for(var t=1e6,e=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,i=$(\"<div style='display:none' />\").appendTo(document.body);;){var n=2*t;if(i.css(\"height\",n),n>e||i.height()!==n)break;t=n}return i.remove(),t}function bindAncestorScrollEvents(){for(var t=$canvas[0];(t=t.parentNode)!=document.body&&null!=t;)if(t==$viewport[0]||t.scrollWidth!=t.clientWidth||t.scrollHeight!=t.clientHeight){var e=$(t);$boundAncestors=$boundAncestors?$boundAncestors.add(e):e,e.bind(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.unbind(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(t,e,i){if(initialized){var n=getColumnIndex(t);if(null!=n){var r=columns[n],s=$headers.children().eq(n);s&&(void 0!==e&&(columns[n].name=e),void 0!==i&&(columns[n].toolTip=i),trigger(self.onBeforeHeaderCellDestroy,{node:s[0],column:r}),s.attr(\"title\",i||\"\").children().eq(0).html(e),trigger(self.onHeaderCellRendered,{node:s[0],column:r}))}}}function getHeaderRow(){return $headerRow[0]}function getHeaderRowColumn(t){var e=getColumnIndex(t),i=$headerRow.children().eq(e);return i&&i[0]}function createColumnHeaders(){function t(){$(this).addClass(\"bk-ui-state-hover\")}function e(){$(this).removeClass(\"bk-ui-state-hover\")}$headers.find(\".bk-slick-header-column\").each(function(){var t=$(this).data(\"column\");t&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:t})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(\".bk-slick-headerrow-column\").each(function(){var t=$(this).data(\"column\");t&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:t})}),$headerRow.empty();for(var i=0;i<columns.length;i++){var n=columns[i],r=$(\"<div class='bk-ui-state-default bk-slick-header-column' />\").html(\"<span class='bk-slick-column-name'>\"+n.name+\"</span>\").width(n.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+n.id).attr(\"title\",n.toolTip||\"\").data(\"column\",n).addClass(n.headerCssClass||\"\").appendTo($headers);if((options.enableColumnReorder||n.sortable)&&r.on(\"mouseenter\",t).on(\"mouseleave\",e),n.sortable&&(r.addClass(\"bk-slick-header-sortable\"),r.append(\"<span class='bk-slick-sort-indicator' />\")),trigger(self.onHeaderCellRendered,{node:r[0],column:n}),options.showHeaderRow){var s=$(\"<div class='bk-ui-state-default bk-slick-headerrow-column l\"+i+\" r\"+i+\"'></div>\").data(\"column\",n).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:s[0],column:n})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&setupColumnReorder()}function setupColumnSort(){$headers.click(function(t){if(t.metaKey=t.metaKey||t.ctrlKey,!$(t.target).hasClass(\"bk-slick-resizable-handle\")){var e=$(t.target).closest(\".bk-slick-header-column\");if(e.length){var i=e.data(\"column\");if(i.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var n=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==i.id){n=sortColumns[r],n.sortAsc=!n.sortAsc;break}t.metaKey&&options.multiColumnSort?n&&sortColumns.splice(r,1):((t.shiftKey||t.metaKey)&&options.multiColumnSort||(sortColumns=[]),n?0==sortColumns.length&&sortColumns.push(n):(n={columnId:i.id,sortAsc:i.defaultSortAsc},sortColumns.push(n))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(t){return{sortCol:columns[getColumnIndex(t.columnId)],sortAsc:t.sortAsc}})},t):trigger(self.onSort,{multiColumnSort:!1,sortCol:i,sortAsc:n.sortAsc},t)}}}})}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\"),$headers.sortable({containment:\"parent\",distance:3,axis:\"x\",cursor:\"default\",tolerance:\"intersection\",helper:\"clone\",placeholder:\"bk-slick-sortable-placeholder bk-ui-state-default bk-slick-header-column\",start:function(t,e){e.placeholder.width(e.helper.outerWidth()-headerColumnWidthDiff),$(e.helper).addClass(\"bk-slick-header-column-active\")},beforeStop:function(t,e){$(e.helper).removeClass(\"bk-slick-header-column-active\")},stop:function(t){if(!getEditorLock().commitCurrentEdit())return void $(this).sortable(\"cancel\");for(var e=$headers.sortable(\"toArray\"),i=[],n=0;n<e.length;n++)i.push(columns[getColumnIndex(e[n].replace(uid,\"\"))]);setColumns(i),trigger(self.onColumnsReordered,{}),t.stopPropagation(),setupColumnResize()}})}function setupColumnResize(){var t,e,i,n,r,s,o,a,l;r=$headers.children(),r.find(\".bk-slick-resizable-handle\").remove(),r.each(function(t,e){columns[t].resizable&&(void 0===a&&(a=t),l=t)}),void 0!==a&&r.each(function(u,h){a>u||options.forceFitColumns&&u>=l||(t=$(h),$(\"<div class='bk-slick-resizable-handle' />\").appendTo(h).bind(\"dragstart\",function(t,a){if(!getEditorLock().commitCurrentEdit())return!1;n=t.pageX,$(this).parent().addClass(\"bk-slick-header-column-active\");var l=null,h=null;if(r.each(function(t,e){columns[t].previousWidth=$(e).outerWidth()}),options.forceFitColumns)for(l=0,h=0,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(null!==h&&(i.maxWidth?h+=i.maxWidth-i.previousWidth:h=null),l+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));var c=0,p=0;for(e=0;u>=e;e++)i=columns[e],i.resizable&&(null!==p&&(i.maxWidth?p+=i.maxWidth-i.previousWidth:p=null),c+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));null===l&&(l=1e5),null===c&&(c=1e5),null===h&&(h=1e5),null===p&&(p=1e5),o=n+Math.min(l,p),s=n-Math.min(c,h)}).bind(\"drag\",function(t,a){var l,h,c=Math.min(o,Math.max(s,t.pageX))-n;if(0>c){for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0))}else{for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).bind(\"dragend\",function(t,n){var s;for($(this).parent().removeClass(\"bk-slick-header-column-active\"),e=0;e<r.length;e++)i=columns[e],s=$(r[e]).outerWidth(),i.previousWidth!==s&&i.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{})}))})}function getVBoxDelta(t){var e=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],i=0;return $.each(e,function(e,n){i+=parseFloat(t.css(n))||0}),i}function measureCellPaddingAndBorder(){var t,e=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],i=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"];t=$(\"<div class='bk-ui-state-default bk-slick-header-column' style='visibility:hidden'>-</div>\").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,\"border-box\"!=t.css(\"box-sizing\")&&\"border-box\"!=t.css(\"-moz-box-sizing\")&&\"border-box\"!=t.css(\"-webkit-box-sizing\")&&($.each(e,function(e,i){headerColumnWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){headerColumnHeightDiff+=parseFloat(t.css(i))||0})),t.remove();var n=$(\"<div class='bk-slick-row' />\").appendTo($canvas);t=$(\"<div class='bk-slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(n),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=t.css(\"box-sizing\")&&\"border-box\"!=t.css(\"-moz-box-sizing\")&&\"border-box\"!=t.css(\"-webkit-box-sizing\")&&($.each(e,function(e,i){cellWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){cellHeightDiff+=parseFloat(t.css(i))||0})),n.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var t=options.rowHeight-cellHeightDiff,e=[\".\"+uid+\" .bk-slick-header-column { left: 1000px; }\",\".\"+uid+\" .bk-slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .bk-slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .bk-slick-cell { height:\"+t+\"px; }\",\".\"+uid+\" .bk-slick-row { height:\"+options.rowHeight+\"px; }\"],i=0;i<columns.length;i++)e.push(\".\"+uid+\" .l\"+i+\" { }\"),e.push(\".\"+uid+\" .r\"+i+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=e.join(\" \"):$style[0].appendChild(document.createTextNode(e.join(\" \")))}function getColumnCssRules(t){if(!stylesheet){for(var e=document.styleSheets,i=0;i<e.length;i++)if((e[i].ownerNode||e[i].owningElement)==$style[0]){stylesheet=e[i];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];for(var n,r,s=stylesheet.cssRules||stylesheet.rules,i=0;i<s.length;i++){var o=s[i].selectorText;(n=/\\.l\\d+/.exec(o))?(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesL[r]=s[i]):(n=/\\.r\\d+/.exec(o))&&(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesR[r]=s[i])}}return{left:columnCssRulesL[t],right:columnCssRulesR[t]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{});for(var t=plugins.length;t--;)unregisterPlugin(plugins[t]);options.enableColumnReorder&&$headers.filter(\":ui-sortable\").sortable(\"destroy\"),unbindAncestorScrollEvents(),$container.unbind(\".bk-slickgrid\"),removeCssRules(),$canvas.unbind(\"draginit dragstart dragend drag\"),$container.empty().removeClass(uid)}function trigger(t,e,i){return i=i||new Slick.EventData,e=e||{},e.grid=self,t.notify(e,i,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(t){return columnsById[t]}function autosizeColumns(){var t,e,i,n=[],r=0,s=0,o=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(t=0;t<columns.length;t++)e=columns[t],n.push(e.width),s+=e.width,e.resizable&&(r+=e.width-Math.max(e.minWidth,absoluteColumnMinWidth));for(i=s;s>o&&r;){var a=(s-o)/r;for(t=0;t<columns.length&&s>o;t++){e=columns[t];var l=n[t];if(!(!e.resizable||l<=e.minWidth||absoluteColumnMinWidth>=l)){var u=Math.max(e.minWidth,absoluteColumnMinWidth),h=Math.floor(a*(l-u))||1;h=Math.min(h,l-u),s-=h,r-=h,n[t]-=h}}if(s>=i)break;i=s}for(i=s;o>s;){var c=o/s;for(t=0;t<columns.length&&o>s;t++){e=columns[t];var p,d=n[t];p=!e.resizable||e.maxWidth<=d?0:Math.min(Math.floor(c*d)-d,e.maxWidth-d||1e6)||1,s+=p,n[t]+=p}if(i>=s)break;i=s}var f=!1;for(t=0;t<columns.length;t++)columns[t].rerenderOnResize&&columns[t].width!=n[t]&&(f=!0),columns[t].width=n[t];applyColumnHeaderWidths(),updateCanvasWidth(!0),f&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var t,e=0,i=$headers.children(),n=i.length;n>e;e++)t=$(i[e]),t.width()!==columns[e].width-headerColumnWidthDiff&&t.width(columns[e].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var t,e,i=0,n=0;n<columns.length;n++)t=columns[n].width,e=getColumnCssRules(n),e.left.style.left=i+\"px\",e.right.style.right=canvasWidth-i-t+\"px\",i+=columns[n].width}function setSortColumn(t,e){setSortColumns([{columnId:t,sortAsc:e}])}function setSortColumns(t){sortColumns=t;var e=$headers.children();e.removeClass(\"bk-slick-header-column-sorted\").find(\".bk-slick-sort-indicator\").removeClass(\"bk-slick-sort-indicator-asc bk-slick-sort-indicator-desc\"),$.each(sortColumns,function(t,i){null==i.sortAsc&&(i.sortAsc=!0);var n=getColumnIndex(i.columnId);null!=n&&e.eq(n).addClass(\"bk-slick-header-column-sorted\").find(\".bk-slick-sort-indicator\").addClass(i.sortAsc?\"bk-slick-sort-indicator-asc\":\"bk-slick-sort-indicator-desc\")})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(t,e){selectedRows=[];for(var i={},n=0;n<e.length;n++)for(var r=e[n].fromRow;r<=e[n].toRow;r++){i[r]||(selectedRows.push(r),i[r]={});for(var s=e[n].fromCell;s<=e[n].toCell;s++)canCellBeSelected(r,s)&&(i[r][columns[s].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,i),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows()},t)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var t=0,e=0,i=columns.length;i>e;e++)columnPosLeft[e]=t,columnPosRight[e]=t+columns[e].width,t+=columns[e].width}function setColumns(t){columns=t,columnsById={};for(var e=0;e<columns.length;e++){var i=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[i.id]=e,i.minWidth&&i.width<i.minWidth&&(i.width=i.minWidth),i.maxWidth&&i.width>i.maxWidth&&(i.width=i.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==t.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,t),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(t,e){data=t,invalidateAllRows(),updateRowCount(),e&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow?1:0)}function getDataItem(t){return data.getItem?data.getItem(t):data[t]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(t){options.showTopPanel!=t&&(options.showTopPanel=t,t?$topPanelScroller.slideDown(\"fast\",resizeCanvas):$topPanelScroller.slideUp(\"fast\",resizeCanvas))}function setHeaderRowVisibility(t){options.showHeaderRow!=t&&(options.showHeaderRow=t,t?$headerRowScroller.slideDown(\"fast\",resizeCanvas):$headerRowScroller.slideUp(\"fast\",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(t){return options.rowHeight*t-offset}function getRowFromPosition(t){return Math.floor((t+offset)/options.rowHeight)}function scrollTo(t){t=Math.max(t,0),t=Math.min(t,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var e=offset;page=Math.min(n-1,Math.floor(t/ph)),offset=Math.round(page*cj);var i=t-offset;if(offset!=e){var r=getVisibleRange(i);cleanupRows(r),updateRowPositions()}prevScrollTop!=i&&(vScrollDir=i+offset>prevScrollTop+e?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=i,trigger(self.onViewportChanged,{}))}function defaultFormatter(t,e,i,n,r){return null==i?\"\":(i+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(t,e){function i(t,e,i,n,r){return o.format(t,e,i,n,r)}var n=data.getItemMetadata&&data.getItemMetadata(t),r=n&&n.columns&&(n.columns[e.id]||n.columns[getColumnIndex(e.id)]),s=r&&r.formatter||n&&n.formatter||e.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(e)||options.defaultFormatter;if(void 0!==s.format){var o=s;s=i}return s}function getEditor(t,e){var i,n=columns[e],r=data.getItemMetadata&&data.getItemMetadata(t),s=r&&r.columns;return i=s&&s[n.id]&&void 0!==s[n.id].editor?s[n.id].editor:s&&s[e]&&void 0!==s[e].editor?s[e].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n),void 0!==i.default_view&&(i=i.default_view),i}function getDataItemValueForColumn(t,e){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(t,e):t[e.field]}function appendRowHtml(t,e,i,n){var r=getDataItem(e),s=n>e&&!r,o=\"bk-slick-row\"+(s?\" loading\":\"\")+(e===activeRow?\" active\":\"\")+(e%2==1?\" odd\":\" even\");r||(o+=\" \"+options.addNewRowCssClass);var a=data.getItemMetadata&&data.getItemMetadata(e);a&&a.cssClasses&&(o+=\" \"+a.cssClasses),t.push(\"<div class='bk-ui-widget-content \"+o+\"' style='top:\"+getRowTop(e)+\"px'>\");for(var l,u,h=0,c=columns.length;c>h;h++){if(u=columns[h],l=1,a&&a.columns){var p=a.columns[u.id]||a.columns[h];l=p&&p.colspan||1,\"*\"===l&&(l=c-h)}if(columnPosRight[Math.min(c-1,h+l-1)]>i.leftPx){if(columnPosLeft[h]>i.rightPx)break;appendCellHtml(t,e,h,l,r)}l>1&&(h+=l-1)}t.push(\"</div>\")}function appendCellHtml(t,e,i,n,r){var s=columns[i],o=\"bk-slick-cell l\"+i+\" r\"+Math.min(columns.length-1,i+n-1)+(s.cssClass?\" \"+s.cssClass:\"\");e===activeRow&&i===activeCell&&(o+=\" active\");for(var a in cellCssClasses)cellCssClasses[a][e]&&cellCssClasses[a][e][s.id]&&(o+=\" \"+cellCssClasses[a][e][s.id]);if(t.push(\"<div class='\"+o+\"'>\"),r){var l=getDataItemValueForColumn(r,s);t.push(getFormatter(e,s)(e,i,l,s,r))}t.push(\"</div>\"),rowsCache[e].cellRenderQueue.push(i),rowsCache[e].cellColSpans[i]=n}function cleanupRows(t){for(var e in rowsCache)(e=parseInt(e,10))!==activeRow&&(e<t.top||e>t.bottom)&&removeRowFromCache(e)}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){currentEditor&&makeActiveCellNormal();for(var t in rowsCache)removeRowFromCache(t)}function removeRowFromCache(t){var e=rowsCache[t];e&&(rowNodeFromLastMouseWheelEvent==e.rowNode?(e.rowNode.style.display=\"none\",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent):$canvas[0].removeChild(e.rowNode),delete rowsCache[t],delete postProcessedRows[t],renderedRows--,counter_rows_removed++)}function invalidateRows(t){var e,i;if(t&&t.length)for(vScrollDir=0,e=0,i=t.length;i>e;e++)currentEditor&&activeRow===t[e]&&makeActiveCellNormal(),rowsCache[t[e]]&&removeRowFromCache(t[e])}function invalidateRow(t){invalidateRows([t])}function updateCell(t,e){var i=getCellNode(t,e);if(i){var n=columns[e],r=getDataItem(t);currentEditor&&activeRow===t&&activeCell===e?currentEditor.loadValue(r):(i.innerHTML=r?getFormatter(t,n)(t,e,getDataItemValueForColumn(r,n),n,r):\"\",invalidatePostProcessingResults(t))}}function updateRow(t){var e=rowsCache[t];if(e){ensureCellNodesInRowsCache(t);var i=getDataItem(t);for(var n in e.cellNodesByColumnIdx)if(e.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n],s=e.cellNodesByColumnIdx[n];t===activeRow&&n===activeCell&&currentEditor?currentEditor.loadValue(i):i?s.innerHTML=getFormatter(t,r)(t,n,getDataItemValueForColumn(i,r),r,i):s.innerHTML=\"\"}invalidatePostProcessingResults(t)}}function getViewportHeight(){return parseFloat($.css($container[0],\"height\",!0))-parseFloat($.css($container[0],\"paddingTop\",!0))-parseFloat($.css($container[0],\"paddingBottom\",!0))-parseFloat($.css($headerScroller[0],\"height\"))-getVBoxDelta($headerScroller)-(options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0)-(options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0)}function resizeCanvas(){initialized&&(viewportH=options.autoHeight?options.rowHeight*getDataLengthIncludingAddNew():getViewportHeight(),numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportW=parseFloat($.css($container[0],\"width\",!0)),options.autoHeight||$viewport.height(viewportH),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updateRowCount(){if(initialized){var t=getDataLengthIncludingAddNew(),e=t+(options.leaveSpaceForNewRows?numVisibleRows-1:0),i=viewportHasVScroll;viewportHasVScroll=!options.autoHeight&&e*options.rowHeight>viewportH,makeActiveCellNormal();var r=t-1;for(var s in rowsCache)s>=r&&removeRowFromCache(s);activeCellNode&&activeRow>r&&resetActiveCell();var o=h;th=Math.max(options.rowHeight*e,viewportH-scrollbarDimensions.height),maxSupportedCssHeight>th?(h=ph=th,n=1,cj=0):(h=maxSupportedCssHeight,ph=h/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==o&&($canvas.css(\"height\",h),scrollTop=$viewport[0].scrollTop);var a=th-viewportH>=scrollTop+offset;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=o&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&i!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(t,e){return null==t&&(t=scrollTop),null==e&&(e=scrollLeft),{top:getRowFromPosition(t),bottom:getRowFromPosition(t+viewportH)+1,leftPx:e,rightPx:e+viewportW}}function getRenderedRange(t,e){var i=getVisibleRange(t,e),n=Math.round(viewportH/options.rowHeight),r=3;return-1==vScrollDir?(i.top-=n,i.bottom+=r):1==vScrollDir?(i.top-=r,i.bottom+=n):(i.top-=r,i.bottom+=r),i.top=Math.max(0,i.top),i.bottom=Math.min(getDataLengthIncludingAddNew()-1,i.bottom),i.leftPx-=viewportW,i.rightPx+=viewportW,i.leftPx=Math.max(0,i.leftPx),i.rightPx=Math.min(canvasWidth,i.rightPx),i}function ensureCellNodesInRowsCache(t){var e=rowsCache[t];if(e&&e.cellRenderQueue.length)for(var i=e.rowNode.lastChild;e.cellRenderQueue.length;){var n=e.cellRenderQueue.pop();e.cellNodesByColumnIdx[n]=i,i=i.previousSibling}}function cleanUpCells(t,e){var i=0,n=rowsCache[e],r=[];for(var s in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(s)){s=0|s;var o=n.cellColSpans[s];(columnPosLeft[s]>t.rightPx||columnPosRight[Math.min(columns.length-1,s+o-1)]<t.leftPx)&&(e!=activeRow||s!=activeCell)&&r.push(s)}for(var a;null!=(a=r.pop());)n.rowNode.removeChild(n.cellNodesByColumnIdx[a]),delete n.cellColSpans[a],delete n.cellNodesByColumnIdx[a],postProcessedRows[e]&&delete postProcessedRows[e][a],i++}function cleanUpAndRenderCells(t){for(var e,i,n,r=[],s=[],o=0,a=t.top,l=t.bottom;l>=a;a++)if(e=rowsCache[a]){ensureCellNodesInRowsCache(a),cleanUpCells(t,a),i=0;var u=data.getItemMetadata&&data.getItemMetadata(a);u=u&&u.columns;for(var h=getDataItem(a),c=0,p=columns.length;p>c&&!(columnPosLeft[c]>t.rightPx);c++)if(null==(n=e.cellColSpans[c])){if(n=1,u){var d=u[columns[c].id]||u[c];n=d&&d.colspan||1,\"*\"===n&&(n=p-c)}columnPosRight[Math.min(p-1,c+n-1)]>t.leftPx&&(appendCellHtml(r,a,c,n,h),i++),c+=n>1?n-1:0}else c+=n>1?n-1:0;i&&(o+=i,s.push(a))}if(r.length){var f=document.createElement(\"div\");f.innerHTML=r.join(\"\");for(var g,m;null!=(g=s.pop());){e=rowsCache[g];for(var _;null!=(_=e.cellRenderQueue.pop());)m=f.lastChild,e.rowNode.appendChild(m),e.cellNodesByColumnIdx[_]=m}}}function renderRows(t){for(var e=$canvas[0],i=[],n=[],r=!1,s=getDataLength(),o=t.top,a=t.bottom;a>=o;o++)rowsCache[o]||(renderedRows++,n.push(o),rowsCache[o]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(i,o,t,s),activeCellNode&&activeRow===o&&(r=!0),counter_rows_rendered++);if(n.length){var l=document.createElement(\"div\");l.innerHTML=i.join(\"\");for(var o=0,a=n.length;a>o;o++)rowsCache[n[o]].rowNode=e.appendChild(l.firstChild);\n",
       "        r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function invalidatePostProcessingResults(t){delete postProcessedRows[t],postProcessFromRow=Math.min(postProcessFromRow,t),postProcessToRow=Math.max(postProcessToRow,t),startPostProcessing()}function updateRowPositions(){for(var t in rowsCache)rowsCache[t].rowNode.style.top=getRowTop(t)+\"px\"}function render(){if(initialized){var t=getVisibleRange(),e=getRenderedRange();cleanupRows(e),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(e),renderRows(e),postProcessFromRow=t.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,t.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null}}function handleHeaderRowScroll(){var t=$headerRowScroller[0].scrollLeft;t!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=t)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var t=Math.abs(scrollTop-prevScrollTop),e=Math.abs(scrollLeft-prevScrollLeft);if(e&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft),t)if(vScrollDir=scrollTop>prevScrollTop?1:-1,prevScrollTop=scrollTop,viewportH>t)scrollTo(scrollTop+offset);else{var i=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),offset=Math.round(page*cj),i!=offset&&invalidateAllRows()}(e||t)&&(h_render&&clearTimeout(h_render),(Math.abs(lastRenderedScrollTop-scrollTop)>20||Math.abs(lastRenderedScrollLeft-scrollLeft)>20)&&(options.forceSyncScrolling||Math.abs(lastRenderedScrollTop-scrollTop)<viewportH&&Math.abs(lastRenderedScrollLeft-scrollLeft)<viewportW?render():h_render=setTimeout(render,50),trigger(self.onViewportChanged,{}))),trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop})}function asyncPostProcessRows(){for(var t=getDataLength();postProcessToRow>=postProcessFromRow;){var e=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,i=rowsCache[e];if(i&&!(e>=t)){postProcessedRows[e]||(postProcessedRows[e]={}),ensureCellNodesInRowsCache(e);for(var n in i.cellNodesByColumnIdx)if(i.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n];if(r.asyncPostRender&&!postProcessedRows[e][n]){var s=i.cellNodesByColumnIdx[n];s&&r.asyncPostRender(s,e,getDataItem(e),r),postProcessedRows[e][n]=!0}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function updateCellCssStylesOnRenderedRows(t,e){var i,n,r,s;for(var o in rowsCache){if(s=e&&e[o],r=t&&t[o],s)for(n in s)r&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).removeClass(s[n]));if(r)for(n in r)s&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).addClass(r[n]))}}function addCellCssStyles(t,e){if(cellCssClasses[t])throw\"addCellCssStyles: cell CSS hash with key '\"+t+\"' already exists.\";cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,null),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function removeCellCssStyles(t){cellCssClasses[t]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[t]),delete cellCssClasses[t],trigger(self.onCellCssStylesChanged,{key:t,hash:null}))}function setCellCssStyles(t,e){var i=cellCssClasses[t];cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,i),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function getCellCssStyles(t){return cellCssClasses[t]}function flashCell(t,e,i){function n(t){t&&setTimeout(function(){r.queue(function(){r.toggleClass(options.cellFlashingCssClass).dequeue(),n(t-1)})},i)}if(i=i||100,rowsCache[t]){var r=$(getCellNode(t,e));n(4)}}function handleMouseWheel(t){var e=$(t.target).closest(\".bk-slick-row\")[0];e!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=e&&($canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null),rowNodeFromLastMouseWheelEvent=e)}function handleDragInit(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragInit,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDragStart(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragStart,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDrag(t,e){return trigger(self.onDrag,e,t)}function handleDragEnd(t,e){trigger(self.onDragEnd,e,t)}function handleKeyDown(t){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},t);var e=t.isImmediatePropagationStopped();if(!e)if(t.shiftKey||t.altKey||t.ctrlKey)9!=t.which||!t.shiftKey||t.ctrlKey||t.altKey||(e=navigatePrev());else if(27==t.which){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else 34==t.which?(navigatePageDown(),e=!0):33==t.which?(navigatePageUp(),e=!0):37==t.which?e=navigateLeft():39==t.which?e=navigateRight():38==t.which?e=navigateUp():40==t.which?e=navigateDown():9==t.which?e=navigateNext():13==t.which&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable()),e=!0);if(e){t.stopPropagation(),t.preventDefault();try{t.originalEvent.keyCode=0}catch(i){}}}function handleClick(t){currentEditor||(t.target!=document.activeElement||$(t.target).hasClass(\"bk-slick-cell\"))&&setFocus();var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||activeCell==e.cell&&activeRow==e.row||!canCellBeActive(e.row,e.cell)||(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit())&&(scrollRowIntoView(e.row,!1),setActiveCellInternal(getCellNode(e.row,e.cell))))}function handleContextMenu(t){var e=$(t.target).closest(\".bk-slick-cell\",$canvas);0!==e.length&&(activeCellNode!==e[0]||null===currentEditor)&&trigger(self.onContextMenu,{},t)}function handleDblClick(t){var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onDblClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||options.editable&&gotoCell(e.row,e.cell,!0))}function handleHeaderMouseEnter(t){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\")},t)}function handleHeaderMouseLeave(t){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\")},t)}function handleHeaderContextMenu(t){var e=$(t.target).closest(\".bk-slick-header-column\",\".bk-slick-header-columns\"),i=e&&e.data(\"column\");trigger(self.onHeaderContextMenu,{column:i},t)}function handleHeaderClick(t){var e=$(t.target).closest(\".bk-slick-header-column\",\".bk-slick-header-columns\"),i=e&&e.data(\"column\");i&&trigger(self.onHeaderClick,{column:i},t)}function handleMouseEnter(t){trigger(self.onMouseEnter,{},t)}function handleMouseLeave(t){trigger(self.onMouseLeave,{},t)}function cellExists(t,e){return!(0>t||t>=getDataLength()||0>e||e>=columns.length)}function getCellFromPoint(t,e){for(var i=getRowFromPosition(e),n=0,r=0,s=0;s<columns.length&&t>r;s++)r+=columns[s].width,n++;return 0>n&&(n=0),{row:i,cell:n-1}}function getCellFromNode(t){var e=/l\\d+/.exec(t.className);if(!e)throw\"getCellFromNode: cannot get cell - \"+t.className;return parseInt(e[0].substr(1,e[0].length-1),10)}function getRowFromNode(t){for(var e in rowsCache)if(rowsCache[e].rowNode===t)return 0|e;return null}function getCellFromEvent(t){var e=$(t.target).closest(\".bk-slick-cell\",$canvas);if(!e.length)return null;var i=getRowFromNode(e[0].parentNode),n=getCellFromNode(e[0]);return null==i||null==n?null:{row:i,cell:n}}function getCellNodeBox(t,e){if(!cellExists(t,e))return null;for(var i=getRowTop(t),n=i+options.rowHeight-1,r=0,s=0;e>s;s++)r+=columns[s].width;var o=r+columns[e].width;return{top:i,left:r,bottom:n,right:o}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(t,e,i){scrollRowIntoView(t,i);var n=getColspan(t,e),r=columnPosLeft[e],s=columnPosRight[e+(n>1?n-1:0)],o=scrollLeft+viewportW;scrollLeft>r?($viewport.scrollLeft(r),handleScroll(),render()):s>o&&($viewport.scrollLeft(Math.min(r,s-$viewport[0].clientWidth)),handleScroll(),render())}function setActiveCellInternal(t,e){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));var i=activeCellNode!==t;activeCellNode=t,null!=activeCellNode?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==e&&(e=activeRow==getDataLength()||options.autoEdit),$(activeCellNode).addClass(\"active\"),$(rowsCache[activeRow].rowNode).addClass(\"active\"),options.editable&&e&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable()},options.asyncEditorLoadDelay):makeActiveCellEditable())):activeRow=activeCell=null,i&&trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(t){}else if(window.getSelection){var e=window.getSelection();e&&e.removeAllRanges&&e.removeAllRanges()}}function isCellPotentiallyEditable(t,e){var i=getDataLength();return i>t&&!getDataItem(t)?!1:columns[e].cannotTriggerInsert&&t>=i?!1:getEditor(t,e)?!0:!1}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var t=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),t){var e=columns[activeCell],i=getFormatter(activeRow,e);activeCellNode.innerHTML=i(activeRow,activeCell,getDataItemValueForColumn(t,e),e,t),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(t){if(activeCellNode){if(!options.editable)throw\"Grid : makeActiveCellEditable : should never get called when options.editable is false\";if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var e=columns[activeCell],i=getDataItem(activeRow);if(trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:i,column:e})===!1)return void setFocus();getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\"),t||(activeCellNode.innerHTML=\"\"),currentEditor=new(t||getEditor(activeRow,activeCell))({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:e,item:i||{},commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),i&&currentEditor.loadValue(i),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(t){var e={top:t.offsetTop,left:t.offsetLeft,bottom:0,right:0,width:$(t).outerWidth(),height:$(t).outerHeight(),visible:!0};e.bottom=e.top+e.height,e.right=e.left+e.width;for(var i=t.offsetParent;(t=t.parentNode)!=document.body;)e.visible&&t.scrollHeight!=t.offsetHeight&&\"visible\"!=$(t).css(\"overflowY\")&&(e.visible=e.bottom>t.scrollTop&&e.top<t.scrollTop+t.clientHeight),e.visible&&t.scrollWidth!=t.offsetWidth&&\"visible\"!=$(t).css(\"overflowX\")&&(e.visible=e.right>t.scrollLeft&&e.left<t.scrollLeft+t.clientWidth),e.left-=t.scrollLeft,e.top-=t.scrollTop,t===i&&(e.left+=t.offsetLeft,e.top+=t.offsetTop,i=t.offsetParent),e.bottom=e.top+e.height,e.right=e.left+e.width;return e}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{}),currentEditor)){var t=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(t.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(t)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(t,e){var i=t*options.rowHeight,n=(t+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(t+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(e?i:n),render()):t*options.rowHeight<scrollTop+offset&&(scrollTo(e?n:i),render())}function scrollRowToTop(t){scrollTo(t*options.rowHeight),render()}function scrollPage(t){var e=t*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+e)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var i=activeRow+e,n=getDataLengthIncludingAddNew();i>=n&&(i=n-1),0>i&&(i=0);for(var r=0,s=null,o=activePosX;activePosX>=r;)canCellBeActive(i,r)&&(s=r),r+=getColspan(i,r);null!==s?(setActiveCellInternal(getCellNode(i,s)),activePosX=o):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function getColspan(t,e){var i=data.getItemMetadata&&data.getItemMetadata(t);if(!i||!i.columns)return 1;var n=i.columns[columns[e].id]||i.columns[e],r=n&&n.colspan;return r=\"*\"===r?columns.length-e:r||1}function findFirstFocusableCell(t){for(var e=0;e<columns.length;){if(canCellBeActive(t,e))return e;e+=getColspan(t,e)}return null}function findLastFocusableCell(t){for(var e=0,i=null;e<columns.length;)canCellBeActive(t,e)&&(i=e),e+=getColspan(t,e);return i}function gotoRight(t,e,i){if(e>=columns.length)return null;do e+=getColspan(t,e);while(e<columns.length&&!canCellBeActive(t,e));return e<columns.length?{row:t,cell:e,posX:e}:null}function gotoLeft(t,e,i){if(0>=e)return null;var n=findFirstFocusableCell(t);if(null===n||n>=e)return null;for(var r,s={row:t,cell:n,posX:n};;){if(r=gotoRight(s.row,s.cell,s.posX),!r)return null;if(r.cell>=e)return s;s=r}}function gotoDown(t,e,i){for(var n,r=getDataLengthIncludingAddNew();;){if(++t>=r)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoUp(t,e,i){for(var n;;){if(--t<0)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoNext(t,e,i){if(null==t&&null==e&&(t=e=i=0,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};var n=gotoRight(t,e,i);if(n)return n;for(var r=null,s=getDataLengthIncludingAddNew();++t<s;)if(r=findFirstFocusableCell(t),null!==r)return{row:t,cell:r,posX:r};return null}function gotoPrev(t,e,i){if(null==t&&null==e&&(t=getDataLengthIncludingAddNew()-1,e=i=columns.length-1,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};for(var n,r;!n&&!(n=gotoLeft(t,e,i));){if(--t<0)return null;e=0,r=findLastFocusableCell(t),null!==r&&(n={row:t,cell:r,posX:r})}return n}function navigateRight(){return navigate(\"right\")}function navigateLeft(){return navigate(\"left\")}function navigateDown(){return navigate(\"down\")}function navigateUp(){return navigate(\"up\")}function navigateNext(){return navigate(\"next\")}function navigatePrev(){return navigate(\"prev\")}function navigate(t){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&\"prev\"!=t&&\"next\"!=t)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();var e={up:-1,down:1,left:-1,right:1,prev:-1,next:1};tabbingDirection=e[t];var i={up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext},n=i[t],r=n(activeRow,activeCell,activePosX);if(r){var s=r.row==getDataLength();return scrollCellIntoView(r.row,r.cell,!s),setActiveCellInternal(getCellNode(r.row,r.cell)),activePosX=r.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(t,e){return rowsCache[t]?(ensureCellNodesInRowsCache(t),rowsCache[t].cellNodesByColumnIdx[e]):null}function setActiveCell(t,e){initialized&&(t>getDataLength()||0>t||e>=columns.length||0>e||options.enableCellNavigation&&(scrollCellIntoView(t,e,!1),setActiveCellInternal(getCellNode(t,e),!1)))}function canCellBeActive(t,e){if(!options.enableCellNavigation||t>=getDataLengthIncludingAddNew()||0>t||e>=columns.length||0>e)return!1;var i=data.getItemMetadata&&data.getItemMetadata(t);if(i&&\"boolean\"==typeof i.focusable)return i.focusable;var n=i&&i.columns;return n&&n[columns[e].id]&&\"boolean\"==typeof n[columns[e].id].focusable?n[columns[e].id].focusable:n&&n[e]&&\"boolean\"==typeof n[e].focusable?n[e].focusable:columns[e].focusable}function canCellBeSelected(t,e){if(t>=getDataLength()||0>t||e>=columns.length||0>e)return!1;var i=data.getItemMetadata&&data.getItemMetadata(t);if(i&&\"boolean\"==typeof i.selectable)return i.selectable;var n=i&&i.columns&&(i.columns[columns[e].id]||i.columns[e]);return n&&\"boolean\"==typeof n.selectable?n.selectable:columns[e].selectable}function gotoCell(t,e,i){if(initialized&&canCellBeActive(t,e)&&getEditorLock().commitCurrentEdit()){scrollCellIntoView(t,e,!1);var n=getCellNode(t,e);setActiveCellInternal(n,i||t===getDataLength()||options.autoEdit),currentEditor||setFocus()}}function commitCurrentEdit(){var t=getDataItem(activeRow),e=columns[activeCell];if(currentEditor){if(currentEditor.isValueChanged()){var i=currentEditor.validate();if(i.valid){if(activeRow<getDataLength()){var n={row:activeRow,cell:activeCell,editor:currentEditor,serializedValue:currentEditor.serializeValue(),prevSerializedValue:serializedEditorValue,execute:function(){this.editor.applyValue(t,this.serializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:t})},undo:function(){this.editor.applyValue(t,this.prevSerializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:t})}};options.editCommandHandler?(makeActiveCellNormal(),options.editCommandHandler(t,e,n)):(n.execute(),makeActiveCellNormal())}else{var r={};currentEditor.applyValue(r,currentEditor.serializeValue()),makeActiveCellNormal(),trigger(self.onAddNewRow,{item:r,column:e})}return!getEditorLock().isActive()}return $(activeCellNode).removeClass(\"invalid\"),$(activeCellNode).width(),$(activeCellNode).addClass(\"invalid\"),trigger(self.onValidationError,{editor:currentEditor,cellNode:activeCellNode,validationResults:i,row:activeRow,cell:activeCell,column:e}),currentEditor.focus(),!1}makeActiveCellNormal()}return!0}function cancelCurrentEdit(){return makeActiveCellNormal(),!0}function rowsToRanges(t){for(var e=[],i=columns.length-1,n=0;n<t.length;n++)e.push(new Slick.Range(t[n],0,t[n],i));return e}function getSelectedRows(){if(!selectionModel)throw\"Selection model is not set\";return selectedRows}function setSelectedRows(t){if(!selectionModel)throw\"Selection model is not set\";selectionModel.setSelectedRanges(rowsToRanges(t))}var defaults={explicitInitialization:!1,rowHeight:25,defaultColumnWidth:80,enableAddRow:!1,leaveSpaceForNewRows:!1,editable:!1,autoEdit:!0,enableCellNavigation:!0,enableColumnReorder:!0,asyncEditorLoading:!1,asyncEditorLoadDelay:100,forceFitColumns:!1,enableAsyncPostRender:!1,asyncPostRenderDelay:50,autoHeight:!1,editorLock:Slick.GlobalEditorLock,showHeaderRow:!1,headerRowHeight:25,showTopPanel:!1,topPanelHeight:25,formatterFactory:null,editorFactory:null,cellFlashingCssClass:\"flashing\",selectedCellCssClass:\"selected\",multiSelect:!0,enableTextSelectionOnCells:!1,dataItemColumnValueExtractor:null,fullWidthRows:!1,multiColumnSort:!1,defaultFormatter:defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\"},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},th,h,ph,n,cj,page=0,offset=0,vScrollDir=1,initialized=!1,$container,uid=\"slickgrid_\"+Math.round(1e6*Math.random()),self=this,$focusSink,$focusSink2,$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacer,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,absoluteColumnMinWidth,tabbingDirection=1,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows,prevScrollTop=0,scrollTop=0,lastRenderedScrollTop=0,lastRenderedScrollLeft=0,prevScrollLeft=0,scrollLeft=0,selectionModel,selectedRows=[],plugins=[],cellCssClasses={},columnsById={},sortColumns=[],columnPosLeft=[],columnPosRight=[],h_editorLoader=null,h_render=null,h_postrender=null,postProcessedRows={},postProcessToRow=null,postProcessFromRow=null,counter_rows_rendered=0,counter_rows_removed=0,rowNodeFromLastMouseWheelEvent,zombieRowNodeFromLastMouseWheelEvent;this.debug=function(){var 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') 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fa-spin{0%{-webkit-transform:rotate(0);transform:rotate(0)}100%{-webkit-transform:rotate(359deg);transform:rotate(359deg)}}.bk-fa-rotate-90{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=1);-webkit-transform:rotate(90deg);-ms-transform:rotate(90deg);transform:rotate(90deg)}.bk-fa-rotate-180{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=2);-webkit-transform:rotate(180deg);-ms-transform:rotate(180deg);transform:rotate(180deg)}.bk-fa-rotate-270{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=3);-webkit-transform:rotate(270deg);-ms-transform:rotate(270deg);transform:rotate(270deg)}.bk-fa-flip-horizontal{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=0,mirror=1);-webkit-transform:scale(-1,1);-ms-transform:scale(-1,1);transform:scale(-1,1)}.bk-fa-flip-vertical{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=2,mirror=1);-webkit-transform:scale(1,-1);-ms-transform:scale(1,-1);transform:scale(1,-1)}:root .bk-fa-rotate-90,:root .bk-fa-rotate-180,:root .bk-fa-rotate-270,:root .bk-fa-flip-horizontal,:root .bk-fa-flip-vertical{filter:none}.bk-fa-stack{position:relative;display:inline-block;width:2em;height:2em;line-height:2em;vertical-align:middle}.bk-fa-stack-1x,.bk-fa-stack-2x{position:absolute;left:0;width:100%;text-align:center}.bk-fa-stack-1x{line-height:inherit}.bk-fa-stack-2x{font-size:2em}.bk-fa-inverse{color:#fff}.bk-fa-glass:before{content:\"\\f000\"}.bk-fa-music:before{content:\"\\f001\"}.bk-fa-search:before{content:\"\\f002\"}.bk-fa-envelope-o:before{content:\"\\f003\"}.bk-fa-heart:before{content:\"\\f004\"}.bk-fa-star:before{content:\"\\f005\"}.bk-fa-star-o:before{content:\"\\f006\"}.bk-fa-user:before{content:\"\\f007\"}.bk-fa-film:before{content:\"\\f008\"}.bk-fa-th-large:before{content:\"\\f009\"}.bk-fa-th:before{content:\"\\f00a\"}.bk-fa-th-list:before{content:\"\\f00b\"}.bk-fa-check:before{content:\"\\f00c\"}.bk-fa-remove:before,.bk-fa-close:before,.bk-fa-times:before{content:\"\\f00d\"}.bk-fa-search-plus:before{content:\"\\f00e\"}.bk-fa-search-minus:before{content:\"\\f010\"}.bk-fa-power-off:before{content:\"\\f011\"}.bk-fa-signal:before{content:\"\\f012\"}.bk-fa-gear:before,.bk-fa-cog:before{content:\"\\f013\"}.bk-fa-trash-o:before{content:\"\\f014\"}.bk-fa-home:before{content:\"\\f015\"}.bk-fa-file-o:before{content:\"\\f016\"}.bk-fa-clock-o:before{content:\"\\f017\"}.bk-fa-road:before{content:\"\\f018\"}.bk-fa-download:before{content:\"\\f019\"}.bk-fa-arrow-circle-o-down:before{content:\"\\f01a\"}.bk-fa-arrow-circle-o-up:before{content:\"\\f01b\"}.bk-fa-inbox:before{content:\"\\f01c\"}.bk-fa-play-circle-o:before{content:\"\\f01d\"}.bk-fa-rotate-right:before,.bk-fa-repeat:before{content:\"\\f01e\"}.bk-fa-refresh:before{content:\"\\f021\"}.bk-fa-list-alt:before{content:\"\\f022\"}.bk-fa-lock:before{content:\"\\f023\"}.bk-fa-flag:before{content:\"\\f024\"}.bk-fa-headphones:before{content:\"\\f025\"}.bk-fa-volume-off:before{content:\"\\f026\"}.bk-fa-volume-down:before{content:\"\\f027\"}.bk-fa-volume-up:before{content:\"\\f028\"}.bk-fa-qrcode:before{content:\"\\f029\"}.bk-fa-barcode:before{content:\"\\f02a\"}.bk-fa-tag:before{content:\"\\f02b\"}.bk-fa-tags:before{content:\"\\f02c\"}.bk-fa-book:before{content:\"\\f02d\"}.bk-fa-bookmark:before{content:\"\\f02e\"}.bk-fa-print:before{content:\"\\f02f\"}.bk-fa-camera:before{content:\"\\f030\"}.bk-fa-font:before{content:\"\\f031\"}.bk-fa-bold:before{content:\"\\f032\"}.bk-fa-italic:before{content:\"\\f033\"}.bk-fa-text-height:before{content:\"\\f034\"}.bk-fa-text-width:before{content:\"\\f035\"}.bk-fa-align-left:before{content:\"\\f036\"}.bk-fa-align-center:before{content:\"\\f037\"}.bk-fa-align-right:before{content:\"\\f038\"}.bk-fa-align-justify:before{content:\"\\f039\"}.bk-fa-list:before{content:\"\\f03a\"}.bk-fa-dedent:before,.bk-fa-outdent:before{content:\"\\f03b\"}.bk-fa-indent:before{content:\"\\f03c\"}.bk-fa-video-camera:before{content:\"\\f03d\"}.bk-fa-photo:before,.bk-fa-image:before,.bk-fa-picture-o:before{content:\"\\f03e\"}.bk-fa-pencil:before{content:\"\\f040\"}.bk-fa-map-marker:before{content:\"\\f041\"}.bk-fa-adjust:before{content:\"\\f042\"}.bk-fa-tint:before{content:\"\\f043\"}.bk-fa-edit:before,.bk-fa-pencil-square-o:before{content:\"\\f044\"}.bk-fa-share-square-o:before{content:\"\\f045\"}.bk-fa-check-square-o:before{content:\"\\f046\"}.bk-fa-arrows:before{content:\"\\f047\"}.bk-fa-step-backward:before{content:\"\\f048\"}.bk-fa-fast-backward:before{content:\"\\f049\"}.bk-fa-backward:before{content:\"\\f04a\"}.bk-fa-play:before{content:\"\\f04b\"}.bk-fa-pause:before{content:\"\\f04c\"}.bk-fa-stop:before{content:\"\\f04d\"}.bk-fa-forward:before{content:\"\\f04e\"}.bk-fa-fast-forward:before{content:\"\\f050\"}.bk-fa-step-forward:before{content:\"\\f051\"}.bk-fa-eject:before{content:\"\\f052\"}.bk-fa-chevron-left:before{content:\"\\f053\"}.bk-fa-chevron-right:before{content:\"\\f054\"}.bk-fa-plus-circle:before{content:\"\\f055\"}.bk-fa-minus-circle:before{content:\"\\f056\"}.bk-fa-times-circle:before{content:\"\\f057\"}.bk-fa-check-circle:before{content:\"\\f058\"}.bk-fa-question-circle:before{content:\"\\f059\"}.bk-fa-info-circle:before{content:\"\\f05a\"}.bk-fa-crosshairs:before{content:\"\\f05b\"}.bk-fa-times-circle-o:before{content:\"\\f05c\"}.bk-fa-check-circle-o:before{content:\"\\f05d\"}.bk-fa-ban:before{content:\"\\f05e\"}.bk-fa-arrow-left:before{content:\"\\f060\"}.bk-fa-arrow-right:before{content:\"\\f061\"}.bk-fa-arrow-up:before{content:\"\\f062\"}.bk-fa-arrow-down:before{content:\"\\f063\"}.bk-fa-mail-forward:before,.bk-fa-share:before{content:\"\\f064\"}.bk-fa-expand:before{content:\"\\f065\"}.bk-fa-compress:before{content:\"\\f066\"}.bk-fa-plus:before{content:\"\\f067\"}.bk-fa-minus:before{content:\"\\f068\"}.bk-fa-asterisk:before{content:\"\\f069\"}.bk-fa-exclamation-circle:before{content:\"\\f06a\"}.bk-fa-gift:before{content:\"\\f06b\"}.bk-fa-leaf:before{content:\"\\f06c\"}.bk-fa-fire:before{content:\"\\f06d\"}.bk-fa-eye:before{content:\"\\f06e\"}.bk-fa-eye-slash:before{content:\"\\f070\"}.bk-fa-warning:before,.bk-fa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       "         * jQuery UI Accordion 1.11.2\n",
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       "         *\n",
       "         * http://api.jqueryui.com/accordion/#theming\n",
       "         */.bk-ui-accordion .bk-ui-accordion-header{display:block;cursor:pointer;position:relative;margin:2px 0 0 0;padding:.5em .5em .5em .7em;min-height:0;font-size:100%}.bk-ui-accordion .bk-ui-accordion-icons{padding-left:2.2em}.bk-ui-accordion .bk-ui-accordion-icons .bk-ui-accordion-icons{padding-left:2.2em}.bk-ui-accordion .bk-ui-accordion-header .bk-ui-accordion-header-icon{position:absolute;left:.5em;top:50%;margin-top:-8px}.bk-ui-accordion .bk-ui-accordion-content{padding:1em 2.2em;border-top:0;overflow:auto}/*!\n",
       "         * jQuery UI Autocomplete 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/autocomplete/#theming\n",
       "         */.bk-ui-autocomplete{position:absolute;top:0;left:0;cursor:default}/*!\n",
       "         * jQuery UI Button 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/button/#theming\n",
       "         */.bk-ui-button{display:inline-block;position:relative;padding:0;line-height:normal;margin-right:.1em;cursor:pointer;vertical-align:middle;text-align:center;overflow:visible}.bk-ui-button,.bk-ui-button:link,.bk-ui-button:visited,.bk-ui-button:hover,.bk-ui-button:active{text-decoration:none}.bk-ui-button-icon-only{width:2.2em}button.bk-ui-button-icon-only{width:2.4em}.bk-ui-button-icons-only{width:3.4em}button.bk-ui-button-icons-only{width:3.7em}.bk-ui-button .bk-ui-button-text{display:block;line-height:normal}.bk-ui-button-text-only .bk-ui-button-text{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-button-text,.bk-ui-button-icons-only .bk-ui-button-text{padding:.4em;text-indent:-9999999px}.bk-ui-button-text-icon-primary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 1em .4em 2.1em}.bk-ui-button-text-icon-secondary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 2.1em .4em 1em}.bk-ui-button-text-icons .bk-ui-button-text{padding-left:2.1em;padding-right:2.1em}input.bk-ui-button{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-icon,.bk-ui-button-text-icon-primary .bk-ui-icon,.bk-ui-button-text-icon-secondary .bk-ui-icon,.bk-ui-button-text-icons .bk-ui-icon,.bk-ui-button-icons-only .bk-ui-icon{position:absolute;top:50%;margin-top:-8px}.bk-ui-button-icon-only .bk-ui-icon{left:50%;margin-left:-8px}.bk-ui-button-text-icon-primary .bk-ui-button-icon-primary,.bk-ui-button-text-icons .bk-ui-button-icon-primary,.bk-ui-button-icons-only .bk-ui-button-icon-primary{left:.5em}.bk-ui-button-text-icon-secondary .bk-ui-button-icon-secondary,.bk-ui-button-text-icons .bk-ui-button-icon-secondary,.bk-ui-button-icons-only .bk-ui-button-icon-secondary{right:.5em}.bk-ui-buttonset{margin-right:7px}.bk-ui-buttonset .bk-ui-button{margin-left:0;margin-right:-.3em}input.bk-ui-button::-moz-focus-inner,button.bk-ui-button::-moz-focus-inner{border:0;padding:0}/*!\n",
       "         * jQuery UI Datepicker 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/datepicker/#theming\n",
       "         */.bk-ui-datepicker{width:17em;padding:.2em .2em 0;display:none}.bk-ui-datepicker .bk-ui-datepicker-header{position:relative;padding:.2em 0}.bk-ui-datepicker .bk-ui-datepicker-prev,.bk-ui-datepicker .bk-ui-datepicker-next{position:absolute;top:2px;width:1.8em;height:1.8em}.bk-ui-datepicker .bk-ui-datepicker-prev-hover,.bk-ui-datepicker .bk-ui-datepicker-next-hover{top:1px}.bk-ui-datepicker .bk-ui-datepicker-prev{left:2px}.bk-ui-datepicker .bk-ui-datepicker-next{right:2px}.bk-ui-datepicker .bk-ui-datepicker-prev-hover{left:1px}.bk-ui-datepicker .bk-ui-datepicker-next-hover{right:1px}.bk-ui-datepicker .bk-ui-datepicker-prev span,.bk-ui-datepicker .bk-ui-datepicker-next span{display:block;position:absolute;left:50%;margin-left:-8px;top:50%;margin-top:-8px}.bk-ui-datepicker .bk-ui-datepicker-title{margin:0 2.3em;line-height:1.8em;text-align:center}.bk-ui-datepicker .bk-ui-datepicker-title select{font-size:1em;margin:1px 0}.bk-ui-datepicker select.bk-ui-datepicker-month,.bk-ui-datepicker select.bk-ui-datepicker-year{width:45%}.bk-ui-datepicker table{width:100%;font-size:.9em;border-collapse:collapse;margin:0 0 .4em}.bk-ui-datepicker th{padding:.7em .3em;text-align:center;font-weight:bold;border:0}.bk-ui-datepicker td{border:0;padding:1px}.bk-ui-datepicker td span,.bk-ui-datepicker td a{display:block;padding:.2em;text-align:right;text-decoration:none}.bk-ui-datepicker .bk-ui-datepicker-buttonpane{background-image:none;margin:.7em 0 0 0;padding:0 .2em;border-left:0;border-right:0;border-bottom:0}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button{float:right;margin:.5em .2em .4em;cursor:pointer;padding:.2em .6em .3em .6em;width:auto;overflow:visible}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current{float:left}.bk-ui-datepicker.bk-ui-datepicker-multi{width:auto}.bk-ui-datepicker-multi .bk-ui-datepicker-group{float:left}.bk-ui-datepicker-multi .bk-ui-datepicker-group table{width:95%;margin:0 auto .4em}.bk-ui-datepicker-multi-2 .bk-ui-datepicker-group{width:50%}.bk-ui-datepicker-multi-3 .bk-ui-datepicker-group{width:33.3%}.bk-ui-datepicker-multi-4 .bk-ui-datepicker-group{width:25%}.bk-ui-datepicker-multi .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-multi .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-left-width:0}.bk-ui-datepicker-multi .bk-ui-datepicker-buttonpane{clear:left}.bk-ui-datepicker-row-break{clear:both;width:100%;font-size:0}.bk-ui-datepicker-rtl{direction:rtl}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev{right:2px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next{left:2px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev:hover{right:1px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next:hover{left:1px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane{clear:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button{float:left}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current,.bk-ui-datepicker-rtl .bk-ui-datepicker-group{float:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-rtl .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-right-width:0;border-left-width:1px}/*!\n",
       "         * jQuery UI Dialog 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/dialog/#theming\n",
       "         */.bk-ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.bk-ui-dialog .bk-ui-dialog-titlebar{padding:.4em 1em;position:relative}.bk-ui-dialog .bk-ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.bk-ui-dialog .bk-ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.bk-ui-dialog .bk-ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:0;overflow:auto}.bk-ui-dialog .bk-ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 1em .5em .4em}.bk-ui-dialog .bk-ui-dialog-buttonpane .bk-ui-dialog-buttonset{float:right}.bk-ui-dialog .bk-ui-dialog-buttonpane button{margin:.5em .4em .5em 0;cursor:pointer}.bk-ui-dialog .bk-ui-resizable-se{width:12px;height:12px;right:-5px;bottom:-5px;background-position:16px 16px}.bk-ui-draggable .bk-ui-dialog-titlebar{cursor:move}/*!\n",
       "         * jQuery UI Draggable 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         */.bk-ui-draggable-handle{-ms-touch-action:none;touch-action:none}/*!\n",
       "         * jQuery UI Menu 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/menu/#theming\n",
       "         */.bk-ui-menu{list-style:none;padding:0;margin:0;display:block;outline:0}.bk-ui-menu .bk-ui-menu{position:absolute}.bk-ui-menu .bk-ui-menu-item{position:relative;margin:0;padding:3px 1em 3px .4em;cursor:pointer;min-height:0;list-style-image:url(\"data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7\")}.bk-ui-menu .bk-ui-menu-divider{margin:5px 0;height:0;font-size:0;line-height:0;border-width:1px 0 0 0}.bk-ui-menu .bk-ui-state-focus,.bk-ui-menu .bk-ui-state-active{margin:-1px}.bk-ui-menu-icons{position:relative}.bk-ui-menu-icons .bk-ui-menu-item{padding-left:2em}.bk-ui-menu .bk-ui-icon{position:absolute;top:0;bottom:0;left:.2em;margin:auto 0}.bk-ui-menu .bk-ui-menu-icon{left:auto;right:0}/*!\n",
       "         * jQuery UI Progressbar 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/progressbar/#theming\n",
       "         */.bk-ui-progressbar{height:2em;text-align:left;overflow:hidden}.bk-ui-progressbar .bk-ui-progressbar-value{margin:-1px;height:100%}.bk-ui-progressbar .bk-ui-progressbar-overlay{background:url(\"data:image/gif;base64,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\");height:100%;filter:alpha(opacity=25);opacity:.25}.bk-ui-progressbar-indeterminate .bk-ui-progressbar-value{background-image:none}/*!\n",
       "         * jQuery UI Resizable 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         */.bk-ui-resizable{position:relative}.bk-ui-resizable-handle{position:absolute;font-size:.1px;display:block;-ms-touch-action:none;touch-action:none}.bk-ui-resizable-disabled .bk-ui-resizable-handle,.bk-ui-resizable-autohide .bk-ui-resizable-handle{display:none}.bk-ui-resizable-n{cursor:n-resize;height:7px;width:100%;top:-5px;left:0}.bk-ui-resizable-s{cursor:s-resize;height:7px;width:100%;bottom:-5px;left:0}.bk-ui-resizable-e{cursor:e-resize;width:7px;right:-5px;top:0;height:100%}.bk-ui-resizable-w{cursor:w-resize;width:7px;left:-5px;top:0;height:100%}.bk-ui-resizable-se{cursor:se-resize;width:12px;height:12px;right:1px;bottom:1px}.bk-ui-resizable-sw{cursor:sw-resize;width:9px;height:9px;left:-5px;bottom:-5px}.bk-ui-resizable-nw{cursor:nw-resize;width:9px;height:9px;left:-5px;top:-5px}.bk-ui-resizable-ne{cursor:ne-resize;width:9px;height:9px;right:-5px;top:-5px}/*!\n",
       "         * jQuery UI Selectable 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         */.bk-ui-selectable{-ms-touch-action:none;touch-action:none}.bk-ui-selectable-helper{position:absolute;z-index:100;border:1px dotted black}/*!\n",
       "         * jQuery UI Selectmenu 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/selectmenu/#theming\n",
       "         */.bk-ui-selectmenu-menu{padding:0;margin:0;position:absolute;top:0;left:0;display:none}.bk-ui-selectmenu-menu .bk-ui-menu{overflow:auto;overflow-x:hidden;padding-bottom:1px}.bk-ui-selectmenu-menu .bk-ui-menu .bk-ui-selectmenu-optgroup{font-size:1em;font-weight:bold;line-height:1.5;padding:2px .4em;margin:.5em 0 0 0;height:auto;border:0}.bk-ui-selectmenu-open{display:block}.bk-ui-selectmenu-button{display:inline-block;overflow:hidden;position:relative;text-decoration:none;cursor:pointer}.bk-ui-selectmenu-button span.bk-ui-icon{right:.5em;left:auto;margin-top:-8px;position:absolute;top:50%}.bk-ui-selectmenu-button span.bk-ui-selectmenu-text{text-align:left;padding:.4em 2.1em .4em 1em;display:block;line-height:1.4;overflow:hidden;text-overflow:ellipsis;white-space:nowrap}/*!\n",
       "         * jQuery UI Sortable 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         */.bk-ui-sortable-handle{-ms-touch-action:none;touch-action:none}/*!\n",
       "         * jQuery UI Slider 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/slider/#theming\n",
       "         */.bk-ui-slider{position:relative;text-align:left}.bk-ui-slider .bk-ui-slider-handle{position:absolute;z-index:2;width:1.2em;height:1.2em;cursor:default;-ms-touch-action:none;touch-action:none}.bk-ui-slider .bk-ui-slider-range{position:absolute;z-index:1;font-size:.7em;display:block;border:0;background-position:0 0}.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-handle,.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-range{filter:inherit}.bk-ui-slider-horizontal{height:.8em}.bk-ui-slider-horizontal .bk-ui-slider-handle{top:-.3em;margin-left:-.6em}.bk-ui-slider-horizontal .bk-ui-slider-range{top:0;height:100%}.bk-ui-slider-horizontal .bk-ui-slider-range-min{left:0}.bk-ui-slider-horizontal .bk-ui-slider-range-max{right:0}.bk-ui-slider-vertical{width:.8em;height:100px}.bk-ui-slider-vertical .bk-ui-slider-handle{left:-.3em;margin-left:0;margin-bottom:-.6em}.bk-ui-slider-vertical .bk-ui-slider-range{left:0;width:100%}.bk-ui-slider-vertical .bk-ui-slider-range-min{bottom:0}.bk-ui-slider-vertical .bk-ui-slider-range-max{top:0}/*!\n",
       "         * jQuery UI Spinner 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/spinner/#theming\n",
       "         */.bk-ui-spinner{position:relative;display:inline-block;overflow:hidden;padding:0;vertical-align:middle}.bk-ui-spinner-input{border:0;background:0;color:inherit;padding:0;margin:.2em 0;vertical-align:middle;margin-left:.4em;margin-right:22px}.bk-ui-spinner-button{width:16px;height:50%;font-size:.5em;padding:0;margin:0;text-align:center;position:absolute;cursor:default;display:block;overflow:hidden;right:0}.bk-ui-spinner a.bk-ui-spinner-button{border-top:0;border-bottom:0;border-right:0}.bk-ui-spinner .bk-ui-icon{position:absolute;margin-top:-8px;top:50%;left:0}.bk-ui-spinner-up{top:0}.bk-ui-spinner-down{bottom:0}.bk-ui-spinner .bk-ui-icon-triangle-1-s{background-position:-65px -16px}/*!\n",
       "         * jQuery UI Tabs 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/tabs/#theming\n",
       "         */.bk-ui-tabs{position:relative;padding:.2em}.bk-ui-tabs .bk-ui-tabs-nav{margin:0;padding:.2em .2em 0}.bk-ui-tabs .bk-ui-tabs-nav li{list-style:none;float:left;position:relative;top:0;margin:1px .2em 0 0;border-bottom-width:0;padding:0;white-space:nowrap}.bk-ui-tabs .bk-ui-tabs-nav .bk-ui-tabs-anchor{float:left;padding:.5em 1em;text-decoration:none}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active{margin-bottom:-1px;padding-bottom:1px}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-state-disabled .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-loading .bk-ui-tabs-anchor{cursor:text}.bk-ui-tabs-collapsible .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor{cursor:pointer}.bk-ui-tabs .bk-ui-tabs-panel{display:block;border-width:0;padding:1em 1.4em;background:0}/*!\n",
       "         * jQuery UI Tooltip 1.11.2\n",
       "         * http://jqueryui.com\n",
       "         *\n",
       "         * Copyright 2014 jQuery Foundation and other contributors\n",
       "         * Released under the MIT license.\n",
       "         * http://jquery.org/license\n",
       "         *\n",
       "         * http://api.jqueryui.com/tooltip/#theming\n",
       "         */.bk-ui-tooltip{padding:8px;position:absolute;z-index:9999;max-width:300px;-webkit-box-shadow:0 0 5px #aaa;box-shadow:0 0 5px #aaa}body .bk-ui-tooltip{border-width:2px}/*!\n",
       "         * jQuery UI CSS Framework 1.11.2\n",
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       "         * Copyright 2014 jQuery Foundation and other contributors\n",
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       "         * To view and modify this theme, visit http://jqueryui.com/themeroller/\n",
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.bk-slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-ui-rangeSlider{height:22px}.bk-ui-rangeSlider .bk-ui-rangeSlider-innerBar{height:16px;margin:3px 6px;background:#DDD}.bk-ui-rangeSlider .bk-ui-rangeSlider-handle{width:6px;height:22px;background:#AAA;background:rgba(100,100,100,0.3);cursor:col-resize}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar{margin:1px 0;background:#CCC;background:rgba(100,100,150,0.2);height:20px;cursor:move;cursor:grab;cursor:-moz-grab}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar.bk-ui-draggable-dragging{cursor:-moz-grabbing;cursor:grabbing}.bk-ui-rangeSlider-arrow{height:16px;margin:2px 0;width:16px;background-repeat:no-repeat}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-leftArrow{background-image:url('icons-classic/resultset_previous.png');background-position:center left}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-rightArrow{background-image:url('icons-classic/resultset_next.png');background-position:center 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       "        /* END /Users/jcrist/anaconda/envs/dask/lib/python2.7/site-packages/bokeh/server/static/css/bokeh.min.css */\n",
       "</style>\n",
       "    <div>\n",
       "        <a href=\"http://bokeh.pydata.org\" target=\"_blank\" class=\"bk-logo bk-logo-small bk-logo-notebook\"></a>\n",
       "        <span>BokehJS successfully loaded.</span>\n",
       "    </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from dask.diagnostics import Profiler, ResourceProfiler, ProgressBar, visualize\n",
    "from bokeh.io import output_notebook\n",
    "ProgressBar().register()\n",
    "output_notebook()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[########################################] | 100% Completed |  4.5s\n"
     ]
    }
   ],
   "source": [
    "with ResourceProfiler(dt=0.5) as rprof, Profiler() as prof:\n",
    "    out = expr.compute(num_workers=4)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we'll plot a profile of the computation as executed by dask. The top plot has a box for each task showing the duration of the task (hover over the box with your mouse to see the task description). The bottom plot shows our resource usage.\n",
    "\n",
    "As can be seen in this plot, we used 400% cpu, indicating all 4 cores of my computer were fully used."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
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       "        Bokeh.load_models(all_models);\n",
       "        var plots = [{'modeltype': 'GridPlot', 'elementid': 'e8b31d02-4f23-42fa-b605-cf8c1e627e39', 'modelid': '65a4135f-a149-441a-8341-cec1c4e50b77'}];\n",
       "        for (idx in plots) {\n",
       "        \tvar plot = plots[idx];\n",
       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
       "        \tBokeh.logger.info('Realizing plot:')\n",
       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
       "        \tvar view = new model.default_view({\n",
       "        \t\tmodel: model,\n",
       "        \t\tel: '#' + plot.elementid\n",
       "        \t});\n",
       "        \tBokeh.index[plot.modelid] = view;\n",
       "        }\n",
       "    });\n",
       "    </script>\n",
       "<div class=\"plotdiv\" id=\"e8b31d02-4f23-42fa-b605-cf8c1e627e39\"></div>\n",
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<bokeh.models.plots.GridPlot at 0x110caa7d0>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "visualize([prof, rprof])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lets run the same computation in NumPy:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 16 s, sys: 48.5 ms, total: 16.1 s\n",
      "Wall time: 16.1 s\n"
     ]
    }
   ],
   "source": [
    "%time _ = x.dot(x.T).sum(axis=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "This took roughly 4 times as long as the computation in dask, showing that for large enough arrays, the parallelism from dask provides significant speedup."
   ]
  }
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