diff --git a/example_br.ipynb b/example_br.ipynb
index 7c75082..66f7448 100644
--- a/example_br.ipynb
+++ b/example_br.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 1,
    "id": "f18247a7",
    "metadata": {},
    "outputs": [],
@@ -19,21 +19,18 @@
    "metadata": {},
    "source": [
     "# Read the Data\n",
-    "There is csv file with a sample data set in the github repository. For this example we are using the Brazilian DI futures curve."
+    "There is csv file with a sample data set in the github repository. For this example we are using the Brazilian DI futures curve, which has already been interpolated to monthly maturities from 1 to 120 months."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 2,
    "id": "d15e106f",
    "metadata": {},
    "outputs": [],
    "source": [
-    "yield_curve = pd.read_csv(\n",
-    "    \"https://raw.githubusercontent.com/gusamarante/pyacm/refs/heads/main/sample_data/di%20monthly%20maturities.csv\",\n",
-    "    index_col=0,\n",
-    ")\n",
-    "yield_curve = yield_curve.iloc[:, :121]  # maturities up to 10y\n",
+    "yield_curve = pd.read_csv(\"sample_data/di monthly maturities.csv\", index_col=0)\n",
+    "yield_curve.columns = yield_curve.columns.astype(int)\n",
     "yield_curve = yield_curve.dropna()\n",
     "yield_curve.index = pd.to_datetime(yield_curve.index)\n",
     "yield_curve = yield_curve[yield_curve.index >= \"2007-03-01\"]"
@@ -49,13 +46,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 3,
    "id": "77bc22ee",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 888.889x500 with 1 Axes>"
       ]
@@ -65,7 +62,7 @@
     }
    ],
    "source": [
-    "yield_curve[[\"12m\", \"24m\", \"60m\", \"120m\"]].plot(\n",
+    "yield_curve[[12, 24, 60, 120]].plot(\n",
     "    legend=True, \n",
     "    title=\"Yields for Selected Maturities\", \n",
     "    grid=True, \n",
@@ -86,7 +83,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 4,
    "id": "b97b43d3",
    "metadata": {},
    "outputs": [],
@@ -108,13 +105,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 5,
    "id": "7f723a78-ee5a-4d69-a758-154322121e29",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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Lxhi2bduGRYsW4ZFHHoHFYsEf/vCHkN8/UAGRnJwcWCyWoEVhwvndubvicDjEoBjwF8Gh9iMS2nMM+KC8rKzM77UTJ060+/wO5zcDgDvuuANXXHEFNm/ejH/9618YMmSIl3sbb6Lxu/uivR7aSyABVF5eLn6/tn5HnU6HzMzMiD4zOzsbLpcL1dXVXuIt0L6E+3sTBNH5IceNIIhOR1FREe655x5cdNFFuP7664Oud/bZZ6OpqcmvX9Prr78uXo8U35ntaDJx4kRMmzYNTzzxBN566y38/Oc/R3Jycsj3WK1WnHnmmdiyZQvGjBmDSZMm+f2nHbjdcsstKC0txYcffohXXnkFn376KZ566inx+qxZs6DX67Fw4cKgnzl9+nRkZGRg586dAT9v0qRJSEpK8ntf3759cfvtt+Pcc8/F5s2b/V6XJAljx47FU089hYyMjIDrhMOFF16IAwcOIDs7O+C+aUP5gjk/fJ1t27Z5LV+yZEm79ilcIjkGU6dOhcViwZtvvum1/NixY1ixYkW7zm9fQv1ml156Kfr27Yvf/va3+Oqrr3Drrbe2W8BG47qKxu/uy5AhQ0Rotm8l2nB55513wBgT/z5y5AjWrFkjKlkOHToURUVFePvtt73Wa25uxgcffCAqTUbCmWeeCQB46623vJa//fbbId/X1jVKEETnhhw3giA6JX/961/bXOe6667Dc889h+uvvx6HDx/G6NGj8d133+Gxxx7DnDlzcM4550T8uaNHjwYAPP3007j++uthNBoxdOjQqDUzvvPOO3HVVVdBkiTceuutYb3n6aefxmmnnYYZM2bg17/+Nfr164fGxkbs378fS5YswYoVKwAAL7/8Mt5880289tprGDlyJEaOHInbb78d9957L6ZPn47JkyejX79+uO+++/Doo4/CZrOJkuM7d+5EVVUVHn74YaSkpODZZ5/F9ddfj5qaGlx++eXIy8tDZWUltm7disrKSixcuBD19fU488wzMXfuXAwbNgypqanYsGEDvvjiC1x22WUAlBC7559/HpdccgkGDBgAxhg+/PBD1NXVtdu9mTdvHj744AOcfvrpuOuuuzBmzBjIsozS0lIsW7YMv/3tb3HqqacCUH7Pb775BkuWLEGvXr2QmpqKoUOHYs6cOcjKysIvfvELPPLIIzAYDFi0aFHAEvgdpb3HICMjAw888ADuu+8+XHfddbj66qtRXV2Nhx9+GGazGQ8++GDE+xLOb8bR6/W47bbbcO+99yI5OTlki4G2GDVqFADgpZdeQmpqKsxmM/r37x8wRDIY0fjdA/Hcc8/hoosuwpQpU3DXXXehb9++KC0txZdffuknjAJRUVGBSy+9FL/85S9RX1+PBx98EGazGfPnzwcA6HQ6/O1vf8M111yDCy+8EDfffDMcDgf+/ve/o66uLqx7nS+zZs3C6aefjt///vdobm7GpEmT8P333+ONN97wWi+S35sgiC5AoqqiEARBcMKtiOdbVZIxpUT5Lbfcwnr16sUMBgMrLi5m8+fPZ3a73Ws9AOy2227z22ZxcbFf9bn58+ezwsJCptPpvCrQFRcXswsuuMBvG2eccYbXfgWqXMdxOBzMZDKx8847L+R39eXQoUPsxhtvZEVFRcxoNLLc3Fw2bdo09uc//5kxxti2bduYxWLx+y52u51NnDiR9evXj9XW1orlr7/+OjvllFOY2WxmKSkpbPz48ey1117zeu+qVavYBRdcwLKyspjRaGRFRUXsggsuYO+//77Y9i233MLGjBnD0tLSmMViYUOHDmUPPvgga25uZowxtnv3bnb11VezgQMHMovFwtLT09nkyZPZokWL2vzOZ5xxBhs5cmTA15qamtgf//hHNnToUJaUlCTaJdx1112svLxcrFdSUsKmT5/OrFYrA+D1O/3www9s2rRpLDk5mRUVFbEHH3yQvfzyywGrSgb63fnvzI8H59ChQ6I0f0ePAWOMvfzyy2zMmDHie1588cWivD0n3GsonN9My+HDhxkAdssttwTcXrjXBGOMLViwgPXv35/p9Xqv4xPsd77++utZcXGx17KO/u7Brs21a9ey888/n6WnpzOTycQGDhzI7rrrroDfmcO39cYbb7A77riD5ebmMpPJxGbMmME2btzot/7HH3/MTj31VGY2m1lycjI7++yz2ffff++1Dq8qWVlZ6bU8ULXTuro6duONN7KMjAxmtVrZueeey3bv3u1VVTLS35sgiM6NxJjGtycIgiBiypIlS/CTn/wES5cuFcVFCKKz8uyzz+KOO+7Ajz/+iJEjRyZ6dwiCIHo0JNwIgiDiwM6dO3HkyBHceeedSE5OxubNmztc8IIgYsWWLVtw6NAh3HzzzZg+fbpfHilBEAQRf0i4EQRBxIGZM2fi+++/x4QJE/Cf//wHw4YNS/QuEURQ+vXrh/LycsyYMQNvvPFGwDLzBEEQRHwh4UYQBEEQBEEQBNHJiXk7gOeffx79+/eH2WzGxIkTsXr16qDrlpWVYe7cuRg6dCh0Oh3mzZvnt86iRYsgSZLff3a7PYbfgiAIgiAIgiAIInHEVLgtXrwY8+bNw/33348tW7ZgxowZOP/881FaWhpwfYfDgdzcXNx///0YO3Zs0O2mpaWhrKzM6z/eTJUgCIIgCIIgCKK7EdNQyVNPPRUTJkzwavQ6fPhwXHLJJXj88cdDvnfmzJkYN24cFixY4LV80aJFmDdvHurq6mKwxwRBEARBEARBEJ2PmDXgbm1txaZNm/CHP/zBa/msWbOwZs2aDm27qakJxcXFcLvdGDduHB599FGMHz8+7PfLsowTJ04gNTWVqroRBEEQBEEQBJEwGGNobGxEYWEhdLrgAZExE25VVVVwu93Iz8/3Wp6fn4/y8vJ2b3fYsGFYtGgRRo8ejYaGBjz99NOYPn06tm7disGDBwd8j8PhgMPhEP8+fvw4RowY0e59IAiCIAiCIAiCiCZHjx5F7969g74eM+HG8XW0GGMdcrmmTJmCKVOmiH9Pnz4dEyZMwLPPPotnnnkm4Hsef/xxPPzww37LX375ZVit1nbvC0EQBEEQBEEQREdoaWnBTTfdhNTU1JDrxUy45eTkQK/X+7lrFRUVfi5cR9DpdDjllFOwb9++oOvMnz8fd999t/h3Q0MD+vTpg0suuQRpaWlR25eegtPpxPLly3HuuefCaDQmene6PXS84wcd6/hBxzp+0LGOL3S84wcd6/hBxzq2NDQ04KabbmrT3IqZcEtKSsLEiROxfPlyXHrppWL58uXLcfHFF0ftcxhjKCkpwejRo4OuYzKZYDKZ/JYbjUY6+ToAHb/4Qsc7ftCxjh90rOMHHev4Qsc7ftCxjh90rGNDuMc0pqGSd999N6699lpMmjQJU6dOxUsvvYTS0lLccsstABQn7Pjx43j99dfFe0pKSgAoBUgqKytRUlKCpKQkkZP28MMPY8qUKRg8eDAaGhrwzDPPoKSkBM8991wsvwpBEARBEARBEETCiKlwu+qqq1BdXY1HHnkEZWVlGDVqFD7//HMUFxcDUBpu+/Z001aH3LRpE95++20UFxfj8OHDAIC6ujr86le/Qnl5OdLT0zF+/Hh8++23mDx5ciy/CkEQBEEQBEEQRMKIeXGSW2+9FbfeemvA1xYtWuS3rK22ck899RSeeuqpaOwaQRAEQRAEQRBhIssy7HZ7onejy2E0GqHX6zu8nZgLN4IgCIIgCIIgujZ6vR6HDh1q02QhApORkYGCgoIOVdcn4UYQBEEQBEEQRFAYY0hPT4der0dRUVHIJtGEN4wxtLS0oKKiAgDQq1evdm+LhBtBEARBEARBEEFxu92wWCzIzc2lHsjtwGKxAFDaouXl5bU7bJLkMkEQBEEQBEEQQXG73ZAkiVoBdAAueJ1OZ7u3QcKNIAiCIAiCIIig8Ly2juRn9XSicexIuBEEQRAEQRAEQXRySLgRBEEQBEEQBEF0cki4EQRBEARBEATRLfn2229x0UUXobCwEJIk4eOPPxavOZ1O3HvvvRg9ejSSk5NRWFiI6667DidOnEjcDoeAhBtBEARBEARBEN2S5uZmjB07Fv/617/8XmtpacHmzZvxwAMPYPPmzfjwww+xd+9e/OQnP0nAnrYNtQMgCIIgCIIgCKJbcv755+P8888P+Fp6ejqWL1/utezZZ5/F5MmTUVpair59+wJQCou88MILWLJkCVasWIHi4mK8+uqryM3NxU033YQNGzZgzJgxePPNNzFw4MCYfRdy3Ig2kZmM0oZSUVGIIAiCIAiC6LkwxtDS6krIf7Eej9bX10OSJGRkZHgtf/TRR3HdddehpKQEw4YNw9y5c3HzzTdj/vz52LhxIwDg9ttvj+m+keNGtMmrP76Kpzc/jSdmPIE5A+YkencIgiAIgiCIBGJzujHiT18m5LN3PjIb1qTYSBi73Y4//OEPmDt3LtLS0rxeu+GGG3DllVcCAO69915MnToVDzzwAGbPng0AuPPOO3HDDTfEZL845LgRbXKk4QgA4FDDoQTvCUEQBEEQBEFEH6fTif/7v/+DLMt4/vnn/V4fM2aM+Ds/Px8AMHr0aK9ldrsdDQ0NMdtHctyINnHLbgCAw+VI8J4QBEEQBEEQicZi1GPnI7MT9tnRxul04sorr8ShQ4ewYsUKP7cNAIxGo/ibN9MOtEyW5ajvH4eEG9EmLuYCANhctgTvCUEQBEEQBJFoJEmKWbhivOGibd++fVi5ciWys7MTvUtB6R5HnIgpwnFzk+NGEARBEARBdB2ampqwf/9+8e9Dhw6hpKQEWVlZKCwsxOWXX47Nmzfjs88+g9vtRnl5OQAgKysLSUlJidrtgJBwI9rEzRThZnfbE7wnBEEQBEEQBBE+GzduxJlnnin+fffddwMArr/+ejz00EP49NNPAQDjxo3zet/KlSsxc+bMeO1mWJBwI9pECDcXCTeCIAiCIAii6zBz5syQLQTCaS/gu06/fv38lrX1OdGAqkoSbUKhkgRBEARBEASRWEi4EW1CjhtBEARBEARBJBYSbkSbcMeNctwIgiAIgiAIIjGQcCPahLcDoD5uBEEQBEEQBJEYSLgRbSIzpZEgOW4EQRAEQRAEkRhIuBFtIkIlKceNIAiCIAiCIBICCTeiTXioJDluBEEQBEEQBJEYSLgRbSLaAVCOG0EQBEEQBEEkBBJuRJvwdgAu5oJTdiZ4bwiCIAiCIAii50HCjWgTLtwAct0IgiAIgiAIIhGQcCPahIdKApTnRhAEQRAEQXQNHn/8cZxyyilITU1FXl4eLrnkEuzZsyfo+jfffDMkScKCBQvit5MRQMKNaBOt40aVJQmCIAiCIIiuwKpVq3Dbbbdh3bp1WL58OVwuF2bNmoXm5ma/dT/++GOsX78ehYWFCdjT8CDhRrSJS3aJvx1uCpUkCIIgCIIgOj9ffPEFfv7zn2PkyJEYO3YsXnvtNZSWlmLTpk1e6x0/fhy333473nrrLRiNRr/tSJKEF198ERdeeCGsViuGDx+OtWvXYv/+/Zg5cyaSk5MxdepUHDhwIKbfh4Qb0SZejhuFShIEQRAEQfRsGANamxPzH2Pt3u36+noAQFZWllgmyzKuvfZa3HPPPRg5cmTQ9z766KO47rrrUFJSgmHDhmHu3Lm4+eabMX/+fGzcuBEAcPvtt7d738LBENOtE90CmcnibwqVJAiCIAiC6OE4W4DHEhRSeN8JICk54rcxxnD33XfjtNNOw6hRo8TyJ554AgaDAXfccUfI999www248sorAQD33nsvpk6digceeACzZ88GANx555244YYbIt6vSCDhRrSJV6gkVZUkCIIgCIIguhi33347tm3bhu+++04s27RpE55++mls3rwZkiSFfP+YMWPE3/n5+QCA0aNHey2z2+1oaGhAWlpalPdegYQb0SbaUEmb25bAPSEIgiAIgiASjtGqOF+J+uwI+c1vfoNPP/0U3377LXr37i2Wr169GhUVFejbt69Y5na78dvf/hYLFizA4cOHPR+ryX3jIi/QMln2RKpFGxJuRJto2wGQ40YQBEEQBNHDkaR2hSvGG8YYfvOb3+Cjjz7CN998g/79+3u9fu211+Kcc87xWjZ79mxce+21MQ97bA8k3Ig2cTGqKkkQBEEQBEF0LW677Ta8/fbb+OSTT5Camory8nIAQHp6OiwWC7Kzs5Gdne31HqPRiIKCAgwdOjQRuxwSqipJtIm2OInNRaGSBEEQBEEQROdn4cKFqK+vx8yZM9GrVy/x3+LFixO9a+2CHDciJDKTvYQbOW4EQRAEQRBEV4C1o3WANq8t2Hb69evnt2zmzJnt+rxIIMeNCIm2MAlA7QAIgiAIgiAIIhGQcCNCoi1MAlADboIgCIIgCIJIBCTciJD4Om4UKkkQBEEQBEEQ8YeEGxESCpUkCIIgCIIgiMRDwo0ICYVKEgRBEARBEETiIeFGhIQcN4IgCIIgCIJIPCTciJC4ZJfXv8lxIwiCIAiCIIj4Q8KNCIlfcRIXFSchCIIgCIIgiHhDwo0IiSzLXv+mUEmCIAiCIAiCiD8k3IiQuBiFShIEQRAEQRBEoiHhRoTEr6okOW4EQRAEQRBEF+H48eP42c9+huzsbFitVowbNw6bNm0SrzPG8NBDD6GwsBAWiwUzZ87Ejh07ErjHwSHhRoSEGnATBEEQBEEQXZHa2lpMnz4dRqMR//vf/7Bz507885//REZGhljnb3/7G5588kn861//woYNG1BQUIBzzz0XjY2NidvxIJBwI0JCoZIEQRAEQRBEV+SJJ55Anz598Nprr2Hy5Mno168fzj77bAwcOBCA4rYtWLAA999/Py677DKMGjUK//nPf9DS0oK3335bbEeSJLz44ou48MILYbVaMXz4cKxduxb79+/HzJkzkZycjKlTp+LAgQMx/T4k3IiQ8OIkekkPgEIlCYIgCIIgejqMMbQ4WxLyH2Ms7P389NNPMWnSJFxxxRXIy8vD+PHj8e9//1u8fujQIZSXl2PWrFlimclkwhlnnIE1a9Z4bevRRx/Fddddh5KSEgwbNgxz587FzTffjPnz52Pjxo0AgNtvv72DRzY0hphunejy8FBJq9GKxtZGOGWnX94bQRAEQRAE0XOwuWw49e1TE/LZ6+euh9VoDWvdgwcPYuHChbj77rtx33334YcffsAdd9wBk8mE6667DuXl5QCA/Px8r/fl5+fjyJEjXstuuOEGXHnllQCAe++9F1OnTsUDDzyA2bNnAwDuvPNO3HDDDR39eiEh4UaEhDfgTjYmo7FVifWlPDeCIAiCIAiisyPLMiZNmoTHHnsMADB+/Hjs2LEDCxcuxHXXXSfWkyTJ632MMb9lY8aMEX9zoTd69GivZXa7HQ0NDUhLS4v6dwFIuBFtIBw3g2dmg4QbQRAEQRBEz8VisGD93PUJ++xw6dWrF0aMGOG1bPjw4fjggw8AAAUFBQCA8vJy9OrVS6xTUVHh58IZjUbxNxd1gZb59kCOJiTciJDwsEijzgiT3gSH20EFSgiCIAiCIHowkiSFHa6YSKZPn449e/Z4Ldu7dy+Ki4sBAP3790dBQQGWL1+O8ePHAwBaW1uxatUqPPHEE3Hf37Yg4UaEhDtuep3eI9yoQAlBEARBEATRybnrrrswbdo0PPbYY7jyyivxww8/4KWXXsJLL70EQBGg8+bNw2OPPYbBgwdj8ODBeOyxx2C1WjF37twE770/JNyIkAjhJulh1pvRgAYKlSQIgiAIgiA6Paeccgo++ugjzJ8/H4888gj69++PBQsW4JprrhHr/P73v4fNZsOtt96K2tpanHrqqVi2bBlSU1MTuOeBIeFGhISHSuolPcwGMwDq5UYQBEEQBEF0DS688EJceOGFQV+XJAkPPfQQHnrooaDr+LYg6Nevn9+ymTNnRtSqoD1QHzciJLwBt16nh8lgAkDFSQiCIAiCIAgi3pBwI0LCHTeDZIBFr1TxoRw3giAIgiAIgogvJNyIkHgVJ1EdNwqVJAiCIAiCIIj4QsKNCAkXbjpJB5OeQiUJgiAIgiAIIhGQcCNC4hUqaaBQSYIgCIIgCIJIBCTciJD49nEDyHEjCIIgCILoSUiSBMC/uiIRPrIsd3gb1A6ACIlLVqtKatoBkHAjCIIgCILoORgMBrhcLlRXV0On0wkhR7QNYwytra2orKyETqdDUlJSu7dFwo0IidZxM+sV4WZz2RK5SwRBEARBEEQc0ev1qKmpQVpaGpqbmxO9O10Sq9WKvn37Qqdrf8AjCTciJDJTbF29RKGSBEEQBEEQPZXW1lb0798/0bvRJdHr9TAYDB12Kkm4ESEJFCpJ7QAIgiAIgiB6Hnq9HkajMdG70WOJeXGS559/Hv3794fZbMbEiROxevXqoOuWlZVh7ty5GDp0KHQ6HebNmxdwvQ8++AAjRoyAyWTCiBEj8NFHH8Vo7wkeKmnQGUSopMNFjhtBEARBEARBxJOYCrfFixdj3rx5uP/++7FlyxbMmDED559/PkpLSwOu73A4kJubi/vvvx9jx44NuM7atWtx1VVX4dprr8XWrVtx7bXX4sorr8T69etj+VV6LLwdADluBEEQBEEQBJE4YircnnzySfziF7/ATTfdhOHDh2PBggXo06cPFi5cGHD9fv364emnn8Z1112H9PT0gOssWLAA5557LubPn49hw4Zh/vz5OPvss7FgwYIYfpOei4upoZLUDoAgCIIgCIIgEkbMctxaW1uxadMm/OEPf/BaPmvWLKxZs6bd2127di3uuusur2WzZ88OKdwcDgccDo/YaGhoAAA4nU44nc5270tPwOlSjw8DjFBimm1OpaokHbv4wI8zHe/YQ8c6ftCxjh90rOMLHe/4Qcc6ftCxji3hHteYCbeqqiq43W7k5+d7Lc/Pz0d5eXm7t1teXh7xNh9//HE8/PDDfsuXLVsGq9Xa7n3pCeyz7QMAlB4uhe6YYtCerDkJpALLly9P5K71OOh4xw861vGDjnX8oGMdX+h4xw861vGDjnVsaGlpCWu9mFeV9C17yRjrcCnMSLc5f/583H333eLfDQ0N6NOnD2bNmoW0tLQO7Ut3Z9emXfhuz3cYPHAwJudPxlsr34I5Rcl1O/fcc6myUBxwOp1Yvnw5He84QMc6ftCxjh90rOMLHe/4Qcc6ftCxji08GrAtYibccnJyoNfr/ZywiooKP8csEgoKCiLepslkgslk8ltuNBrp5GsDJjEAgFFvRIo5BYCa42ag4xdv6HjHDzrW8YOOdfygYx1f6HjHDzrW8YOOdWwI95jGrDhJUlISJk6c6GepLl++HNOmTWv3dqdOneq3zWXLlnVom0RwtO0AqDgJQRAEQRAEQSSGmIZK3n333bj22msxadIkTJ06FS+99BJKS0txyy23AFBCGI8fP47XX39dvKekpAQA0NTUhMrKSpSUlCApKQkjRowAANx55504/fTT8cQTT+Diiy/GJ598gq+++grfffddLL9Kj4ULN52k8/RxI+FGEARBEARBEHElpsLtqquuQnV1NR555BGUlZVh1KhR+Pzzz1FcXAxAabjt29Nt/Pjx4u9Nmzbh7bffRnFxMQ4fPgwAmDZtGt5991388Y9/xAMPPICBAwdi8eLFOPXUU2P5VXosvI+bQWegPm4EQRAEQRAEkSBiXpzk1ltvxa233hrwtUWLFvktY4y1uc3LL78cl19+eUd3jQgD7rjpJe8+bjKTE7lbBEEQBEEQBNGjiGkDbqLr45LVBtySXjhuAOCCK1G7RBAEQRAEQRA9DhJuREiE46bzOG4A4GIk3AiCIAiCIAgiXpBwI0LCQyINkgEGnfIfADgRXod3giAIgiAIgiA6Dgk3IiQ8VFKnU04Vi94CAHAyEm4EQRAEQRAEES9IuBEhEX3cJMVpMxmUcEly3AiCIAiCIAgifpBwI0LC2wHodXoAEHlu5LgRBEEQBEEQRPwg4UaEhBch0UuKcLMYKFSSIAiCIAiCIOINCTciJLw4ia/jRu0ACIIgCIIgCCJ+kHAjQiJCJVXHjfdyI8eNIAiCIAiCIOIHCTciJL6hkma9KtyoOAlBEARBEARBxA0SbkRIuOPG+7dRcRKCIAiCIAiCiD8k3IiQ8HYAFCpJEARBEARBEImDhBsREiHcdD7CjUIlCYIgCIIgCCJukHAjQuJXnERPjhtBEARBEARBxBsSbkRIfEMlTQZqB0AQBEEQBEEQ8YaEGxESl6xWldSR40YQBEH0PDad3IQ/rP4Dqm3Vid4VgiB6OCTciJBwx80gKVUlqTgJQRAE0ZN4a9dbWHpwKb4u/TrRu0IQRA+HhBsRElmWAXgcN9EOgIqTEARBED0Au8sOAGhyNiV4TwiC6OmQcCNCwhtw6yTlVLEYLADIcSMIgiB6Bk5Zed41O5sTvCcEQfR0SLgRIfENlSTHjSAIguhJ8FzvFmdLgveEIIieDgk3IiSiHQAVJyEIgiB6INxxa3GRcCMIIrGQcCNC4tsOgBcnoXYABEEQRE+AHDeCIDoLJNyIkHDHzaDzCZUkx40gCILoAZDjRhBEZ4GEGxES7rhRcRKCIAiiJ8IdNypOQhBEoiHhRgSFMeYXKknFSQiCIIiehHDcKFSSIIgEQ8KNCAoXbYAmVNJAoZIEQRBEz0HkuFGoJEEQCYaEGxEUrXDjjhsPlXTBBcZYQvaLIAiCIOIFOW4EQXQWSLgRQeGFSQBPOwAeKsnAxMOMIAiCILorlONGEERngYQbEZRAjhtvBwAAdrc97vtEEARBEPGET1LaXDbITE7w3hAE0ZMh4UYExctxU4WbUWcUfztcjoTsF0EQRGdkfdl63PjljThYfzDRu0JEEe64MTDYXTRhSRBE4iDhRgTFxTxNtnk7AMATLmlz2+K+TwRBEJ2VT/Z/gg3lG/DloS8TvStEFNGmBVCBEoIgEgkJNyIoovm2ZIAkSWI5D5d0uMlxIwiC4DQ6GwEAFbaKBO8JES3cstsrPJIKlBAEkUhIuBFB4Q8rXpiEwx03CpUkCILwwAf1VS1VCd4TIlpoI08AKlBCEERiIeFGBIU/sLRhkgBg1iuOGxUnIQiC8MAH9eS4dR94fhuHQiUJgkgkJNyIoGhDJbUIx41CJQmCIARcuFW2VCZ4T4ho4XR7t70hx40giERCwo0ICm8H4BsqmaRPAgC0ulvjvk8EQRCdFR4qWW2v9qrKS3RdfEMlyXEjCCKRkHAjgsJDRHj5fw4JN4IgCH+aXYobIzMZNfaaBO8NEQ18HTcqTkIQRCIh4UYEJVhxkiSdKtxkEm4EQRCAcr/UDuopz6174JfjRsKNIIgEQsKNCAoPlfTNceOOG+W4EQRBKNhcNjAw8W/Kc+seaHu4ARQqSRBEYiHhRgSFzzT6VpXkjpvvA40gCKKn4lu0otJGwq074Puco+IkBEEkEhJuRFCE46YL7LhRjhtBEISCn3Ajx61bQKGSBEF0Jki4EUHhVdGoOAlBEERofAf0FS2U49YdoFBJgiA6EyTciKAEbQdAxUkIgiC88HXcqmxVCdoTIpr4CTdy3AiCSCAk3IigCOFGjhtBEERIfIUbOW7dA99QScpxIwgikZBwI4ISNFSSHDeCIAgveA+3DFMGACpO0l2gUEmCIDoTJNyIoLiY2oDbN1SSHDeCIAgveAhdcVoxAKDGXuPn1hBdD3LcCILoTJBwI4JCxUkIgiDCo8nZBADok9oHekkPmcmosdckeK+IjsIdNx5pYnPZErk7BEH0cEi4EUEJ2g6AQiUJgiC84E5MijEF2ZZsANQSoDvAHbd0UzoAKk5CEERiIeFGBIWKkxAEQYQHH9AnG5ORa8kFQAVKugPccePCjUIlCYJIJCTciKDwUEmdzvs0IceNIAjCGz6gTzYmI9eqCDcqUNL14Y5bWlIaAOW551uwhCAIIl6QcCOCIkIlJe9QSaPeCIAcN4IgCA4XblajFXmWPAAk3LoDvo4bQOGSRORUtlSiobUh0btBdANIuBFB4TONvqGSJr0JAAk3giAIDm8HkGJMQY41BwDluHUH+HPQYrCIfG8qUEJEQouzBRd9fBGuWXpNoneF6AYY2l6F6KmIHDefdgBGneK4UbgIQRCEgjbHjRy37gN/zhl1RiQbk1HvqKc8NyIiqu3VaHY2k+AnogI5bkRQZCYD8A+V5I6bw+2I+z4RBEF0RrShkiLHjRy3Lg933Aw6A6wGKwAKlSQig4t/mcmidgBBtBdy3Iig8AeWb3ESctwIgiC80RYn4QWcqKpk10fruAnh5iLhRoSP0+0ZK7XKrbDoLAncG6KrQ44bEZS22gGQ40YQBKEghJvBU1Wyxl4jJsCIronWcUs2JgOglgBEZGgnuWnCm+goJNyIoHBL37cBNw+VpBsQQRCEgtZxyzJnQS/pwcBQbatO8J4RHYG7JUa9ERaj4pSQ40ZEgnasREXdiI5Cwo0IiosFrirJQyXpBkQQBKEM7vngzGq0QifpkG3JBkAFSro6/DlokAxINiiOG+W4EZGgDZUkB57oKCTciKDw4iTUDoAgCCI42tA5Hk4nKktSgZIujdZxsxqpOAkROeS4EdGEhBsRFB4qGawdgIu5qEISQRA9Ht7DzaQ3idByUVmSHLcuDXfceDsAwPN7E0Q4kHAjogkJNyIowUIlueMGKBWSCIIgejLa/DZOrkURblRZsmsjHDdtVUly3IgI0Io1qg1AdBQSbkRQgjpueqP4m2aPCILo6Wibb3O441Zlq0rIPhHRwauPmxoqSVUliUjwctxospvoICTciKDwdgC+DbgNkgESJAA0e0QQBNHkbALgLdzyrEqOGzluXRvq40Z0FK92AG4aMxEdg4QbEZRgjpskSTCovduplxtBED0d7sDwgT0A5FhyAFCOW1cnUB83m9OWyF0iuhjkuBHRxND2KkRPhTtuOslf3+slPZzMSaGSBEH0eAKFSpLj1j3QOm688AwVJyEigdoBENGEHDciKMFCJQEIx42EG0EQPZ1QxUlq7bUUUt6F8cpxo+IkRDtIZFXJPTV78M+N/0RDa0NcP5eIHSTciKDwB5ZvqCRAwo0gCIITSLhlmjNhkAxgYKi2VSdq14gO4pXjRsVJiHbgleMW50mcl7e/jEU7FmHZ4WVx/VwidpBwI4LCHTffdgCAx4WjHDeCIHo6PHSOD+wBJcQ825INgJpwd2UCVZWk4iREJGhDJeM92c0LJ9Xaa+P6uUTsIOFGBEWWZQAQcf1ahONGibYEQfRwAuW4AUB+cj4AoKy5LO77REQHreOWbFB+XwqVJCIhkcVJuFBsdDbG9XOJ2BFz4fb888+jf//+MJvNmDhxIlavXh1y/VWrVmHixIkwm80YMGAAXnjhBa/XFy1aBEmS/P6z2+2x/Bo9EtGA22kHti4GWj0PK+7CUWlbgiB6Ojx0LsWY4rW8KKUIAHC86Xjc94mIDnzQ7eu4McYSuVtEFyKR7QB4VFRjKwm37kJMhdvixYsxb9483H///diyZQtmzJiB888/H6WlpQHXP3ToEObMmYMZM2Zgy5YtuO+++3DHHXfggw8+8FovLS0NZWVlXv+ZzeZYfpUeCW8HoDuwAvjoV8Dm18Vr1A6AIAhCgYcjaUMlAaB3Sm8AJNy6MjxU0qgzCkdVZjI9+4iw0YZHxjvHjX92U2tTXD+XiB0xbQfw5JNP4he/+AVuuukmAMCCBQvw5ZdfYuHChXj88cf91n/hhRfQt29fLFiwAAAwfPhwbNy4Ef/4xz/w05/+VKwnSRIKCgpiuesENFUl7Wo1ospd4jWe40ahkgRB9HREqKTBO1SyT2ofAMCxxmNx3yciOmgdN4vBIpY3O5thNtCEMdE2iSxOQqGS3Y+YOW6tra3YtGkTZs2a5bV81qxZWLNmTcD3rF271m/92bNnY+PGjXA6PSd7U1MTiouL0bt3b1x44YXYsmVL9L8A4QmV5NZ+7RHxGlWVJAiCUAhUVRLwhEoeayLh1lXR5rjpJJ0Qb1SghAiXRLYDoFDJ7kfMHLeqqiq43W7k5+d7Lc/Pz0d5eXnA95SXlwdc3+VyoaqqCr169cKwYcOwaNEijB49Gg0NDXj66acxffp0bN26FYMHDw64XYfDAYfDE9bQ0KA4SE6n00sQEt643WqopEvJH2R1R+BSjxl33GytNjqGMYYfXzrOsYeOdfzoTseaCzeTZPL6PvkW5Xl2oukE7A57wNYq8aA7Het4Ixomy8rxsxqssLlsaLA1wGkOfDyjdbwZY1hxbAUGpg9Ev7R+HdpWd6UrnNsOl2f8aXfa47qvwnFzNHb4c7vCse7KhHtcYxoqCShhjVoYY37L2lpfu3zKlCmYMmWKeH369OmYMGECnn32WTzzzDMBt/n444/j4Ycf9lu+bNkyWK3WAO8gAOBk00kAgKNeKSMr15bi86WfAZIOeigDkK0/bkXK/pSg2yCix/LlyxO9Cz0GOtbxozsc6+pGpU/blvVbcNJwUiyXmQwddHDKTiz+fDEydBkJ2kOF7nCs402LQ3HW1qxeg736vWCtypjk69VfY79hf8j3dvR4n3CdwPNNz6OXvhduS72tQ9vq7nTmc/to81Hx994De/H5ic/j9tlNdiW3raqxCp9/Hp3P7czHuivT0hKeix8z4ZaTkwO9Xu/nrlVUVPi5apyCgoKA6xsMBmRnZwd8j06nwymnnIJ9+/YF3Zf58+fj7rvvFv9uaGhAnz59MGvWLKSlpYX7lXocHyz/AKgEUk3KaaJnLsw5fSKc5hx8+MmHAICBQwdizsg5idzNbo/T6cTy5ctx7rnnwmg0Jnp3ujV0rONHdzrWj7/3OOACZs2chb5pfb1ee+nTl3Cs6RiGTh6KiXkTE7J/3elYx5u/vPcXwAWcfebZKEopwhv/ewM1tTUYM2kMphdOD/ieaB3vVcdWAd8CFXIFzpl9DpL0Se3eVnelK5zby1ctB9T6RL2Le2POpPiNmfj569Q5MWdOxz63KxzrrgyPBmyLmAm3pKQkTJw4EcuXL8ell14qli9fvhwXX3xxwPdMnToVS5Ys8Vq2bNkyTJo0KehJwhhDSUkJRo8eHXRfTCYTTCaT33Kj0UgnXwhkqH3cNDHZxqYTQGovkePmhpuOYZyg8zV+0LGOH139WDPGRL5TujXd77v0Tu2NY03HUG4rT/j37OrHOhHw/CRLkgVGo6eyZCtrbfNYdvR4t8jKeeVmbpywncDgzMDpIETnPrddcHn+Zq647idvP2B32wG9kqvZUTrzse7KhHtMY9oO4O6778bLL7+MV199Fbt27cJdd92F0tJS3HLLLQAUJ+y6664T699yyy04cuQI7r77buzatQuvvvoqXnnlFfzud78T6zz88MP48ssvcfDgQZSUlOAXv/gFSkpKxDaJ6MHbARicmh55dUorB57jRiWRCYLoydhcNjAo4XNWg3/ofe9UagnQVWGMiRw3g0555vGWDzyvMZZoC0ocqDsQ888jYoPL7RFu8awq6ZJdosgcQC0BugsxzXG76qqrUF1djUceeQRlZWUYNWoUPv/8cxQXFwMAysrKvHq69e/fH59//jnuuusuPPfccygsLMQzzzzj1Qqgrq4Ov/rVr1BeXo709HSMHz8e3377LSZPnhzLr9Ij4e0A9C6tcFMqS1JVSYIgCE8PN23FQS2isiS1BOhyaAe9Rr0yG87FeTyqSja0ekKn9teFzqcjOi+JasDtOz5ram1Cpjkzbp9PxIaYFye59dZbceuttwZ8bdGiRX7LzjjjDGzevDno9p566ik89dRT0do9IgQe4aZx1VTHjRcniXdPEoIgiM6EaAVgSA5YeIsct66LqCgJT5QJD5W0uWwx/3ytQ0KOW9fFqx1AHHvf+o7PGpzh5VARnZuYhkoSXRseKulVwFrt5UahkgRBEJ7m2zyEzpc+KdSEu6uiHfjy3KBEhUqS49Z10Tpf8Zzs9h2fUahk94CEGxEU4bgxzUKe40ahkgRBEEGbb3N4qGSlrRJ2bdg50enxctx4jhsPlXTGPlRSK9yONh6l520XJVENuEm4dU9IuBFB4Q8tPTTKrf4YILuF40YPEoIgejJtCbd0UzpSjEqvyxNNJ+K2X0TH4flIBskgwmAT5bi5mRuH6g/F/DOJ6OOV4xZHx803n06bM0l0XUi4EUGRmdoOgAGwZAE6AyA7gaaTHsctjvHaBEEQnY1mlzKADxYqKUmSp0BJE4VLdiV4cRJemARITHESCYpopDy3rkmiipP4OW5Octy6AyTciKDwh5YeDDClAulKkr1UdwR6Scl8oxw3giB6MjxkLtkQ2HEDPAVKKM+ta6F13DjcWY1nqOTAjIEAKM+N09WKomnFWjwnu33HZ1oHl+i6kHBTYYy1vVIXJ9LvyIuT6BiApBQgo6/yQv1RGKHMQMZz9oggCKKz0VaoJABy3LooPF3Ay3Ezxs9x4w7JuLxxAMhxA4AnNz6J0945DaUNpW2v3EnQirV4jpl8BS4Jt+4BCTcA9393P+Z8OCcuMeuJ4u8b/o5z3j8H1bbqsN/Di5MYwIAkK5Ch9N+T6kqF40Y5bgRB9GT44DpYqCSgaQnQSC0BuhJ84OvluBni47gxxsRAe3zeeADAgXoSbuvK1qHF1YKd1TsTvSthoy1yk0jHjUIluwc9XrjVO+qx5MASHGs61q1ns1YdW4UKWwV21+wO+z2iHQADYNQIt/qjIsfNIVOoJEEQPRc+gOcFSALRO0UNlUyQ43a08SiWtixFRUtFQj6/qxLKcYv1RK/NZROTp+NyxwFQfseenp7Anc54OJ7RQuuyJbIdADlu3YMeL9w2lm8EU6smxqOhZqLgDxm7O/xy1KIdABiQlOwJlaw7ImYgKVSSIIieTFihkqlqqGTjsYSE5b+7912sbV2Lt3a/FffP7soIx03ncdziFSrJC5MYdAb0Se2D1KRUyEzu8ZUleUn7rjJek5ks6gUA8Y1S8h2fUTuA7kGPF27rytaJv7vKjaA98Flhhyv82ToRKsngJdy8HLcePvtHEETPhgu3UKGSPMetxdWCOkddPHbLC/6Z26u3x/2zuzLCcdMFqCoZ41BJ7o6kJaVBkiQMyhgEgAqUcMHcVcZr2jBJIDGOG69KSu0Augc9XritL18v/u4qN4JIkZksbnaRCC1RnARQQyVVx63hOIzqjYBy3AiC6MnwdgChHDeT3oQ8Sx6AxFSW5CJjd81uv4EkEZxAjhv/ne1uu3hGxgIu3HgILq8sebDuYMw+s7Pjlt1inBaPqp7RwFeoxTNKiefTZZozAVCOW3ehRwu3iuYKr7CD7irctN8r3FBJxpinHQBTQyVTewE6IyTZBas6WKE+bgRB9GREO4AQwg3QFChpin+BEm2ofHfO5Y42AR03jbMay3BJPshOTUoFAHLc4JkkAbrOeM13cjuejhv/7CxzFgAKlewu9GjhtunkJq9/d5UbQaRok6jDDZXkzbcBKEGRScmATgdk9AEApKqWOzluBEH0ZESOW4g+bkBiWwJoZ9p3VO+I++d3VQI5bkm6JFFVOZauDw9r48KNO249WXhrj3dXGa/5CjU3c8fUqdXCI6yyLdkAFBc3njm2Lc6WoA5jeXM53tz5Zreu5h4rerRw23Byg9e/u8qNIFK0N7twHTetcNMzpoRKAiJcMtVZB0ARbj2hBx5BEEQgwslxAxLbhFvrDG2vojy3cAnkuEmS5Kks6YrdoJOHSvo6bkcbj8LuCr/IWHdC6xh1lfFaIIctXpFKfGI926wINxdzRVSgriOcbD6Jme/NxL2r7w34+lObnsITG57AJ/s/icv+dCd6tHDbWL4RADAgfQCArhMzHSnah0u4OW7aKkh6QHHcACHc0ltrAQAMzC9nwuF2kJgjCKJHEGmoZCIcN+2s9o4qctzCJZDjBnh+61iGnmmLkwDK4DvdlA4G1mMrS3bFUEnuOFkMFs+yOIVLcuGWYcqATlKG+/FqCbC9ajtsLhtWlq70G1szxrChXDFOyprL4rI/3YkeLdwqbBUw6oyYVjgNQNe5EUSKl+MW5kyd1soX7QAA0cstrbVGvK6dPap31OOc98/BvJXzOrDHBEEQXQMehtiWcBOhkglw3LTCbV/tvh7r2GhhjLU5wRjIcQOAPKtSaOZky8nY7Bz8HTdJkjAwXQmX7Kl5bs2tXVC4yf7CLV4pJnyi3mQwiSI38cpz49eGi7mwtXKr12vHmo6h0lYJAKiyVcVlf7oTPVq4AcC4vHHIMGUA6Do3gkjxynEL03HjrQAATQNuQAi39FbPxaa9CR2qP4Q6Rx1KKkvav8MEQRBdAKfbKQZmbTpuahPu8ubyuFZ2dMme8Ciz3gwXc2F3ze64fX5nxCW7cNVnV+HWr28NuV4wx61Xci8AQFlT7NwC36qSgCdcsrPnuTllJ3ZW74x6LldXdNz4xLZRZxQTAPG6/vnYzKQ3iQmAeLUEONnsmdTYXLHZ67UtFVvE3yTcIqfHC7dTC04VMyFd5UYQKVrHLexQSTl0qGRKa7V4mGm3yWefu+uxJAiC4GgnxdoSbrnWXOglPdzMjRp7Tch1o4l2H8fljgNABUqqbFXYVbML3x3/LqS44MLN13ErTC4EENswL1/HDQCK05SJ00RUJo2El7e/jKs+uwof7/84qtvVnstdZYzBQyWNOiOS9EkA4ue4cdGYpEsS51G8WgKUN5eLv30LAW4+6RFyJNwih4Rbr1NhMXZv4aadpQo3RIYXJ9EzKB3bfIqTmFtrkKRTbkLaqkFa4aYtcEIQBNHd4PdWk97k58r4opN0nllvR/wa4fLBrgEGIdx+rPoxbp/fGdHmGIV67vMJTN/ftiC5AED8hVu6Kd3rtc7Knpo9AKJfCKdLCjf1XEvSJ4kJgHjluPFJ9SR9UsJCJQFgW+U2L7GqdeDiOYnVXejRws1qsGJUzihy3ALAQyX1UHMAuOOWkg+mN0EHGUkBHDdtDDrlURAE0Z0RrQDacNs4fOBd31ofs33yhU+mmSQTRmaPBEDCTTtwDtWLLajjlhI/x40XJwEQ93C39sLD5I40HInqdruycDPqjGKyO26OWyJDJTXCzeF2CJe/xl7jVVyn1l4b19523YEeLdwm5k2EQWfo9sJNe7MLtxQsn2nU89xtLtx0OiBdydVIUrw4r+IkWhs+XmVnCYIgEgGfFLMaQrcC4KQnqcLNET/hxvfRJJkwImsEAOBww+FOP/iPJdookVDP/YTmuDn9HTcu4jq741bRUgEAKG0sjep2teOLrjJe0xa4Merj67hx4Zakj2+opMxkIdxGZY8C4AmX5Plt/dP7Qy/pwcBQa6+N+T51J3q0cJtUMAkAur1w83LcwmzA7ee4aXoUsRSlolaSevpoZ4+64owYQRBEe4jUcUs1xd8x0TpumeZMUd2yJ7cF0OZwhxMq6eu49UpRhFutozZmz7lAoZJdwXFzyS5U2ZW8pYqWiqgeH98G3F2h7RAfHxn1nuIk8a4qqQ2VjIfor7HXwCW7oJN0OK//eQA0wu2kItwm5U9CljkLAFBtq475PnUnerRwm1wwGYBntpT6uHngCdt65hMqCQAW5WITjps7sONmc5Jw60q8test3LXyrm57HRBEtIk4VDKKjtsbO9/As1uebXM9IdxgAgCMzhkNoGcXKPEKlQxxvwvmuKUaU8VvHotwScaYEGfBHLfOKlqqbdVe+e1HG49GbdvaiWGZyXFrZN0RtKGS3HGLdwNubahkPIQbD5XNMeeIcfaWii1wy26R3zY+bzxyLDkAqEBJpPRo4dY/oz+A7u+4tSdU0uO4qXgJt0xlkfrg0N6EyHHruizasQhflX6FLw9/mehdIYguAb/fWY1hhkqaoiPcXLIL/9z4T7y07aU2Bz0879gkKcJtVI4SutST89wiLU7i67hJkiTCJcubyv3e53A7OiSsHG6H+OxAjptTdoY1Cbvs8DL879D/2r0f7cG3t11pQ/TCJX3D/LrC5LAQbnpPjlu82wHEu6pkeYtyTeQn52NI5hCkGFPQ7GzG1sqt2FW9CwAwMX8islQTgIRbZPRo4cbp7sKtXQ24VeFmYAyQ9IBaxhYAmDUbgEe4ebUDaKUct64K/+2+Kv0qwXsSmmZnc6cOFSJ6DpE6btwx6ej529DaIO7RbTnkfB99hVu0K/51JcLOcXMHdtwATZ6bj+N2vOk4zv7gbHxk+6jd+8ddEZ2k88qftBqt0EnKsK2tc8jusuPe1fdi/ur5XhOqsYbnt3Gimefme653hTFbItsBOGRPqGQiHLd8az70Oj3G540HoEwOu5gL+dZ89EruhRyz4rhV2zseKtlZHehYQMIN3sKtO/747WrALWsct6RkQJI8L3LHTV1H+xAkx61rIjNZ/HZrT6yNW8ngSJGZjJ9++lP85KOfeJ13BJEI+DWjbZIcCu64dbQdQJ2jTvzd1gQZ30ezZAYADM8aDp2kQ0VLBSpbKju0H12VcKtKulhgxw3wCLcTzSe8lq8vW48WVwv2Ofe1e/+0+W2S5tmrbSnR1gC8ylYFl+yKe9/AuDpuXWCM4RUqGed2APwZGe92ANxx420zJuZPBACsPLoSADAhbwIkSRKhkh3NcVtyYAmmvTMNC7cujHrT984ICTd4hBsDC1vYdCW0D6ZwHTf+wNIxeIdJAmA8x029QAI14Pb9XKJz0+JsAVML0ThlJ1YdW5WwfdlTswcPrnkwYPhEvaMex5uOo9pejUpbzxx0Ep2HRLUD0Aq/tu7p/J6cJCmz/VajFQPSBwAAdlbv7NB+dFW8QiVDhNuFdNzUAiXaRsMAsK9WEWyNrLHdLXFEfpsx1e81vqwt4aZ1MeLZN5ALt0yTMsHb0x03UZxEm+MW5+IkJr0JKUmKcItHtIrWcQM8wo0zIX8CAEQtx23NiTVocjbh+ZLncevXt3b73nAk3OARbkDXuBFESrv6uKmizADmVVESgHDcTOpDLWiOWxeIPycUfGcyvzqSmHBJt+zG77/9PT7c9yE+2f+J3+vassFa14EgEkG7QyWj6bi1IQ58QyUBYGDGQADR6bPV4mzpcoVOouq4NXk7bly4Ae0vXBKooiQn3MqS2sFwPO+VPFSSV+2OpuPmG/LZFSaHE+m4aatK8ntPPHLcuHjPT1aE28jskTDpPfcfHjqZbVHSbjoq3LTj9jUn1uCKJVdg88nNId7RtSHhBkCv04uk0e4o3LQ3Ozdzh3XTEMVJGIAkH+HGc9y4cAtSVZJy3LoOPHxCUiuFfnf8u4RUl/zf4f/hYP1BAIFv5tqZtHj2wiKIQPD7Xbwdt46ESgJAn9Q+AKJT8e+hNQ/h/z77P2wo39DhbcWLcIuTtCfHbV+dR7j5hlGGSyjhFm4vN234WSKEG3dZTracjNq4il9v/Lh0hfEaP9eS9Elxb8AtQiV1cQ6VVF1o7rgZ9UaMzR0LQHGMB2cOBhA9x42fBzeOuhED0gegoqUCNy27Ccebjndou50VEm4qFmP3LVDiO0sVTi83rz5uSd75G4znuLmUmw/1cev68AdiYUohilKKYHfb8d3x7+K6Dy7ZhRe2viD+HShhudbhcdxIuBGJhk9uxLsdgPb94YZK8nYAANA3tS+A6Ai3Qw2HAADbKrd1eFu+LD+yHC9vfznquefhFicRVSX1/o5bYUohAEWY8AiVKluV1+RSeweOvgJFS7g5btr7ZzyFGw+TG5I5ROzrscZjHd6uW3aL3yrXkguga4wxArUDiLfjpm0H0ORsimkemMxkId55jhvgEfLj88eLAjvccetocRJ+HozKGYV3LngHA9MHwik7u20BJhJuKt21sqTMZL/vFI4TJkIlGQKESqo5bj7CjTFGwq2Lwn+31KRUnFt8LoD4h0suObDEK3QrUJw6hUoSnQk+wA63OEmayeOWaHtdRUp7HDdtqGTv1N4AoiPcuIg8VH+ow9vy5dG1j+LpzU97uVjRIOI+bpK/45ZjyYFe0isNp1XHQBsmCbTfcQvUw40Tbqik1nGLV44bY8wzaLcWiAmCaIRLasMiuVPTFcYYWuHGHbd4CDfGmEhj0VaVBLx7+0abWnstnLITEiQhsAHgZyN+hrnD5uKuCXeJZdlmRbg1tjZ2qL4EPw8sBouSw5uh5PDW2LpnrhsJN5XuKtzsLrsoOsHD4MK5QLjjpgPzD5U0Z4BB8msHYHPZvAYj7U3M7urwh1dXqlDa6FRmb5ONyUK4rTq2Km7FepxuJ17c9iIAYGqvqQACCzftMhJuRKJpb44bA+tQWe6O5rjxUMkTTSc63FNKCLeG6Aq3VnercNgP1h2M6rYj7uMWwHEz6AwiFIyHS/oJt6bEhUom4l7Z0NogJhJyrbnom6YKtygUKOHnsUEyiJDjrjBeE+0A9PFtB6A9x5P0SUjSJ4k8s1i2BOD5bdmWbK/rJi0pDfNPnY9BmYO8lvG8v45UluSTL7x1RpZZMRei0WagM0LCTaW7Cjd+s9OWEQ4nVJI/sPQMgO+gRKeHU2+FiXmqEGo/i9PdjmW4fLz/Y5z9/tl4d8+7id6VsOFNelONqRiVMwr51ny0uFqw9sTauHz+R/s/wvGm48ix5ODX434NwNtd42iXUagkkWgiFW5J+iTxrOmICxJJqGQg4ZZnzYNJb4KLudpdQANQBqXcCTlUfyiqk1Va4RFtURh2jpscPMcN8ISCCeGmOoPDMocBAI43ty9UMpziJOG0A+DES7jxQXuGKQNmg9njuEVRuFmN1i41XktUcRLtpCsXbPHIc/PNbwuFtiVAR/LctI4b4HHyumt1SRJuKvwH7wpViiJBDCwMyTDrleT0sEIlmaaqZJL/oKTVkAKj6uTx2aOu2GMlFqwrWwcA2FHVdSqtiSILScnQSTqcU3wOACXHJNY43A68tO0lAMBNo29CYbKSO1Jrr/ULJ6PiJERnwqs4CWNA6TpgwyuAM/g9VvRy60BZbi/h1sb9XOS4aYSbTtKhd4oaLtnQ/nBJbZGVxtbGqM5wa6/1w/WHo7ZdwDvHLWRVSTl4VUnA0xLA13E7veh0AB133Li7pqU9oZIdLYYTLjxMMs+aBwAoTisGEJ1QSW3PxC4r3OLYDkAr3Pj5G48m3Fy8a/PbQhGNXm5+wo3nznWwP1xnhYSbCrdYu1sJe/5QshgtMBmUB3ckoZIBq0oCaNWnCMeNb68rOW4u2YVXtr/iF9oSDXhVRG0hjc6Ob67OOX0V4bby6MqYN7RcdngZTracRL41H5cPuVyEObiZ28+VoBw3ojMhipNsfgt4dgLw6mxg6d3ADy8GfQ8fjHdk4iHcUElt3rFWuAFAn7SOV5b0/Q7RzHPzEm4Nh6O2XSByx81Yuh5YeBpQtd/rdT7JdKLpBNyyGwfqDgAATu+tCLf61vp2uRt8YB0od7I9xUnq7YkRbjwkN9qOW1car4nKjjWHYGxSeo/Gw3HTVpTkTdzjItx8eri1BXfHquztc9wYY37CjY8hyHHr5nSlGZxI0IbycLs8nNwzPljXg/mHSkJx3JJ8QiW7kuP21ZGvsGDzAjy67tGobtctu8XgJVCoX2eFDy74QGF83ngYdUY0tjaKGbRYsb9OGQyd1fcsmPQmGPVG8YDxvfHWOMhxIzoHLtkl3K6UNc8CNZo8rEOrg74vGi0Bwi1O0iq3CtfIT7hFYVAdL+F2pOFIVMMwI81xMxxcBZzcDmx92+t17iqUN5fjWNMx2N12mPQmDM0YCqukiIv2VJbkOcehctxCOW42l81rIjVuoZI+g3buuJU3l3c4572rO26Gza8jafsHAOLruGn7p4lQyRj2cvPt4dYWHe3l5pSdwmjg1eHJceshdKUbQSSIGWFNqGTkjlsg4ZbqV5yE50lxOvOxPFCvzIzuqNoR1ZvosaZj4nh0pdke8VBUWz/odXpReS4aTXpDUdakhBnx2WvAMwvnG3pFjhvRWdAOjJOzBgGXvAD8fKmy4NgPgBy4aiRvCRCPHDet25OEJK/XotESwFe4RdMZ01aEa3Y2d7jXk5ZIq0oaHapDccQ755e3BChrLhPRGwPSB0Cv0yNTp7TNOdYUeSn8jua4+Q5Y4xUqKQbtqnDLMGUg1RidlgDaSeiulNrCxxdGxmBUz7V45rjxgihA+GG2HSGSHDeg46GS2nEmOW49jO4q3LwcNzVUMpJ2AHoALTDhw83H4HR7BiKteo/j5pvjxqtXduZjycVIq9yKPTV7orZdHioDdDHHLUAj4eJUZbY01sKNl8zm+SIAkGlWBj3aGy9jDHX2OvHveA1GCCIQ/N6aJDMYJ1wHjLsa6HOq0j7FXg9UBb6v8JYA7T1/bS6b1+RbKOEmwssMVtE7iRONJty+kyexctyA6IrCiPu42dWB7vFNgKa4l2jC3eQRbry5MBduxxvb4biFyHELp6okn/Di45rG1sYOVw8NB99QSUmSREjukcaOPUf4M6rLFidhDEmqaaw9/2L9uYGEWyyLk0Sa49ZRd4yfAwadQeTy8YnfFldLlzhHIoWEm0p3bcCtzXETjls4VSUZryrJsHxfI+5+byte+tYTCqSESqp/+wg3PujuzMdSm5C/rSp6jWO1wq3F1RK3cvodxTdUEoAo5ZwIxy3QjFlDa4M4LwHFsWgr/+5IwxH8c+M/ozpbTxCAZlKMyUCW0jcIeiNQpDSaxdH1Ad/X0Sbcvu8LNREXquold9yONR5rd085PnPPB2nRFG6+bnugbR9tPBrSMQtGxFUlbeoxdzuAE1vE61y4NTobsaVCWT4kcwgAjXBrT6hkmI5bsPBRPgjul9ZPLIu6y+L2F4KBwuT4BGBHiuAAHmc0xZjSpcZrWuFm5JPdcvcMlWSMRZzj1tGqkmKMq4p5QLnf8Z553dF1I+Gm0pVmcCIhUI5bOGJCVsN8DAAONyoO2ordFeL1VoOnOAm/CfHP4hdiZ+7jps3r2F61PWrb5SGYnK7iumnzBziiIlgUEsuD4XQ7UWlTEra1jhsXbtrjx//m12o4vbBe/fFVLNqxCP/d+9+o7jdBNKuTHcmyRrgBiusGAKWBhRt33No7kPYTbqFCJQM46ZyClALoJT3sbjsqWyo7tC/jcscBUIp0ROu+zwdcXKj4Om7bKrfhwo8uxJ/X/TnibXuFSrpaggog4bhpxwVH1og/rUaryFnceHIjAGBwhuK4ZegyAEQu3Bxuh3hGhxJubuYOOl7hojffmi/Wj2poua0WeGoE8N8bvRb7Om4Aoua4BQqV7ArjNeF8MeZXFyCWhAqVjFVxkjpHnRgPas+BUHRUuPkWJgEUp7c757mRcFMRVYq6wI0gErxy3AxqO4AwHqxax+1EiyLcSo7Wod6m3HBaDame2SMfxy3Xkgug8x7Leke916BpW2VsHDeg68z28GR4nuMGRLeUczDKm8vBwGDSm0R4AxDYceNVOnMsOWIg2tZghLuFsfwORM+kWXWKU2QGZPb3vNB3ivL/II5bR6tK+p7zYTluBn/hZtQZhWPU3nBJ/h36pfdDWlIaGFjUHHp+7Y/PGw/AvyXAyqMrITMZWyu3Rrxt7cBZZnJQB0Q4blphV+qd58aPIV/XL1QyQuHGB9USpICC22KwwCApfeWCiX8+WM22ZEclp9KPsq1A00lg56eASzl2DrdDnJtat4U/RzrquGknIbqicDMCfmOmmH6upqokhz/fYyXceH5bljnLSzCGIses5ri1s5WIb/NtTnfOcyPhptKVbgSRoJ2l4sItrOIkagiaDsDRJkldxrD2gHJxadsB8JsQL07CZzo667Hkg3g++3S08WhUnDFtRUkhLDQ5WZ0Z/tsFctyONR6LWX6EyG9L7iVKFgOBb7r870xzJjJMGQDaFm68j1J7wpUIIhRNtcq1btUZAaPZ80LvScr/aw4ATf5OlqgqGS3hFkaOW7AG4Twcur3Cje9LhikD/dMV8RqtZtn8ep+QNwGAf8j2ppObACjheZFWnPS9nwULtxSOm3bzpesBTYg2F26Achy4g6AVbpHsnzZs3TcvEVDchLaKTHD3IsucFfa9MiIay3HQaEAN3EDVXgBARbPitpn0Jq/cvGg14RaT0F1NuLn9QyUT5biFkx/ZESLNbwO8x4vtCXsO5Lhpt0uOWzemK90IIoHH/1qNVk87gEgacDOGepfnwl+9TxmIaNsB+DluLuW9Drcj5j3A2gMP2RiaOVQMNqIRLnm86TgcbgdMehNGZI8A4F2+vjPj1ceNMaClBnlNNTDpk+BiLpGHFm24sNIOfgAgy6IIN+1Nlw/kskxZYTUxdspO8SBpT2W3nsLmk5vx7bFvsaF8A36s+hFHG45GtfR6d6W5XhmIphh9+lxaMoHc4crfAVy3YOduU2sTntn8DPbW7g35uVzw8Rnm9ua4AR0vUMILrKSb0j3CzScX7WjD0YjDoBhjoqrkxHwlZ/B403ExCLa77OKe7XA7IhbBvsUhgj33heMGBuQMBZJSAEc9ULFLrKO9dw3OHCwmoHiopM1li2jWP1R+G4eH2wYbgPPPy7HkIN2snG/RFG4na/fjp0W9cFOvPLAyJWJFW1FSOwnHJwfKm8s7lPMd0HHrCn3ctMVJ+LI4FCdJRI5bpPltgHexmfaESwYTboly3OKhIUi4qYjysu1Q/NHii8Nf4JKPL4lqU2htVbFIipOIdgAAmuG58FfvUy4sp0a4+Tbgzt38lli/Mxbn4CEbfdP6YnTOaACRhUsyxvDXH/6KV7a/4rWc9yPrn95f2P9dIcfNLbuFwE9+ZTbwaC7wt/7QLZyKPg5FlEe7AS6nrFktTJJS6LWch016hUqqxzLTnCnCf0INRsqby0XRhYqWik55LiaaJQeW4PovrsdtX9+GG7+8EVcvvRpzPpqDt3a91fabezg8VDI50AC7z2Tl/wGEm+jD5RO69vmhz/Hv7f/Gs1ueDfm5/Jzns9rh5LgFauQMdFy48e+QnpQuCmFoQxqPNh7FZZ9ehl8u+2VE2212NovwxSGZQ2A1WOFmbrGf26u2e7lmkfaa9HU8gg22PI4bA1Lzgd6nKC9owiW19y6e3wYARsko0gb4BFU4hCPceIn9YMItUKhkNPtenqg/ApckYV9SErYe/RZA4Pw2AMg0ZSLFmAIG1qGWAF3WcRPCDXF13AJVlYx1qKRvO4hw6UiemxBuRh/HLUhLoViyo2oHpr09Dc9sfiamn0PCTaUz3Ag+O/AZDtQfwOrjwZu3Ror2ZteudgCMoYWZMSgvBQadhNKaFhypafFpB+At3LI01aY6Y58VHrLRJ7UPxuaOBRCZcDtQdwBv7XoLCzYvEDHdAHCwXqm6OTBjIDLMGQC6hnBrdnn6UaXUHwc0D5Vih/L7xapASTDHLdPk3w5AK9xE+E+IUFTfwVIkg6eeQL2jHn/f8HcASvW5AekDxMNu6cGlidw1P8qayjB/9XzsrN6Z6F0RNKmzy8nqzK4XIfLcgjXg5pMjB+sO+r7FC988onD6uFl9XUGVjjbh5mIgmOP2/t73YXfbsb9uf0RFS/h1bzFYYDVa0S+9n7JtNQyTFwLhdFS4BZqwlZmsiTwBYM0GiqcpL2oKlGjDwnh+G6copQhAZKHaDU5FDIcUbm0UmeCD1WxztrhXRlO42Vs8A+yltd6Om69wkyQpKq0numxxErd/cZJ4NuBOsjcA710PNJ6Meaik6OEWZvNtTkdEFj8Hgua42eLnuP1Q/gNczCUqzMYKEm4qneFGwGesonlR8UF5pFUl3aorpwdggwlD8lMwoVgZTH+/vxqyzgijesycPsItVZZhUatSdsYbKx+kFKcVC8ftx6ofwy6JrX0If3XkK/E3d9wGpg8M2Iess8Lz25JkNZTjlu+AP1YA+aNR7FQeOr75JY2tjXhy05N+BQMiJZjjxkMlG1obxCBLhEqaPaGSoRw338ES5bl589Smp1DrqMWgjEH48OIP8ckln+D9i94HAPxY/WOnaqGw9NBSfHbwM/xnx38SvSuCFnVAkGzN9X+RV5Y8scWr7xfgaQfgcDu8xAzv93Ws6VjIgR0fgPPBUaiJOOGkB8tx40242xkeGyhU8nDDYchMhtPtxCf7PxHr8udbOGivdQB+bh7Pb+PEwnHTOnpGxgBrDtB3qrKgdK0SUg7/UEktvMVJJKHa/PmvLRTlS1s5blrHLRY5bg7NYPhLuR5Od6v4fQMN2rmY68g9JVCopIu54hJ22BE8xUnim+PG7yGmmoPAzo+BbYvFORWzUMl25LgBUXLcguW4xdFx42OMWB1fDgk3lc4k3KJZ/UmESho9oZJhVZVUBwN6pjTgLky34PTBysX13X7lQjCZ+ADEO8ctRZZhUW9Qvp/1/fHvccnHl7SrEli0EKGSqX0xOHMwzHozGp2NYYsQrQBYfmS5+JtXlByYMRBZJv9y9p0VUVGSyYDOCOSNBAwmIGcwip3K4MW3KuOiHYvw2o+v4cVtL3bos4M5bulJ6SIxn7tqXo6b6miGmkX2FWodCdPpbpRUlOCDfR8AAB6Y8oBoXJprzcXwLCU/a82JNUHfH2/4ALXT/IaMoUk995JTAgxSsgYoA313K3CixOulZGMy9JIegPfAmw/uZSaHdCb4OR9WqGSA/oxaeqf2BqDcA9qTJ8afL+lJ6eid2hsGyQCby4aKlgp8Xfq118RVJOJK6xgBGuHWcBhOtxNbK5TnB89/47k1key7lkDPfe3g2gAojlvRROUe2VgG1B4G4HHV9JIegzIGeW2jPY6bX/Pt1mavYihAaOFmd9nFszjbki3y4aIp3Owa4Var02Ht/qUhw+Q6WvId8I4e0rorNnfnmxzWEqgBdzz6uHHhluRUJ44q94jzxuF2xMT1a2+oJBdZMRFucSxOwq/zWDmaHBJuKokWbk7ZKR5y0WyUqS2VGlGopJr0K0GCG3oUZlgwY7Ays7z2YA3cDDCqwq1VvTGJUAaZwSIrdyjf4/nl4S9xoP4Alh9ejkTQ0Nogysr3Se0Dg84gComE24hbG3K3pWILKloqvCpKDsoYJBw3/lmdGdHDTZaB1AJAp94Wcoeir0sRbr6O27qydQA6FkIpMxnlLUpoBR/gAAAYg76pQswU8+uCH8tMkydU0jfcTAu/ifLS2eS4KThlJx5Z9wgA4LLBl2FC/gSv108rOg0A8N2x7+K+b8HgAqQjoVZRpaUGzWrLlOTUIv/XJcnjuvmES0qS5NcSgDHv/J9Qk0gix82qCDen7AxaBEqb4xwIs8Es3JBIjy2/9iQoVQ6NOqPo2XWw/iDe3/u+1/qRCDc/x00NlTxcfxg7a3bC7rYjw5SBqb2mRrxtIECoZICQfn/HLRtIsgKF45SFpco9MNuSjT+e+kc8Ov1RP2eTO27cTQ0Hfq6nJqUCdaXA3wcB//mJl3MbKuSNi94kXRJSjaniXhm1CWHGYPcR+Uv3fRQ0xw3o2MCco83XNOqN4r7eGaN6tHCBZGSethJxDZV0quO9qj1ebUGiLS4YYyJUkt+bwoUL+/aILF6gpjMUJ+FjQxJucUIr3BJRUa3aVg0G5XOj+aOLWaqmKpjL1Cpc4RQnUS96psw1ojDDglFF6ciwGtHkcKG0CTCq4Wwu5obMZM/srizDzAKHSvLvFknYTDThbluOJUfkfUSa56YVAAwMy48s96ooWZRS5BFuXcBxaxKNhBmQqnG+cgaLUMkTzSfELHVTaxN2VO1Qlncgb6yypRIu2QW9pEeuNtzsm8eBJ4chS1JcID4QEYM5S5YYuISaReb7NjpXCYcl4abw5s43sa92HzJMGbhrwl1+r8/oPQMA8P2J72PWBiJS+KCt1lErzteEUnMQzeoER4olM/A6fQMLN8C/JUCto9ZLPIQqqe8bKgkED39vq6ok0P48Ny4EUpNSodcpDmL/NCVc8puj3+CH8h+gk3Q4pUAp6BGJK8bzUnjINHfcjjQcEWGSE/ImoFdKr4i3DXgcj1D9W7m4k5iSMoBktc+kCJf0ONJXDbsKFw28yG8b7cpxa9XkuB1YAThbgCPfAV/MF+uEqiqpDZOUJCn6oZK2WjjU3L9eklL4YmXNdiH8Qzlu7XU/ZCZ7VcgGEj/ZHi7eVSXjGCqpnuMmXnmzci/0kk7cC6IdztfobBT3odxA4eMh6Ig7FtRxU936OkddXJ5jjDEx5mhyNsVUR5BwU+EVadzMHZeLyhetkImm4yZy3FY+DtP6lwBEluMmM+WBXJRhgV4nYfog5Qa8u04Hk2bAoq0Clsw8oZK+N1X+3SKdIY0WfHDCczsAz8A+3JYA/CE8uUCpHLfs8DIRJtk/vT/0On2Xav6oDXFFmla4DUWOW4ZVZkr4VpPyYN5csVkk7VfZqiIqOqCF57flW/Nh0CkTBHDagfVK+GV2q7LdGnsNGGNCBGeZssJKuOez3Px36jRhdgmksbURC7cuBAD8dtJvRcipltE5o5GWlIaG1oaotMmIBlyAAJ2ktUPNATSrJc+DiiKt4+bzEOcD72AhoL4l9bXwAbjW2Qg2eBVuepBQSaD9lSW1+W0cnuf2/h7FbZtRNANjcsYA6FiOG+8pWeuoxcrSlQCUMEl+DCJ23NRJKL7voXLcjHyBVRVuokDJWr/3+MJzd080nwi7NY6oKmlMBY5v9ryw8RWg5G3Pa2hDuKkD1/YKty8Of4E/fvdH/xyyxnLY1XN/Qkpf9HE6YWMu8ZsFctw6GiqpLR7Dz+WuINwYYz6hkqpwi0NengiV5O6eox5oLA9r0rM98HPRpDeJnsHhwqtwt+f8EILeJ6ogw5QBnaQDA4v6dw1Etb1aRLNpJxpiAQk3Fa1aT8SNoLLF06g1WsKNMeYJlaw+ADPPOwsnVFIVd25ZEW6FGcqFyPPcdtdJMKqzJIC3s6QNlfQd1CfaceO5WnywAkAMLPbV7gurHQQXbtePvB6AEi65vlyZVR+YMRAAhOPW0NrQaVyLYHgJt1RNkZDsgZAgoa/quvFjt77M20HgAixSRH5bikYs7v4MUHPaMu3KuVJjq0Gzs1k8AMNpwN3qbkWFTTnHhHDrDAP+BLOtchtsLhuKUopw8cCLA65j0BkwvXA6AGD1sehVuO0IWpetUwhwjeMWVLj1Ggfok4DmSqDGu1Kkb6ik73cK1n5DZrJ4PmSaMtvszakt6BAMUaAkUuHGK0om+Qs3lxpGesWQK4Qz2JFQSavRKpycksoSAMDEgoliWXtDJfnvEOi+zwfXPLxNCDcuyKv3AU2hn2P5lnwYJANcsguVNv9m7IHwagfAhRv/zM/uAsq2hqwqKfIDLdnAN08gbYsi9iIZVzjdTjyy9hF8cuATbCjf4LODZXCows1szcUFTZ5jp5N0QqRp6ahw4xMQekkP06bXgRfPgEWvSOpojtcO1h3ExvKNba8YJvw6AHhxEuXvuDbg1k4aVe0RkwnRDjvXOvCRIs4Pe/Ry3PQ6vRgnxCPPzddVj2W4JAk3FaPOKGb9EyHc+CATiN4PbnPZRPil1dEEE++7Fk6opLqOGwaYDDpkJSshEaepeW5HmgC3IQOSuk1RvlmWoQfadNwqWioSEpKqrSjJyU/OR541D27mbrPceGNro/gOE/MnYkzuGDAw/HfvfwEoFSUBZTAjQXm4xWO2pyPwqpIpMvN23IwWILPYr7LkD+U/eL2/veGSJ5qV9/E8EADA5tfFn1ktnjAybXlws8HcpuPG98lisGBUzigA3r9dT4U7aOPyxnk1yfWFh0t+dzx2eW4rjq7ActvysO4D2rCeziLcmnTK8QvqZhnNQG+1n9vOj71e8m3CzScVeL7t4frDAY9LY2ujqH6bYcoQM9vBXG9+3KwGK5Kcgc/99jpu/L7GGzwDnlw0QCmeclrRaR5xFUmopI9wAzzhkoAiRIdmDhXbbnY2RxRCK4Sb6nwGDJVkHqcEgFJsBgCsWYooB4CS0P0O9Tq9KCIT7nkrhJsuCahQn0c/fRkYPAtw2YHF1yKVea+rhYujbL0Z+OYxZKx5TnzHcHtZrjmxRmzbzzloLIddPfdNqQW4oMnjhueYczzRExq4o1Jtr27Xc59HDlmNVkgbXwXKSmBR86+jNV5jjOGXy3+JXyz7hddEekfQOmtG5hFRbuYO24FtL6KqpPZ4V+4V15FvwbGO4ldUJwK0oZKRnh/B+rgBnvtHPCpL+o6DSLjFmu3/Bb5+1NOEOwG9x7xCJR0NURE1/HvoIMHCmLiAw+vjplz0MtOjKMMiBnlFGRYMyLGCQcJhu0XciPiDNkWWAXMGzGo7AN9jyQcqrXJrVPvKhItw3NL6eC3neW5thYbxizPDlIFkYzJmFc8C4Jnd4o6bdrYnUXlujDF8cfiLNm/QvKpkMvNx3AAgx1OgpLShFHX2Ouyu2Q0AopVCW/kbjDHMWzkPt311m9fDqkxtYCwct9rDwKFVyt/WHGSp69bYa/wGcnywaHPZAiZ689+pKKUIVqNVvC+SIgHdkR+rfgTg+e2CMa1QCQfbVbMrZu74YxsewyrHKuyu3d3mutpQyU5RoKT6AFpUxy1YjzQAwLirlf9vfh2QPe1GfJsi80H91F5TIUFCQ2tDwDBrvr7VYIVRb/RUCg5yT+dOUuruz3D+j7dD2uzfToHfCyMdyAVy3LTi6rLBl0Gv0wtx1ZFQScBbFI7LGweDzgCr0Spm+CNx3bhw4/se6Jnv77hp+vVN/pXy//UvAq7QhSaKUiPLcxPCrakSYG4gJR9I7wNc+iKQUQzUHUHqjo8BBHbRRKikQxnQpjAGPbwr9LbF/w7/T/ztJ4w0jpvJnIF+ljyMdCjPv0BhkoBnYG5z2do1vhKTi8YUoFYJIw5Wubq9nGw5iYqWCshM9ivG1V60zpqRedoB+L4WC0SopJdw2y0mrYO5+u3FKzczQvj54ZSdEU+uBnPctNtNhOMWy5YAJNwayoCPbgFW/wOWBFYp0j7UXMwVlX0QFcX0SZAAESoZzqybS73oXcyIwgzvC+KUfsoDbE+DUZS35Q/aZJkBxdM8jpvT8z20BUyAxOS5BcpxA4DBGYO9Xg8Gvzh5uAEXbhwu3AAkvEDJxpMbcc+qe3DLV7eEnN3T9t9Dqk81KE1LgCONR7DhpBI2MyhjkBj8t+W4VbdU4uvSr/Ht8W+xQ9MGws9x26LOXg+YCQyehSy3KtxsNZ5WAGpj7hRjiqddQABH83iz9+/UO0Upe96TwyUZY2JigruQwci2ZGNUtrLO98e/j/q+aMV4OI60l+PWGX7DmoNoUs+/UPljGHkpYEpTJiUOfysW++a48fvKwIyB4pwNNLDix4pPCvHBSqDBq8xkcW2n7VIaquu//SvQ6j1w5o5btb06rFBxjhBuLifw7T8Apw3ppnSMzB6JdFM6fjr4pwA8RVQqbZVhD1bbctwm5U8Sf7cnXJKHr4dy3HiYmxFM+Q3VqswAgNGXK4KqsQzY8VHIz4q0QAmfSEutVZ9FhROUKqXWLODsPyn7fVKZ7Ago3HioZLNyDCUA6WpIbTjXmt1lF3mEQIDxQmO5J1RSbwYKRuHiRuU8G5AxIOA2rUaryEFqT7ikyNXXJSmuIwCL+kyL1nhtT80e8Xe0xiaeAjcMeniLqFi3BAgcKrlXCLdoiVNORxw3k94kBF+kIiuUcItnrQEKlYwn654H1IvLqp7fWrERL3yt+WiEdAnhpgrSSEIlZXW2UYZB5LdxJhVnAAC21ejFTYEPrJOZ7CXc7BrR0uxsFqGbQPzz3Jpam8QFrM1xA4AcNQymqiX0Q0Xr5ACKW8QFjElvEgIB8AyuahyJKVDCwz6PNh7Ft8e+Dbqep6qkDKT5OG65Q0WoZGlDqchvm1ww2ZN434Zwqzjpqdb57c7F4m8vx012e8KOxl8L9DkFWW7Foaix13haAahiWCfpxGx5QOGmOmv8dxKz3j3YcTvRfAI19hoYdAYMyxrW5vo8XHL18ejnuR2s8+R8tfWAY4yJGXegEzhuLTVw2uvQqmujOAkAJCUrg3wA2ORxu4I5bn1S+/g1m9YiwhPVUEuR4xZAuGlD5ZPVkDupuRLY9JrXemlJaaKQxb66fcG/iw/8GZV++HtgxaPAyr8AAF477zV8dslnwn3JMmfBIBnAwMIalLllt3ieZGvyqLWO28T8iUre4JMjkG9Tzp9IQjG5m8YHmYGe+V6Om9ZtAxQRx123tc/6FZ/Rwp814TocwnGr3KssKNK06yhQnjVpVUoxrKbWJhE6yxGOW63nOkmHf9/AYKw+vtrLFfM7t5o8xUlMehNQMBpXNTbhnymjcNdE/yq1nI7kufHrP1nyDFktqtMZrT5ue2v3ir+jJtzUcyiJKQLaYErzey0cFpYsxM3Lb47oPaKqJAOQM0RZWLnHq0JrNNNVOuK4AZ7zI9xcUE5Ix80cvybcvmMLEm6xwlYHbPQ8xCxy4BL28cBXxERDuInCJOq1aeYFQ8IIlfQ4bgYUZXiHAk0qVgbPJVU6Ud7WEyrJgLzhsOiUAYVN86D2/U7xFm58wJdlzvK7ueRalNy9tm4afFZF23eMu268oiSHz/YkynE7WO8ZHL+9++2g6zWp+5eiaQfQ7HDh8oVr8Of1LvRVHbey5jKR8zS5l0e4cXcrGJWVO8Tfq8uUSmyMMW/H7cAKoOE4YMkEhl0I9D4F2arjVm2vFucXF26Af0l1Lb4CO5jjVmuvjWuDzkTC3bahmUPFgD8UvJ/b2hNrox7Woz0327rX2d12ryT/sqayxBb80RQmAdoIlQSACUoRI+z+DGhWzjVtjpvT7RT9DHun9hYFPgIN9IXLpb5f5LgFuKeLgg6QYGYMbrW9Br5/GvARKjy3rq0cXy1CRNapEzfrFgKVe2AxWLyqleoknSgPHs6AuM5RJwQnn/wCFJdfL+mRbEzGyOyRwMZXgYbjKKg6GPa2AcWJ5OcTP46h+rgZGTyFSbRMuhEwWoHy7cCh4BNjok9oGO1mnLJTjD/SytX7ZqFGuGUNBPQmpKqTbQzMK4wY0Dhu1Z5rLEMd24TjuH1x6Auvf/udW1rHzWAG8kdBB2BWzcmAhUk4HRJu3HGTPULDovYni9Z4zUu4RdheIhiioqR6PktpRSJcMpJ76ju738GaE2tEmkI4eIVK8hYWzRXorbdCJ+nQ7GyOqqDh9/GwHbfWFmD/VyKEvL0VYoP1cQM8Ez81tthPnvPxDL9nkXCLFVveBDQHV8zgJLA4iV5SZ8ai0CyTP4yS1ZACk+aG0VZirFu9qTiZ0c9xK8owIz2JodKdApPsLdySZRnI7A+LKoxsmgvG90SOt3ALFiYJRC7cuGgBgCuGXoHLBl+GOyfc6bVuokMleYsCQGmYrf23FiHc9GalwSyAPy/dhY1HavHfI1ZkyjJSVffreNNx6CQdJuVPCttxO1nrmcXf6axFla0K9Y56cZ31SunlKUoy5iqlqEPeCGSq4r/GVuVpBaAJnQpVoMRXYPP/a4Wb0+3E1UuvxmWfXhZRiFhX5cdKJb+trTBJzsjskcg0ZaLJ2YSSipKo7ov2XGwrF4APTCVIMOqMcDFXwtqJAFCFmzJwNeqScMHTa/D+xhAuYOE4oNdYwN0KbH0HgHdVybLmMshMhllvRrY5W8yIB2oJ4BsqGao4iagoCR0kAPvz54Cl9QaaTnq5f0D7hJsQkW5VRMsu4H+/D+g+RVKghD9LMkwZXoUuCpIL8MxZz+CFc15AkmQAfvxQ2bZLeVaFe05oRb9w3EL0cTOAeQqTaLFmAeOuUf5e+6+gnzc6ZzQkSDjedLxN0cKdV7PehBQuvLSOm94A5A6BiUE5BvB/rvKJqBynJ7ImXf27LeHW4mwR0Rk879s/x83XcVOqMuPkTiVyIggdacIt+hFq8gktashvTIRblEMlRW5bepGIUgq3CTdjTITPRiIGvEIls/oDacrkZVLtYfRKViZoA7n67UVUlTxREtKBFnz6G+DNnwLrXwDgadrNm3iHS2dw3GQmi3HQ0KyhACjHLXZseEX5//ifAQAsqnLvyI2gpKIEH+z9IKL32Fw2cUH2TVNERTTUuudmp9w8zJprqa08N7f6cHPDiCKfHDdJkjAglaEWqWImqVa1iVMYgIy+sJiVB6JdM6j2/U7xHnzx5Ht+jLVoG4T6hp5o8XVyACVU6uFpDwuHgsOFWyJ6uTHGRDjagHQl7+DtXYFdt2b1N0pR93fF7pN45wflWNUhFY6kLPR1eWYHh2cNR7opHUXJyjFoq5dbpU81tdUHPhezU9nmbJjsjcAeNRl+/LXK/3V6ZOUrAwKb2yFaDgQSbgFDJbnAbq4F3rgURUwZaGjDGX4o/wHHm46jxl4TUYgYZ13ZOjzxwxNhP4ATDXfcQhYm2bUEWDAa2L0Uep0e04qUIiVrT7TdsyoSDtR7hFtb9zoeyptiTBHXXULDJasPiPw2lzMJe0824aFPd6C8PkQkA3fdNv8HYMzLLeaD9d6pvSFJkggJDMtx0wcXbqKggzrYLUufCHmaOrn0/QKlZ6IKF247qncgXMS+yDLQdxqgNwEHvwF2feq3Lp9ND2eyLlB+G+f03qdjXN444Og6xaEHkOdSxMLJMKvbap2O9BolzydkHzfGUC+l4h9f7kFdi8+1PuXXACRg3zKgco/fNgAldIznPrfluvHjP8xaqAQ3ZvbzD9PMG6lsVxVuWsfa4XaIAWO22w3kDle+p0NZ1lZBsG+OfgO7246+qX0xPm+8sk1taoUsK46bTiPcsvoDxmTAZQOqA08OAh1rwi3GMppzNhrjNY7dZfe63qLluPFng5ExwGAGrNkRO24Ot0Ociw1BKsMGgodVmpg68ZAbOFwyWjSqxyz98FrlPheKqv3Aj+o4eeMrAGOi+mqHhZujCfjyfuD1S5ClU6qhx3oMVtmi5O/qJT0GZQwCEN1+zL70bOHWUqnMQsy8D0DHZ3AqWypx8/Kb8dDah7xmb8J5H6CceLxQQ1Rz3NRGxqb8EeK1toSbS73onbJ/cRIAGJDK0AKTKE5Sq15syQYroDfCoooAm8Y59HURE+W4+ea3AcpsoAQJbuYOeZEHEm7BSGSoZJWtCo3ORugkHe495V4AwJKDSwI+uEWOmzUHNc2t+P1/lQF+plUJrTph6CMKlABKmCSgDB55wnmoXm4V6vmdrIZErN7/mchvK0wpVHLbZCdQOB4o8LhBKUWTxUOOOzTaUEleWMBXuNlcNjHDVrTpLeDACvTepYT/nGg6IYT5V6Vfifdoc67C5cmNT+LNXW/ii8NftL1yhDy2/jH8ctkvo1Yy2iW7sKtmF4AQwu34ZuCDm4C6UmD5g4AsY2ovJcRmXdm6qOwH51Cdx01q614nBm1JyeLaTWhLgJqDaFEHrm634go3t7rx2Oe7gr9n9BVKWF3VXuDoeq/iJNwF5uG8fFB1rPGYX05LUMctQKikaAUgu8FSClBvKYY8di6QVqQU1djyhliXC7eDdQfDrtInctxkGRhzBXDaPOWFL+4DeE6ivQHY9Rny1TDNcCbrQgk3wXal/QrG/B/y1Vn1k9XhPXO1xzTtu6cBBOnjxh03BnxfJuFfK/fjN+9sgVsTrofsgcCwC5S/v386qNPA3autmuJMgdhRpQi3EZIayqwNk+Soz/FU9bO0Ex9cFBkhIVVmwKifAjojMtSJt7aEG68meV7/8zyFb7Tnlq0GkJ2wqxMX3+yuA3R6sU8oDy5MOxQqye8Bdo+LwXvFRkO4Hag/4DVhG33HDcr1b8mM2HHTOjftdtySc4EcxQnyKlDSGJlwW3ZkGZ5peCZg9E5DkzIGTJVl4Ms/AnUhJte+fwrg9Q6q9wNH1rRLuDndThH2bDVagX1fAc9PURzwgyuRXa5EEMQ6HYJPFBckF4hJtUjak0RKzxZuADD1NqUggzm9wzeCBZsXiPDESG5OXMDkWfNE6EZUc9zUG4S+3xmitHGbwk2d4XHBiIJ0s9/rA9IYAAmSrJxCNcK1yQAAmNXQEpsm/p5/Jx7+Enfhxh23AKGSBp1BiIJgv129o16ELPBQg1DwCoiJ6OPGHY0+qX0wtXAqBmcOhs1lw8f7P/Zbt0lN7k5JzsP9H21HVZMDg/NS8JdLlQH+DmeBl3A7teBUgDFIJzajUD0OocIlT6qzhHOgVN9bW79XiOheyQXAhpeVFSfd6PU+qe+porIk/+3CCZXkojDFmIy0UqWYSsGhNdBLerTKrahsqYRbdmNF6QrxHm3OVTgwxsQM7fbK0C0kIsXpdmLxnsVYV7Yu4gdrMA7UHYDNZUOyMdmryIOg4QTw7lxRsQ3V+4D9X2FKrykAFCcgWu07GlobIupbya+5FGMKeqequYoJFm5Nao4bk0146KIRkCTg060nsO5gkAGCOU2pMAkAm/4j7vONrY1i1psX0Mmz5sFqsMLN3H7OIv8NhHAL4bjx+3+KzMAGnaNUJjSYgNPUAhKrnwRO7gAYQ741H1nmLLiZG3tqAztHvnhCJWUlh2b6PCC9L9BwDPjoZuDNy4G/DwQWX4P87R8DiCxUMqhwczs9ffHGXIn80Vcp27ZVebVcCAYfTOsZQ7LqJrXluO1pVITn6n1VeHaFjzs/9Xbl/yVvAS/NBHZ+AvhEbYQr3Hio6sgW9blZFEC4qY5bmuqkascKojCJW1a6iPadAmT2U34jhH4WNbQ2iBzm8/qdJ/JgvY5No3JvtanP8E+2VGDfyUZRNAUlbwHb3gOObVJqCGjoiHATk4t8m3oTLOoxjkY7gL01iujnbkmVrSoqeb1eoZJJKYA5I+Im3FoB0H7hlgPkqsKtco9HuNVH9nz57NBnqJArsPqEf8GqRvXcS5NlJQVpyZ2BJzLqjwFb31X+5hMTm//jEW4t4Qs3bW6qZclvgbd+CtQfBdSJhSy1+mqNvSamfYO1qRnae3us6NnCzZQOTLhOeaDlDBU3gvYIt22V2/DpAU+IiG/CcCi0wo0XzYiK4yYSemVlxiVvuGgJ0NbNjs9K6gwWmI16v9cLrUCySQ+JKa/VqLNyFnM2bvrPRuyrUSxq7bHkJzKfUU5UcZK+aX2V5PzvFgDlP4rXRZ5bkOabXJxkmbNg3fIW8M1fFZeCDxYYUx5YS38LvHgGMuuVh1wiQiX5jNiA9AGQJAnXDFNyMd7Z/Y6fi9Os3uBP2lPxvx/LYdBJeOqqcZg2UJnJ3tKSh75qZUmDZFBCaNb+C/j3WShSZ0B56KMfTjsq1epWM4dcgiy3G01w43+HPgcAFLY6FIfHkqm4ElqKJonKknxWjYthIHioJHcwipIyIamDV0P9URSoM/PHm46jpLLE63eJVLhV2arEuc17o0ULnvMERG/WTrQByB4l2igInDZFtDWWAbnDgIk/V5avew75yfkYkD4AMpP9Gq+3F193kwuzYGh7OHFXKpGhknL1AVGcpDA1Az+f3h/XnKpMBj34yQ443UHEAw+X3PER0mXFsWNgouAA/27acMlDDd55br5VJUM7bmp/RlmGPEjTtmT8tUoRosYTwMJpwILRkJb+FiOtinAMJ8/NKTuFE5BuTFVm85OswHmPKSvsWgLsX67k9QHItykiLxwng4uPoMLt4CqgpVoJ/+p/BvInKBM+9TrAzkOu29h3QBlMW0NM1npy3IAyZzJUkxVPf70Pq/dpnhF9pwBn3g8YLEBZCfDedTC8OA15DR73iQu3HVU7gg7Y3bJbuOIjK9XfvWii/4p5SvhjqtqnTTtAFM23Xa3K4LVoApA9UHFFEVq4rShdAZfswqCMQRicOVicW16TvI3KoLpZrVLJZCOe/nqfZz8PrAA+/CXw8lnAP4cCu5eKt3ZEuIl8fZdDfK9oOm48QmpKrykw6JQKqG1VmA4HbXGSaqcRWyo9vdxi7bh5Klr6C7f2hkpWqG5YoH6AoqrkgLOUsNADXyt1JHxZ8y8lH7bfDGDO35VlOz9BgV6J3okkTJX/9gZIMG5/Tzk3ptwGXP4qACDr6EYAyu/Q1nOmI2hrH/D2MLH8vJ4t3CZeD5jUHjw5Qzy9xyK8EchMxuPrH/daFolw4wUxclvqkbZBOeGiodb5jGuyzJQGnpn9RDGRcB03U1Lgimk6CZjQJwNgysybS32oVdhT8NWuk/hebUFj09yc+IU9SL1p1Dpq45Yf1OJsEce5T2of4KuHga8eBD69XawjWgIEebCIMElTFvD574BvHgf+fSbw1AilF+Bzk5UH1oaXgbISZO1WBhGJCJXkg2OeWzFnwBykm9JxvOk4Vh1bJdZzyk7YoDzUvz2izCrfefZgjCpKR4Y1CYPyUnCAFWKS3QErA2b1mwWrywF8q9xwCxuVYxXUcas9jAqD8pAvGPITnOZQzqtd6mC1V5maUzPhesDoE5Kbkiti1DmZ5kwlN0ftGQX4O258Xwp9xs+9oXy/403H8dURJUySD5YjDZXUPvB21+4OqzdiuGgLqERLuInG27k+YZKMAZ/cBpzYAliygKvfBWb8VnkAHvwGKP9RuG7rTkQnXJKLZF6Iqc0cN15kQxsqGcNebksOLMH81fMD3pvk5hro7LVoVoszDMlT7hm/mzUUmVYj9pxsxBtrgwyG+kwGsgcBLhuMB74WYca7qpXBOncTAQRtCRBJjltTrfLeZAaw/qd7XjCald958GxlgFV/FNj4CkYcVPr18XC9UGjD3tN6TwZ4lc1hFwKTbwb6nAqc9QBw2w9KOKNLue4jCpW0BBFuP6phkiMvAfQGpKb0gkU9lyp+eK7N7WvD1/hkbeiqkgw1LA2T+mXh6sl9wBhw57slKKtXxwmSBJzxe+CuH4HT7wHM6ZCq9+PUg09BUnv39Uvvh9SkVNjd9qBpFIcbDsPmssGiN6Nf3QnlGuw11n9FNUIoTZ2A8wqVVEPEc9wykD9SaUeRPQgZauRCqKJna46vAQCcW3wugCA9AlXHrUXijrMRS7eXYV/+ecD5f1cmwotPA5LzFPf+83tEBdOONEPm46kUzVjG2s7xWiD4bzI0a2i7+gIGg4snI2M42gS8ta1R1AUI23Frd6ikmiLDc9x4qGR9KYrVSerSxtKIwvEr1Ode/Ul/57hRfQamDTwHOFNJP8KX9wH1mqrTzVXApkXK3zPuVgR/3gjAZUf+IeX8a2htCLtYGL9uLVAHoLP+okweDTgTgARz7WElfQexrSypTaFJSVKFGzluMWKiJjQrd0i7Z3A+PfApfqz+EcnGZKW/DNrpuNWUIk290KNRVVLkuDEZyOgLZPbzOG5tXBgu9WI2m4KXup5YnAnGDF7Ltlco4RXVbjXHTXNz4idy720fiIpY8XLdRI6UKRPplftFJSOc2CJuLG1VluSDxULVZYQlUwl/aCxTqsVV7VVmXfufoXxWmTLjWueoC1nwJBbwUElemMRisOCSgZcAAL4u/Vqsp71BHmrKQJJBh1+e7mmiOqk4E/vlQhS43VhdWoa/TH0Y+O4pwK4MIItU4RasuWxr5W7U6ZXjlZdahBmpg7xeLyzfrQxQTrlJLGOMobZZGTRn+ZSXzqo+DDw9Fnh2EjIMSv8sX+EmwhaaVcGsJugXqf2ejjYeFcfgxtE3ivdEEnKjdXxcssureWtH0YYBRmvWLmjj7dX/UJLEdQbgyteVQgMZfYHhP1FeX7cQUwuVPLe1ZdEpUMJFMm96H65w04ZKxtJxe67kOXx28DNsqdji99rOHSUAgHKdcu6lqg/pDGsSfn+e0hvvqeV7UdEY4FySJE+45I6PRJ4b/421PSCDFSjxynE7sgZm1QEJGCqp9k9MSc5T7lNaCscB17wH/P4QcPViIHcYRjiUgdfOmrYdt/pW5ZpLdcvQF0/z/o5z/gb8Yhlw+u+UWf4hs5CvCoeKloo2Q5a4cOMV4bxw2oBdnyl/j7pc/UgJ+WrI9smyjUr4ZwjEYBpMPPMdboffANaT48ZQw1Ixvm8GHrxoJEb0SkNNcytuf3uLt7uanAOc9Udg3o+Qh/0EOuaG/v3rgLJt0Ek6jMlVii1trQgcLskLkwy3Fih+Vu4wRXj5IklA3kgllwiBc9yy3W6gt5KLjKwBYbUD4AWa+D0i4KQAP9/UiYvpAwvAGLDgm1Lg1F8BP3kWuGEpMG+7Uj+g4Tjww0sAgByzWpzEHroAWCA8+ZoykDUASCvytG/qYB83xpgQbkMyhwjhFknIXjB4LzUjA5qZGTWyVeS4tSdUMpJIrFYeKqkzKedRcrZoa1Fga4RRZ4RTdobMT9did9lRx5R9rlNTFwQuBxqhXD+p+WOV8OGiSYCjAXj9YsV5c9qVcZfLBvQap4grSRKRCKkl74qemOEee1GYhOed8gIslgwgXzmPs9XzOJaVJQOFSlKOW6xI0QwKc4Z4Zt8iKA3e1NqEBZsWAABuGXOLiB1ul3BrOCluxlHJcVNnI6wyUwZjaYVCuDkaQvfecqvHwmpNCbrOpOIMyLLRa1l5q9o3Q1b+b5OYUuUHngdMmiwjT73Q4iXceG7B6JyRSuy1phE49irFJcINlSxyqOfHpBuB3x8EfvaBkjfyk38Bv9sLzF0M6IzIbFBm7NzMHdPZl0DwUuLccQM8D2StMOAPRLMso4Jl49T+WV6hsROLM3EC2bBLJiTJThiObQDWv6i8aDCjUJ1JD+a4VVQogiEJEtJN6Zg6aA70moFbL5dLSe7P8BSMeXjJTox/dDk+2nIMWWme5SbJAMsblwFN5UDDMaSroai+gxFxE+X9pc55yOvfy48sR1lzGSwGCy6yuZCmN4OBhd0gF/AUuuFwYRQNtCI4kvtIMFqcLdhftx+AT2GSXUuAFX9W/p7zD6D/DM9rPG9n+3s4JaUf9JIeRxuPRiW3jE8q8PCxNkMl+Wz7vq/Ru1xxahtbG6OWc6eFMSbuSQGrlR5SPr9ObaCtbb595aQ+GNM7HY0OFx74+MfAAmXkZcr/93+FdKP3vZXnuAFA/zSll5tvSwCR47bpdeC182He9j6AIKGS1cpkQnLmAL/XBElWYOh5wKRfYIRDGWSGU6Ckwc4rSro9PaKCMfBs5KqayCk7UesIHYEgHDdTJlCxS5lc4+Ho+5Yp+TNpvRVXTyVfPXblej1QErxnJd8HQBFkVs1v5DthKxw3ALVIxfg+mTAb9Vj4swlINRmw6UgtnloewD0zp8F98UJUpgyH1NoEvHU5UHu4zTw3UZiEqc/UQIVJxBceEXCsIHq4ud2KwwuEFSrpdDuFuzsofSBQug4mdXLTpnl2ueqVe6hTNTh+PlWZfPl8exn2lGuuY6PZ47qs/ifQUiMcVDdzR5z3LaKHGFOFW2G7I6R8qbRVos5RB72kx8CMgRG1rmgLbVhuC8yoZ8meHLcwm2lrxw6RjCNa1c9OsmQpAglQJgMA6Kv2iVz/cMMlKzT3/jqfa7j15I+wq657WvYgpWDNJc8D5gwlX/qT24AFo4B16oT5jLs9+zTmSqUi7cntKFDvq+EWKOE93Kx80iXV06YJxcp9KVudXIllgRKtcBOhkuS4xYGcIZp49/CF2+s7X0e1vRrFacW4Zvg14kEeSQ8HPlDIdTmR5vafRWsvohITd9x0epjU0DN7Q+gZa5kpF0KKNTXoOmOK0iHDu5FvhTsft5wxEC2y2h9HkkR4RYMaMpjmlpHnUPYtXsKtpLIEADDOZgNOblfcMj44VfMi2orBF8KtXr2h9z5FSfYfdI4iDiZcqxQhMFqAXmNhBJDCe5HFMc+txl4jPo+HXAEIWNihSY1VT5YZTrIszBjs7XBN6pcFBh0OyGoxlk9/o4TA9J0KjLq8TeFWqSZ9J7tNuPLFtXAVnYuxDk9YYaHLpYRWqSzdVoZFaw4DAP6ydBdS0j0OXabTDsntUMK7AGRUKTPEvoMAESrpbFWKJQyZDaT3QW+1uioXMadlj4H5o19jQLMyCI0kXJI/7HgeTjSFm5fj1o77wJGGI3hr11tiQLezeidkJiPPmifKsqNsG/Dhr5S/T70FmHSD90b6nKKc3+5WJJe8I9yCaFSX5Md5bI4ykG1obQjpwoh2AC01sKx/UVynsQiXrHfUi8FWIGHYWKacOy1m5b6YohFfep2Exy8bDaNewpc7TuLDzQEmx/KGKyFL7laka1ps5FhyvPoQBWrC7XQ7xWRc+g9KQR+zOmDxE1r2BjSr992UnGFtf/HhFyHfLSPL7Q6rQEl9lSJg02Vgi7sYf/5sJz7degKVjQFChi0ZMPadgmxetj/UgNhejxpVQGR9dKtSIe6lmcCTw4DP7vYM/EZd5gnPhKZPnMEAnAydc6oNlTQxBimIAHDy/BnGUK06bgBQnJ2Mv/5UuR4WrjqA7/cHeF4YTPhhwJ1geSOVvnlvXIaxqcpvGky4icIkTep5F6gwCSdvRGDHTZ10zHa74S46Bfe8vxV/XtsqipM0OAJfa0cajsDFXLDqktDr3Z8Br86GRS3s5Gj2PKMrTyj3PZdO2cbIXjmYM1px3Z752qdoy9j/Uwqp2OuB756EUWcUOcqR5rkJ113ruEVJuHG3rV9aP5j0JuQnxyBUEgzNMKEOKZ6qknJ4aSLaybtwnwcu2SUm303adhI5qiNV5SlQEu6E5ckTG8TftcwJNHqOT8OJzQAAiQEpap0G5A4F7tgCnPOwUsm2uVKZdMkZAgy7yLNhaxYwXPl3gfqMDlc0C8eN95JM0wo3JRIgS83Dj9UYzCW7hNAsTCkUdSqoj1s8yCiGRY3bttnCz0niN9trhl8Do94ohBtPqA8HHpqX53IrFXkANERhNtkrxy1DmV0xGxQh0ZbjJqt5T+kpwR03S5IeST55SQUZBbhn9lDkpSgnr13SiX47jc2ecrH5/CEep15u/GE5drcaJjjrL56eYYdWAY4m5FrDDJWsU49d0aSA6zXYnajOUnrgZKqXWDzz3PjAuCilSCmRq8JDsSpsFWKg11SvfKcUWUYV0jBjcK7XtvplW5GdnIT9snpDrFUdgLMfBPqeiiL1d6y0VQbM8zqpThDIDis2HK7Fle+VYbqs7FOqW0Zq7gign9L/7mhNC/7wgRLeZdRLqGpqxZYqT7hUpltWxPYsxSVKP6H8pr6DETH75XQBA05XZvYGnY0il6cyJgCcU3UCAMNAtfBKJAVKeKje7H6zAUS3QIlXjls7bv6Pr38cf/3hr7joo4uw5MAS//5tTRXAO1cDzhYlXGXWXwJvaMqtyv83vIyp+acA8BZuTa1NuGnZTfjT938Ke99anC2ikM0YkyIiXbIroGMkPofnuMkycPQH9FZbpsQiXFJ7P/IVbrLMgDp14GpV7vPa6wsARhamY945yuDooU934Hidz6BSEy6Z1uwZSGjDJAFPr8l6R724d9QdVXLQdIwhVW8BMvvDzCvr+R6/Q9+iSZ3QTk7vg3c2HMVft+rx30BiEgDSekHqOwUjVdetrTy3uvIS5W3GFNz89o94+btDuOOdLTjlL19h1lOr8MiSndhwuEY5ZgAwZDby3GHc8z+5DTXq981qrlFCz5NSFfGz8RWgVMmDwejLvd7mEW56oDJ0WwCtCyIBQXOlXHa1CjID0tKzkZ/mqa58wZheIt9t3uISVDf53/tceitc//euMnlUcwBjfng9aCNul+wSRWpGVqj3IR/h5nLLOF5nw/Zj9XDlDveMFTSOW1W9EgmQrbfilR0M7286hle2O0TPNxdzBXTx99crExKDWhohHd8M6E0wZyhC065J22iuPgY3AFlSRYHehDvPVs73pdvLsKtMEymk04toB6x/Cag72u4m3CLtQ5ZRaSzCijJjyMIykcDD3IdkKt8jmo4bd22TGNDCTGhgyZ7iJK4AkxwB0EYkhCvctPm5Sdp0A21lyXS1smSYjlv5SU+xnVqdHjjmKVbVoEbWpOgM3sWvrFlKm5A7twI/fUUJb75kodekCwCl3gSAAjUqJuJQSSYrvQTN6Z4X+yrCLbulDkDsQiUrWirgZm4YdAavAoM2ly0qlUkDQcINwObSWnyxqwpmtRypLYJBNh8Ap6sWb0r1YQBAc5gDLm1oTp7b5Ql/iEIJeeG4ybIQbiZ1oGFvDH1hyGooYWZqRsj1Ui3ejtyN04ZBr5Nw5hAldKVVJ8GtioMGtUpTMvTiIR4Px628uRzlzeXQAxjV0qhUMxo3V7mJZfZXKp8dWCFCJQM9VBhjHsfN5VQao6Yo67vcMhZvKMVdi0tw1j+/wZiHluG+TcrALtOp3JzjKtxUATLAnAM8Pw1Y+jvA7UK6KV04BPy7NKvuTpKsQ3aKBcMKvH9PSZIwQc1zEww5TwlD6HMq0mVZyTuApwy/lkp1kOZyZQAADlQ2Q1c3EFZZxmS7XcmLkCS0umTc/s4WNDpcmNA3A89erQjfVbs9D7es7CHA7L+IHMKM40oOknYw0uxsFg5ckcsF9J+pvHnQOYqQUzFKBpx+QBkE9m+NTLgxxkR7gjn95wBQHn7RCt3Thkq2J06ezyDX2Gtw33f34V9b/gVADZV1tQKLf6aUbM8eBFzxGqD35Kkyxjz5WcN/ohQCaKnCFLsyEFhfth4yk8EYw6PrHsX6svX4aP9HYQ+eeJXELHMW+nx8iwibDTUg8cy2M8DtQB+dMoAOGbZZuQeoirypunbSxvf3PFjVjDy3ej5blQmrFKP/xNbNpw/AhL4ZaHS48Lv3tnrEC0cVbukNnoGhtjAJoOSk8pYjh+oPAW4n6j79DQAgjUnQ3fQ1MPJSmOUgVYJPbBYFVFbsrMefPt2FshYJ8z/agfkfboPd6cnnqmx04Jmv92GVYZoIl2yrsiR33GRkoKLRgdxUE0YWpkGSgL0nm/Dq94dwxQtrMfWvX+OhT3fgUOZpokBJRbBoD5cD9v1fi4qdWf/3HvCHUuD3B4BrPlByYVJ7AUMvAArGeL1VDLb1eqVapj14qoG20l8ZyxL5Mb4FSpyqYHEzI8YW+xdK+dOFIzE4LwWVjQ787v0AvzOg7O/V7wCSDim7l2KgOung67odrD8Iu9uOZJ0Jxc01SsXrvJGob3Hi9rc3Y/pfV2DoA19g+l9X4KJ/fYcHvncpfdoANKrPFpfswuEm5b6UljYY/1iunP8MOjToC2EKES65v0ZZd5DTqUzY3LUDppnzAaiDY5cDByubkNxaBQcPcYMi3IYWpOKC0cq5esULa/GnT35UWgQAwOBzlWIlbgew8rF2N+HWFieZt7wBd39RqakCHn6EVCBEfluWKtyi6bj5hkrCI9ycYdYxaE87AK1wO9xiwbhHlmHTkRqN47ZXROOU+uarBeFkjed+2qjXwXlkjeffVWpYts6K/RUB9lFvVCZbLn8F6B1gwrv4NCBrAPLb67jJDEjr5Qm/BIDUfCBrgGgpFKviJKKiZHIhdJLOK3w+VnluPVq4uWWGJ5fvxU8XrsEtb26CXa8MxG0RhCd5dW3f9j6SS94CADQ3hBfG09DaIJyKXLfHcYtKqKS6DQtTKzEBMKmzAY4QF0ar0wUmKTeXrPT0oOsBQEZKhte/zxvRDwAwe7inV1pznXJjaFAHYF85piBXdWoqfKqmxQIeJjnE0QqrLgm46GnlApckYKgy8Mae/3kct5ZKv3CSeke9eLAXulxKGBkU0Xb3e1tx7wfb8dGW4zhYqTxgNsvKDTLTrvy7xhG/UEleiGXg4R+Aih3Ahn8DH/0Kkuz2hEuqrk5joyLgjLIBpw/OgaS98alMKs7EAcaFmwSc9YDSxwyFgCUzeLikvQEV6jFrdubibz8dg96ZFnzXOAHLjh7HY3VOHOx1AWqaW/GPZXuw9Wgd0swGPHP1eMweWYDpg7LR2uq5CWblqY5RzmAgOQ9mpx1mnZIPwgcj/Caa7nYjhTGAV9PrfzqyoRMJ7VNYkvJ6wRgMUB23Q2GGSlbbq9HiaoFO0mFE9giRKxDSdbM3KBXWSkOHGvrmbkV6H2hsbRTi41djfgWT3iRCcsbkjAFW/hk4ul6Zmbx6sRIyrFLT3IpfvbEJk//yNX7/362QJb1wNkaV7UKyMRl1jjrsrtmNTw58gs/Vlg5A+A9aUe3UkgddzUHNRFXwQYxoB6Cu29uunFNBhZu9AXj5XOCVWUpCfARoJ5J8B7ibj9Sit6QcW5tacEf7kOYY9Do8eeU4WIx6rD1YjdfU0F9B3jAgbwTS3J6JhKKUIvjCB1aH6g8BW99FnTqQzEjvozQ8zh0WvL3LyR1CAH2/V7nvjsmSIUnAOz8cxRUvrMWa/VX4wwfbMP2JFXhy+V7cu7MfRrSqwq0yeCNlAKhXG6gfaVSeD3+8YDiW3jEDm/94LhZeMwGXjS9CqsmAkw0OLFpzGHPeqUCuThG75Sc2Bt7o0R9QKyvPQoPOgNSBZwGGJCUcffA5wE+eAX67G7j6bUCSUNFox6Of7cTSbWUiBPhkkuqKhRDt2kp/q92jg7YBcqnXnpsZMb5Pht92LEl6PDt3PJIMOqzcU4mXvwty/ygYpUwUAhjbWAfAX7iJ/DanWxmUTf4lmN6Ie/67FZ9tK8PxOhvcMoNRLym/4fZGmAzKPjW2KCJoQ/kG1LjtyHC7sa9qAFpdMgbnKRML2+05Is8t0ATTfrVi7CDZoIS2peTCkqfkRDskAEfW4P0NR5CLOlGYBPC0o/jD+cMwJD8FTQ4XXl97BOc+9S2ufmkdDlY1A+c+oqy89R3kHFe+d9Xx9aLaZFswxjw9aRnDxoY01CEFelmZcLKFuZ1gaAuTAIhqVUkuoIyMoRlmtMIIPVOOX2uYE33tCZXkY0oDY9hcaUBdixOPf74bjDtu1QdQnKzcc8IOlfQpQFZ/bL34u0G9H9Q2G3HRs9/jZEN4910xgaTTATN+hwJ1XFgeZjQFv2atjHmHSXL6TlPyPRE7x02b3wYo9y5eMThWeW49Wrjd8uYmPPP1PtEjsKRaeQjbIigIwAfz5oqdwMe3KGGJAJrDnFHiA4V0txsmBkgZSnNNm9wadvJq0H3jTSuNqdhY1ornv9kPo1ENYQzRo6SiuhYutbxqRmpo4ZaX4V35K82kbH/6wAJR/+PYiYOA7EajOvv0vXMiGp3KzfF4xW7xXrvTjSVbT2DJ1hNRbZbIq3iNdTiUgWi2p2AHhqnCbe8XyFHj71vlVr/iMPzizIUBJgag9ylCtH269QQMOgm3nTkQr/38FGz64zmYPGY4jsh5yFJzUAL1PYkVBypKAAADbE1KRUWdUakc+MGNfmFmzWr+gk5OwowhOQG3N6lfJlbLY1CCoWBn3As5byTu//hHzPznt9htGCbCJY83+4Rh1RwUrQAM+nz8dGJvvHfzVBzOmIanHT/DzxvvwFnP/IAJjy7HS98qg56/XT4WvTOtkCQJf7xgBCS3Z2AsGqQ3t8LZR0k8TpMU4cYHIyK/zeUGcodjX4sVj362Ewcb9ZD6nIo+qut2TuVR5bhcsQgDJGXwcbjhsAhtCQWfoexlykLSt//A6EzlYRgyz23P58APL4F9/UjIbftW5wwU1lReb8cVL6zB4g3+M6W8mEWuJRe/Gf8bfHzxx5hVPAtTek3BuMZa4PunlRUvfg7I8eQPfrevCuct+BbLdyqDlfc2HsODn+4AG3gWAMB48Buckq/MlL67+108tv4x730KM7RF9BdUXU6RpxOiQEmTmpsghJsaqhxUuB3fCDjqAVsNUHMgrP3iaIUbr5zI2Xy4GkWSct9sVm9ugYQbAPTLScb9FyjVTJ/4Yje2HavzXmHkpUphDxVfxw0ARmSPAAB8sPe/kL/9G+pVIZbO+5vlDvUIN59QSblsu2gSbpDMeOaqMfjFUBmvXDcBmVYjth+vx9yX1+PdDUfR6pIxrCAV5ciG26YMPg6qpekD0ngS9er9sbw1H6OL0nHRGOW+kpmchPNH98KTV43DxgfOwSvXT8LkflmwOWVU2FRxVRXEzTu4EjWqIM4yZwWcROKs2V+FOU9/h1e+O4Tb3t6MV1cprtNJo+oeV+4O+l5tjtsqeawn5M5n8qDVoZyTLmYU+W2+DCtIwwPq7/zY57tx29ubAw9aZ94HGMwYW61cs76VJXlFyRFNNYDRCky5Fa+vPYJlO0/CqJfw7+smYf19Z2PPo+fjN2cq1+0xm3Ie8OicL/YobRLObW7B0pp+SDUZ8J8bJ2NQXgoOuguQ4Q4u3A7Uqo5b0amKWAZgVtMg7JKELSvex9J122GQZNjV1gtGnVGExfXJsuLLeafjzV+cilkj8qGTgLUHq3H1v9fhiGWYmsfMkKO6zFUlbwD/OgUII6XE5rKBqddbgzsDDiQBkFDnzgAAOJkLbhZ+SXstre5WUZTFV7hVtlRGVCo/EFrHzcZM6JdtFZW4nWEO6rWDf7vbHlYLJb5OEmM4YlN+x41HarG20qSEHjM3iiuV8NgTTSfa3iZjOOlTkKSuapcyMdZUIfbR5k6DzenGi6vangR9avleDHvgC9z+9mYcrWkBxlyFfN6Euzr49atFtAOQZSCtCK0uGUdrWrDhcA22Hq0Diqd5HLcY5bhpe7hxeLhkrHq59WjhtvZANcxGHZ746WgUZ1tx2K44Li0R9GQSjtvKJwDZhWS9cpE0hWmD8wqGeW43yvW98Hm558f3HThESovagNuUXIAbFm3A377Yg+0n1Qd9CNu4vKoaan9YGIMMTDhpGsfNIOmQpFdu+kaDHklQblBVVaU4umstbGoH09OnnIXjeiUUrrylAku3leGhT3fg1Me+xm/e2YLfvLMFN7+xCXXNrXj1x1ex/MjysL7vqr2VuP+j7aKUPGdrhZI4O87ugGvM1Sg5Wod/f3sQd7yzBV82FCuVj2w1MJ3YKkq5+laWFBdnq3JuuAoneom2566ZgHtm/z975xkYR3W9/d/MdvUuWXLvvTfcAIMBmxZ6NRBKQkghkISEhDQgJORNCCEJJfQk1FBCM2CaAYMb7sbdlq1i9V6277wf7tzZ2dWutCrO3w56vtiSdmdnd2fuPec8z3nOWE4em0d2ioNfnDWercpYMo/yotEB5RsprhHMz/DM0cKW+5J/gsUOO19j4BFRSZdBb0OreJ+hkJP5I2MnbhOL0vFaU/ia55cUT/wud7y2g2fXiQDkjfrBFPrjMG51+6nWA7GZA4diURUKM1y8cOM8SkZfTUWmcGeTuH7BMM6YWGD8PG5AGhdMHWP8/MGONmb95n1m3v0+f9gj7tUMnbWQ7IgcEj3E78c9aAHLH1/P46uLOe/BzzmcNY/b6hu4rrGJs1vbCExdzlO7VXwp03CFQgS0YEKGF7InYFBLHXx8L5N2rQQ6Z9wq9aZ+d3nnvUPRyUhLDCbrqc+KSSpZxSMr1uENRAYWMnGTYyAGpg7kjyf9kUfn3YP9Nd2MZ+Z1MO5sNE1jT2ULd76xkysfX0d1i5cRucn86PQxKAr8c+1hfv9lBpo9BdpqmJsieiKkNHJOwRxjxluiLmDGmIo68XkkojCQBjq2kLiWBlWLgCPud1VqGhRe070xDeb7vjmq2HLo8AEcSoCQYqFVD8hiSSUlrpgzmFPG5uELhLjmyQ0crDHJZiacZ7x36NjjBnDl+CtJsiaxvW4Hb/traXKJIpocPE/OaJx6fctjTvDdDagt5bTr6+2vz57JUv2+Wjgyhze+u4ApA9NRFFgyPp+XbjyBt29eyC2njmaNb7YwKEGLP+KidK2RRHqC6dy+dCyq2jHJclgtnDIun6evnc3soVkc8oqCWVXrEYhRmNMOfESdRRzXrqTFLN4FQxr3v7+XKx5fR22rl0FZLqyqwurd4vuoJ4QfoDb+924OpvdaR2HXGZD2ukiWrq1d7OF+HEwojF/AvHLuEG48cQSqIsyVTvnjxzy15jBB8+mnF8HcbxnGTDvrdkb0v+ySxiReH8y8lh2NVn7zlpjvd/vScSwZn09+mhNVVfjO4lGMH5BGmV/ECi1BN/6Aj/dKxGzKoa25rNfG8vOzxlOY4eLimQMp1griOkt6PM2UBEUAnDr4XL480sSO8iYOVotz9aoqrtJVpPpF0cKTKvYJOS5AQlEUFozK4e9XzeTjH53MqLwUqpq9XP7oOsrm/hK+t5mcsWLMSK3NIeYH7ut6b5dSaVXTqAzmcf60IuYOz6IxFFYL+OlZkftg00ECWoA0e5qRsOW4crAoFoJasNcsTViWC204OX1CQThx8yYW1EcX7xJhcaTKwq5p1Gnha/eBD/cbKors179PssWBhtZ1v3BTKVVK5AiHBoJi4HzVDpr19SCk968/s+5w7JEoOnZXNvPXj8Q6/ua2Ck6572N+t3I/mdOEUVmlt0nMfOsC4R43jae2exl9x9ss/P1HXPTwGs7922e81jAk7CrZBwPVY0HGPebim5G4Ha+M24MPPsiwYcNwOp3MmDGDTz/9tNPHf/zxx8yYMQOn08nw4cN5+OGHOzzm5ZdfZvz48TgcDsaPH8+rr77ao3Mbkp3Ef749n0tmDeZX50ygXO/jcXejeuPWWS2XTzT6J+sOebEGesZCtVvvbwsEWe8bymGtkNQ+cJbUNI12vYpS7cukxSMC3Mp2kVh6A26Is3CUVdcR1Bk3i8UW8zESdkd4UUixRjbqO/Ukzt1WzZsrXzJ+f9tpM7jyAvE5NVk07nnuHZ76/BBNbj8D0p3YLSord1Zx+iOP8qeNf+LHn/y4S028PxjiR//eyjPrSrjlxS1Gv4En4GGXXr0ZFMxg0pOtfO1vn/GbFbt4fesRvvnsNvZnzBcH2bMi7iy3cOLmQbM4uG11KCJpO31CQcTj89OcZI9bRJb+XVa2Hh2a3uMPcrCkhJbPHiP09Dk0P7GEaj34GX7xc8LlcsxSuOQZsDgYWCVkITLordHnsNktKeSlOmO+hsNqYXKR+J6/+c+NPLuuBEWBKYMy+CI02jD9KG+JZIt81fuo0Rm3U0eH2Z38NCePXT2LT29bzPZfn86+3yxl269OMxgKM3502mS0kDDUOVCJ4Vr3oUdUR9N1x6gmbxNN3iZe3vsyAOe2tvHg4SIqmz2oCjS5/Xx3fRZzPF6+39CEanFw8a4F/OqNnTxePpShevIZbb8eC3KTG+IWgd1E3WV0+5F1aMHYa0dZmXhOUqARb1N8CY5M3CS71Bp13YdCGlWb3+Rp+738JnAfH+yK7BGV5y/ngAHUtbipe+Y6aKumKXUk/0i7gVte2MLsez7g9Ps/4YnPxHOumDOYN7+7kG+fPJLfnidkqQ+tLuVgiiiynNAaLkZlOjK5Z+E9hjwk0VlAxpiKBnGtpHYi35Jo1auWZYGBHNGyGOhzG68ZU5VQGpbwdLfPrdqUgDaZejYb230E9f5lLW0gbXLUSpQ5iRmKovDny6YxqSid+jYfyx9fH2ZjckaRnhoedRGLcctx5XDdhGsA+HNWBsWFQp69vzLIN/7xBZc8uRWvRbAuHlMvRaBCFBCadUOKqUX5EccdmJnEqzfNZ9MdS3j0qpnMHCrYre+dMhJt3NcMg5JP930S+43tfosmfY0Zk5fPvDgFHwmX3cJj18wkkCpmnFYTpGTXuojHeJpr0Y5sNhi3Q1Uql/59LRsPN6BpGrsrm3n0k4Oc/9Dn3P++UMlcMnMQK79/Iv/59nxG5RSghSxoINacTgxK/DrLY0Pj8pOmEwiJda+6PJIJbG4X153VmhQxIiUaiqLwk6Vjef07C5g6KINWb4DfrNjDrzdZuHvFbr6QJi3zv89QayppwWDEIG5/yM9ufQj7hAC0zbiR7z63GV8wxKnj8vn6/KERr2e3qtx3yRTKQ0Ki3aYFee2je2ghRE4gyFPN13HSmDwumimuqa9NK6KEgriz3Ip3vkhIUUgLapzzsoMzH1jNWX9ZzZWPbjYeM8RyhHtmiWvXp88Cc1gjHaXNGJSVxDM3zGF4TjLljW6ueHw9lZZCskcJM6dKKWvb+VrcY0iEe/U1qqxF3HHWeC6YPpAaLQtVGn1oiTk0RsMsk5QMr0W1GL14vTUoiehx05ycNqGAkD7uoc0TGX/FY/daotbGROJCKZW0axp1pPLNE4djsyisPVjPFxNuh7FnoQR9DGkX60ZXckmtcjtVei+0FhJxXaOqQuk6PGXbaNETt/H5BUwdlIE3EOKxT2PvpaGQxh2v7iAY0lg4Kod5I7LxBUI8/PEBLn9PXBdtqkLLx/d2+T6lTNYV0tjvFTGK3aJSoBsJ3fp+Eym2DADq45jO9RZyzy5MLgRfO6y6l1QxifH47HF74YUX+P73v8/PfvYzNm/ezMKFC1m6dCklJbGbIYuLi1m2bBkLFy5k8+bN/PSnP+V73/seL7/8svGYNWvWcMkll7B8+XK2bt3K8uXLufjii1m3bl3MY3aG574xl7EFgmE5eUweg4eJYMWtgJZAtg/g0W+ipNxxBC/6B1q6sF5uDfljVhWjYYwCCAbZGhpBsVYQ0y2qu3AH3IbByJZawZrd9bWJuHQba6+i8MWWLR2e1+Lx8+/P9xDQC6gWNf6GBZGJW7K0gdWRog8PddBIcouQhiQpNuxWG6MHTwWEeckS22csm1TAixfm8NmYF9mafycfuG5nlv0hQCx+L+19ic7w7peVVOtB/ao9NTz0sajs76zbSUDf0Fa2nIDbHyLdZePUcXmcOVk0VN9XIirB2p63yUmKPRJAJm4DAwGqUsbyytaauEmbxJxFZ5Cpf5ebykr4bH8tj68u5raXtnLXmzvxBXo+lFvTNN7YUs6/77mGQY9PJfW9H6AWf8xBPVFyksEr2718cahesDKjT4OvPchAPckq0w0C5DymjOTOg68ZQ0V1c191K4oC9108hSevmcVhxxjy9fdxJCrpqSzebjBucwfHnyVls6ikOW0xpVG5qQ5y9fk/l80azys3zeOTH51Ma+oI6rTUCMbtxT0v0h5oZ5TPxwluH0+VDyTJbuG1by/gzMkD2BYcTLWWAcDj3lPZ1OAkxWHl89CEcJ9bQ+eOdBCe4TbIH4Axyxg78iwxpDfk4ciLl8W8773N4U1j59b1Hf4uIRPq0XqvUWvUJr2uuJ5hbhGYn2DZyeo1qyP+Lg1WpJ18uy/AM3++neyKj/FoNi6qvYFfrDjIq5vLqWnx4rSpLBqdy+NXz+Q3503CZRff16WzB/OLs4RU76kqcX8MK9lo9F3dveBu8pLywo38CQQ43qDXSHpH+P0EBs4JGyx08vxWvb+lPpjD2tB4coIhnIqFkBbqmDCGQoRKw7bVrV0wnNEw99w2mtbfzSWNDFLEWm3JGhI2S+iEcQNIcVh56uuzGKYHsFc9vp6mdnGtpQ8Rbqo2DfKCsfeK5UEn+YEAFVYrTzeJa7O4ClburGJdcT3FHhFEe0yyxr1bhWlAq86CpUQP3wZUVSEz2R7xO0VR+Mmlp1LgF+v4e5vf4l9rDxM0mW6Eag8Q2v6SwbhdNiOBUQNAmtPG7y4Qsttqq4UXn32cb/zjCz7fX8uRRjd/fvQxVDT2qmKdUUIprCuu54KHPmf6Xe9xxv2f8psVu9ha2ojLZuG+i6dw74WTcdktTCxK543vLiDFKj6LKosFrRPGzdMu1A+WkMJp04ajWkQMUFoaKc9y60Uhh6Nz1YnExKJ0XvnWPH5z3kQyXDaafApPrynhwofXMO93H/Lnz2rwzL2VKXpifO+a39DgaeBA4wF8WoDUYIisMRdzy4oqimvbKEx38oeLJsdcF8cWpDFv5knGz2/vfx6A/JYBkD2W354/yXheXqqTwuETSdeLSk1R6o99e14HINWbjKJayU9zUJDmZEBaeD/3KApTat4Q/5eJmyV+4iZf95kb5jAoy8XhunaWPfApv3hZrJ3b28S5BPe802Wv255qsXYmayFGj5tCVrKdZZMGUKfmGSMBepy41Uf2t0n0lUGJuZ+yHQdjC1JRFXHf1TeHE7JPyj7hhOdO4M2Db3Y4RmuUsVlCjJtetHfojNuVc4Zw4QxRKPrzR4fgwidhzDKG+PXZjQc/6vR4a9auok6PLRwBEe80WCwc2b6K3VvXGozbrMGF3HyKmO33zzWHY7qtvrypjC8ON5Bkt3DvBZN55vo5PH71TIbnJtPQpmIJis+nfMu/OHK488KbmXGr0jJ5/9YT2XP3Gay5fTHnTysiGIKd7UMBaA16upxP2RNIl+Si1CL45Pew6h5SGoSi5Lhk3O677z6uu+46rr/+esaNG8f999/PoEGDeOihh2I+/uGHH2bw4MHcf//9jBs3juuvv55rr72WP/zhD8Zj7r//fpYsWcLtt9/O2LFjuf322znllFO4//77u31+ac5INunWM8TAyoCi8MmazplBEMGzW29svqf6REbe+SmXvSgWxXYFIQXoAtVtYcbNlz+NSZOmhxO3bowliIZk/BRNoyKYx7wR2Vw5ZzAXTRcBtEdRePyNDzvMoPnDu3twtzWFGTeli8TNVHVL0WWGEkl6wOBU2xlhFYlUmp7c2Sw2snRZ6SUDtvJg0qPMfusM1G3P46rfSSElbEgOBwxPbHqCsob41Yt/rDnMNyxv8EnyT5igHOKPK/ew9mAdmw59CIj+tncsi3n2hjls/vkSHrt6Fn+9bBq3nTGGT0KT8WkWlLp9ZCvi/UQzbuHeqQBv1QuW4VfnTIibtAFYCyaQpi/Sre5Krnhsnei32vg+NZ8/w8Mfd6//RqK0vp2vP7WB91/8K8u117EpQb4MDeFe/6V8QxEjDlpbc/nl619y4cNrmHn3+/zw31v52LaAIofYdMtbSgiFQnh1icyArAGdvubsoSJ5kknbedMGkpVs5ztnTMbt0/sVo2R+jTX7cesLel5yXo/eK8AFY85hSNoQblmwhOmDMxmcncSjV8/iC8aTYXIn/deufwHw9cZmtoWG00ISvz1/EpMGpvOXS6dx00kjudt/Ja8G5/N37Ty+ddII1v70FIaMmkyOT1QTD1RsiHseEiW6VHKIPwDTr8Jx4ROMSRKf3/ayT6HhUMcntYeZs+Jdm+Ieu0yXp43zig2/JarP6D+byxmrhNeVoSWvUtkU3oyipZIfvvwI3/Y/BcA/02+kaPR0zpw0gJtOGsGzN8xh6y9P4x/XzuaUcZGsDMC1C4Zx00kj+CSkO/iVruPRk+7npbNfYtFAYfpSkKT3JCQglTzUdIiQFiJNU8gOhvhL7Uxjk26pj90ToWmaIUtsVAawJjQeBSjStdwd+txqdqOaNsv6w4mNaTjS6ObJz4opbQongk1BjyHX23i4gUG6MQkZ4cQtXo+bGdkpDv5x7WzyUh3sqWrhysfXsamkgaGTr8CqaUzyelAfnAvbXoxM+oN+XKvv5+aGRvGzRVwL84cP5u6vTeSiGQM5EhTXncfEPFbv20QA8Ou7e7I1scQDBLs+a4T4bn32Cu74z3bO+stqPtlbwz/WHOLdh3+IqgWp0o1GJhTEX/+iMTpbMEBtqsrplk/5YOcRLn9sHYt+/xGDGkThtS1XyHEvnjaOS2YOQlWgod2P06Zy0phcfn7WeN7/wYmcPz2SoXRYLYzOFoFpldUq7sE4xjR1jWLP07BSmOEiO1N8hqH28ohA06szu6nJnfd5m6GqClfMGcLq207khjFBzp0ygFSHlcpmD396fy9z3x/GFa02UoMhNtdt58oXl/D2ajGOY7zPx7IvprNyZxUWVeGBy6aRkWSP+1oXn3YqTj1W2OAS69cZ837Ce7eeyID0yDE9p8+ZQlJQH03TFC6ce9ub2atL69t8Q3n86pms++mprP3pKay5fQl2OfdVUYQsDvAmZQAdpZKxMCDdxbPXz6Uw3Ul9m4/GFvEcn9VHuZaNJdDOwbWvd3qMRz4VbGRyKMSEiWL2Y7LDSvaAoYYjqF/rmVRyX6NIDDokbn1kUGJm3AKWJJIdVhx672BTe7gwtK5iHe6Am7VHOppXyeBfzhtMLHELM26p2QUMykrippNGYFEVPt1Xy+YjbdQufYRUi7j2D+z4N8GocTkSL20so/iwMBSyojJRL/I2WFTsFV9gr91Ji87AZzrTOWlMLpOK0nH7gzy2OrKY29ju43dviwLJzaeMojDDhaIonDIun5XfX8QDl01DRXf3toT4/Inbwg6lMWAeB5CWN4SReSkoioKiKPz2gknMGprJJu8Y0vQ4YVf9ri4/u+7AH/Qb5EuRJQnWPwpAaruI3Y9W4mbt+iE9g8/nY+PGjfzkJz+J+P1pp53G559/HvM5a9as4bTTTov43emnn87jjz+O3+/HZrOxZs0abrnllg6P6Sxx83q9eE1Df5ubde2634/fH77hh2SEE493PvuYnZaJLJ87GIc1dn7r9rvR5fEUu7PRNAiEdIMTVeXwzrUUzuo8IN5SIgK17ECIZZecRUvQwt53xA1aXrEH/4D5nT4/HprcopqTpGmUa7n8aMkoAoEAKTZ9jpuqUKRV8c1/buS562cxtiCVLaWN/GPtYeYpXmr196UFtYjPCDB+9vv9WLRwYpdkTYp4rFOXEblVFYciPv9UZ5bxmNyUQuqbDlDTXMI4XcIXGnUGoalX8lHTbtr3/YNczU4o6KbO2s75j/2RO0691ujXkNhT2cLO4jKedLxCctDLM8n3cUbrL/nec5sZlv8W2CDdnckvr1jCrMHpBIMBpKLthvlDyHJZWfvWBBYp26jcvR/S4EhzZcR7Mehwf5APgyM5fXweF08f0OGziUZWznigFIullSFZSXwtdTffrboHKwGu+CiTL8dcy+j8+EPOzZ+3z+fj2fWl/O6dPWT5q3jH8SQA3gW3MWLhj7jG7adx8328WQKT8kaRnJTDtrJm6tp8vLSxjJc2lvFD1wkoGetwh/x8XnyQgOoHHAzKHdjpe5k/PJPvnDScKYPSOWl0rvHYi6YN4OVVY4Ed1AZaafW04rA4qGv1EgpWABkkW5KwatYuP6t4+ObEb/LNid+M+CzG5CWhTV5MepnYBJ7e8QIBWikIBDmjrZ2fBE5l+dzBLJuQZzznllNG8GbuN1l/qIHn5g9haHYyoPHb8yfy1KODgSp2VO9hfjZxz1XTNEr05GgADm5am462fiONTAAq2e6wc2pTBZpJ+tbi8ePyNxhlMl/FTtweL1ZLx3WlvF7o/segy2m0gHEuXn+Qt7ZXcJMpcTvf8ikvrj/ADSeNxh/yG9fpoORBVK9/idN3/xyLonF4yIVcc8UvuCa6eq+F8PvjM783nTiMd3ZUcLg5jyFUk3PkS7JHLw3fw06xyVa0VXT5/e7Te4iGez1oKPyrcSLzne8DbhqbDsd8vjvgNvptp42dwl+/zBDvz93CgSQX22u2MytvVvgJxZ9jA0pDuQxSa8jzlvDhl2UsHN0xMZV4Zn0pv3pjFxAkbawP9KJVAI2GtiZSHcl8caiOC1XdUTK1EH+jOFeH4kjoui5ItfHEVdO5/PENbC9v4vwHP+fE0Tk8MP4epm++Fzw74JUbCG1/Ga1gEkpTKdTuRW04xHw1A809AMUlksolo4dy4ahClk3I5be7BgG78RDE5/NRUu8ms3Uvbdbw92zHHrFmd4Wxky6Bjz6kxhbiGucqnqo4maueWM9gpYoP7atAgRabDfCSbElO+L62YSPVlkKLv5Ukew2/H/QlPy+ZRrsvwGLnDgiBNzMH6kopSs3mmjnjuHHRUKqaPUwsSo/Yh2O9Zr7uCnzI4kLR2vFX7Yb8CR0eV9sgEjcFG4FAgNysImjfSYrSxD1vbOUHp48nzWVDC+mjflLSu712qVqQiVkaS5aMJfS1CazcWcWjnx5iV2ULf6j/Jr/2PMb/KwxQYoUnGraI57jzKQnlMGtoJt8+aThTilI7f13VSioqHkBTFAY4Mrl86omEggGiVXcLRmaxZWUKoFFceZj9lU0crm9nzwdPU2wTn+upUxYzf3hm5B5udeLz+UR/un7MdkcqtIDdYk/42n/zOyewsaQRp8PDTZ/9CcXSzhcpCyhqe40vP/gnzYNPZUJhWofnfrqvlu1HqnANElLJQNoQ0F9z3OgxuA6GAAttQV+P9hdpNFWUXBTxfLmuHWk50uN9C8CjFw9sGthcKfj9flyOJKCONk+bcWxpVV/vru/wei264iA3GKTaaqW6uRp/Xufn1K63Ztg1mDRqGH6/n4JUG+dOGcArm4/wvec2U9PqRXGdhrXoJSqtIXYfKGb08KERx9lc2siPX97GX1LKAQf5jkxSEAX5OouNHKWOHKWZZlUkc0mWJAKBAN8+cRg3PruFf3x+iK+fMIhMvQBx79u7qGvzMTI3meVzOsYcS8fn8nb1MFYfKafSauFrrOKCp97n8W+dTrqrY9uO4Zwe0hg/fkzE8VTgr5dO4ccP72a++y3eTknmsbWvcvfisaQ4IlMfTdM6NUOKh9KWUkJaCIfFQcam50GXRqbqSqAmT1O3rp9EH3vUErfa2lqCwSD5+ZEbZn5+PpWVsauzlZWVMR8fCASora1lwIABcR8T75gAv/3tb/n1r3/d4fcrV64kKSnco6BpGqoGIQXyQ6Xc++5eHl+1h3OHhpiUqRH9vR5sbjT+f/6YHJKSAihY+J3eS/rv994hv9xBWpyiWa0HjjQeBifYyWTHJlF1tOoa4k83foarMvGKphlHAoIhSg6FSE3PoWTrakq2QrFHBJ0eRWG6o4rH2gNc+ffP+d7EII/vsaBpCpPTPRzSj7P609XsscSWnbz33nvs8IUr2u0N7axYEbYIb2sVC45bUYzZL/7WQPgxbeLyq7ZaqEqbzO4B59OYNBz2h/hXq5CTTXDMZljtxzyZBtmpb/C9F2ZyyqdbOGdIONh88aDKeZbVJOvJYUaglqedf+CCljs4UlADKGS6plO/ey0rYpgVuYCGvHlQu40F/j1sIpUXNn1J7da3mZSlkW4PUKov8IMCfg5aR3J18hHefvtIx4NFIcObCY5SAlYvvy7azIIDv8OKuKmXK+/wrSfH8v1JQSxdrBm+IHz94Q9ZX6OiEuJB10Okam7qk0eyunUc2jtvA7C3dQsAozQrs7MqOScTiltgU63KlnqFZ9wnUhD4nAqblbueeYqBeaJIUHK4jhVVK+K9vDgm0L4fVuyP/H1a+jCSQttoV1Uu+tu/Ge7MBm8LV1rF95GsJUdcF32FNH+y4ZQWQCyYVzU1syo4nY2uBXxXO8iKFZFMjgrMtcLOdYcwd7TkJ48BqqhW2viiVoP3YjfNt4ZaaQt6UTSNda1TWLFLVNas6Vm4CmGHw84H77+DJy/M2B5ohvMIV94GBkv5y4vvMiY9Uh4XDAYoD7SAorDTcwKkb8arwBtvvILF4mRLnULI62eIU1T42pUUcmjm0Gcv8lbbdGpDNQS0AHbsHH7tSWYfvB+bEuQ9dT5tGWex5e23e/IxszRP4ZPGySxX32fnyqco3h8+75qgeJ/lTeVdfscfuD8AhExyQ2gMjUoabcEMwE1JRXHM51d6w9XmoFsjKy2dsuYcTm5rZ1WSi2e2P0PeoTzD3W74vleZBKzQTuDrvI1T8fOXf6+kcUo2MfJkAJ7eYQEUZqUeYLeiYNE0VMCvKPzqmVc4KT+bTYctfN8q3uvawzVGEr7qvVVdqhLMuGU8vFumsr5a4eO9tXy818K8nB9yR8HrjK16DXXfO7DvnYjnPOA9h0DNaGyD/w7AwS8PsmKf+KzS08J74atvvc77JVb+opRSLx0lsfLeu+Fr+b0417UZAU2sTz5V4TuWp/HmDOX52qH8wPEaVkKUpU7ChygMbvhkAzvVzme+meEKJtFCK1UWK0urHiU46ffUNzZQUF5NSLGwt1Ect3RPKSsOmcZNJKB4bXWLNWCfJQ2oY807L9CQO7fD445UlEAygIUVK1ZQ2S42bL+qsXPbFyzYWs2wVBiZ7gcUGhtaerx+yc/bAnxzKOzJVHi/fAQ3NP+OMcW7yB/0IlVOEdw3Webxo8kBBibX0LSnhhUJ+Oq4NCvo+8lIJvJ2J/e4VUkFmjlUX8Gp9wuJ9aO2lbw+RATE6XXuDu9T8+ssjzUV/GKt21vVABZob2rv9ufSqoWwYCFIEH/+cDgIJ2pfsPDRT7hxvEqhiRwOafD7rRaSbE1oCKnku+v3ErQIxUNqW43BuO1r9fPee+9R64EvGxQGJmuM6JgHGvCHYF+zRpl2BBT4YvUeam2HyWndRUixUG8Xxf0t+7ewoqLne9fBdrH/2NDwBWHFihVovhA4wetr5823VqAqsLdVFK4PVR2K+ExDWgiP/v0OCIjEbcUn76Hs7Txg2N8myBGrBvamclasEK0e4zRQsFDaIJiqwpR8WoDDNhsr3nuf/YMiLfVfPKjiCnlQbS2AA7s/iSS7iJlr7KmASBCbVBHLHdx1kBUHVqBpUJRkobw9yAUPfITTouEJKpS1ASgszW3ivXcj1zkJb7uIG4od2ViVEsY1r2b5g1a+MTZEtAdSqV5EtYUUgo2VMa/HeUMycZRZeTsF9le8wex7ZjEpE1JsUO2Gao9CoxdOG6ixdFD32leKA+L1U0JJhNY8CIDblmn0bm/fu50VZYlfP+3tiXljHLXETSI6i+0qs431+Ojfd/eYt99+O7feeqvxc3NzM4MGDeK0004jLS3y7r73+btoDfmYl9/CM/V2alp9PL7HwvI5g/hFlHnCH155CTyCjv76ZZcYw//++Oyd+AmRQykvVmbxr2tnkmSP/KjrWr1c+tgGQplisxk9dDrjlglr+k/+8XugmfZAM2ecsTSmY1c0NE3jyyMtlDa0U93iZVdFIwBJIY2brziHgXqy27avjbc3vI1XUVg6OMhf6pLZX9PGfTsdtHmDZCbZuPGkEby6S7zm4pMWM8jURA+iKvDee++xZMkSUqpTeP5joa8fVjSMZfOXGY97d9W7FB8pxq0oRtV8SMEQlp0oHrNp/Sb27N9DxbzvkjXzh8zTn9fkbeJXr/4KgG+fejMZdWfxz7U/pszlZYbrIz44cjLzpo3nqrmDafEE+OnGVfzcIoLC4Jxvoe54iTFth3ko+dfcZFWxaRrXL78bhzPsQtXxAzyD4NMbGdj4JZBKQG3hP4ct/OcwFOTWE8gJkh4MYvWn8avlZzBjaMeBrLHgOWCHdbfhV2Dmkb9hCXl5rWgcVa3lXNv0BXe11VKZPo8bFgyLe4xDNS18/fHPKWtTUBV4ZuxaphTvRrMnk3r1cyzNDD/3b6/9DQJwzvxzmJ43PeI4gWCIdYcaeOjTP1OBj5MdH7BZv7bmzTmZBUULEnpPHdAyjSdefpn9djul7VXsqsljhlJFdba45ofnjWDZ4mVdHKQH0EK89fCfjR/TgkHO9FjZsOw+3pwyDkcnhgLR8DdP4YE3PsarKrx7qJKrl13MkJyOTOiakjWwWmyiK4ILWT53MMNzkqhyJ/HMkX+z024nJSmFxcvC7/efa0vI2h9O3Eap5axIGcKyZeON363YXsmKlf/CP0AkDv9oOBt7vjAHmD+1iKxBc3jjmc2MUcSGrCXnoU64BNb/hTOCq0ia+G1c6mb4FEYk5zN311+xEODt4GwKr3mS8UWJXa+xsAx48slDcOR9clp2MvqMpVj068YdcPPnF/+MFy8LT11ouGnFwserP4YSMfD83eAsfnHmWNZvyQEq8ITaWHL6GdiisqsnV38IJWLw7pmXLKegws/ap8dzZtun/DGvgIZQA+lT01lYtBCA+t//FD/w9ohGigMD+V1ZMem+I9RmLeLr84Z0OKdAMMSPv/gQCPGdyZV8px5ysBIM+qi1WthfV835Jy7Dt3Yjg3XGbdicE2HD+zgtTs4+8+xuf55XAofr2vnbqgO8trWCz2vt3J93E/df812cG/8OqpVA2iDeKrXx5G4r2xnOw+dN5/OmWj4o+YCrT7vakHKd0DibF1YIibA3cwB12/fiVPw0WUVVPNWRyrJlyyLWbJutc8MpgPtfvp9GbyN1Fo177E/wk28+Rto/V0MI7Gf9HNb+EIDzlp2HVU08jHjro7eorqimKiWLpNojXFBUBYOsUA4MmkMwBWiCJXOXGI6liaJuVx2rN6+mTu+ttuFj2bKO686HT4pZqw5bMsuWLePwtsN8tuNz2lWFM7Mr2VU7hAMtMCYjANgYMWoiy2Z2b/2K93mfCdyKYM99wVNo9V3LfZvv4VDLAR668Ced3j+x8O+3n6GkQci/blp8E2Myx8R97NuvvQZtG1As7ThtCjPT25jdto1ym1AFXXH6FWHHUh2PvP4ILa0tBIbNhZ0iKcwfNR4ObmdA7oAeret/+8/fqGqvYuSScwj961nS2qqYFvqSv++fzZNXzzCYtxe/KKPCvZMxKfUcAZJUO6effV74QO11PPH8XwHYXOvhcHMGuypFPJXisPL5bScaPbsSB2vauOftPawtrsdHHSmjQiiawtx9jzND24Wi94Y1LLyJd8rAkmFh2ZKe713r1qyDYhEj5g8oYtmyZVS/+xbUlaMqfkbOWMjATBd/eu0pANzWUMQ1W9ZYD3rcXxgIsBUHbZ7amGulGU99uAsqQdUsfOviyMeGCg6xrriBK+YMYtKgWZzyyt+otVqwOq0d7pc///kzxip7xWB7YPTA8STVisStPS0bKg4B0OJMAgIsnLXQWIvtw6q56bktlLYpSBUDwPnTCvne+RPjnvuRHUfYsG0DjQUjoLaEM60beL5xMTutw7nt9EhJ6xMvPQo+CJLM1y88K+4x92+3omy7nSPOAFdYX+apuouMv6mEmK7s5bMjw/jOuScxpiDxe/CdQ+/A51BksWIPttOaMpxdw5aTUnIfADkDc1g2N/HrR6oBu8JRS9xycnKwWCwdmLDq6uoOjJlEQUFBzMdbrVays7M7fUy8YwI4HA4cjo6NtDabrcMm5rK6aPX5SA1W8NGPTuahVfv520cH+Nf6Ur6+YDjDc8WGGApp7C3eAwPAqSnY7GFaLdnqpDHQzkBrJdvLm7npua388aKpFKQLfXerN8AN/9rCobpW0nMFNVowcLZxLnlpedDeDKF6vihtjmvTbsYLG0r48cvhOVJDUnbBIHFuwwaGZVuyWuJRFOwtpTx93RzOf/AzqppFleNnZ44nXSuXqgicdmfcjd5ms+Gyh7X0qY7UiMcm6xuoR1WMoZ3pznTjMQUpgk2s07wRz/uo+CMCoQBjMscwNncs5I7ljC1/4U1vOSPyVrD78FzuXrGbQVnJVDR5GOffyVhHKZotCctJP4GJF8DTZ9HoqAdyGGdNJyU1gR6rs+8n56lTARiQ2kjWkEy2lDZSF9iHE5jk9dGWM5W5o+Jfax0+o+GLcK4J4VFVqnyNPDF4JK9b2iArg/luN8sD73PfB/mcPrGQEbmRJgL+YIhXNpXxu7d309CukJlk46nT7Ux59xEAlKW/J5Q9hHUVa1hbsZY1R9YYZg1jssd0+N5sNjhpbAEfHpzMzpovyHCU0aqK7yjdlZ5QQBcTWYMpxM5+4KIRpdSrp1N0aK1hTJKXnNfzY3eBjOxxEDgEwKXNrWSd9zdOHzet28exZQ9lsKZyUNEYYdvEHa9P5tkbTogomlQ0uXlqxbOQBvl+uOCiSzh3mnB2C2nDeOFpBY+qcqiumPmm97uvsolWm5dr8gu4ormFC1saWbuzGMvXJqOqCrsqmvnRyzu4zrWKdUBG0M4VJ03ixSPgUeGNz1Zxwfmz+XhfLReoQiap5E/AOefrsP4vnKhu5d4N28ibqBt/1OzHEvTwQXAan0+9l7uGJn69xsN551+G/6+/ojBUwYurPmf6tJlUN3uoavGQYk2jNdBMra+WrOT4CWJJo2CtBwYCVE46h8vnDKG8OB9C2wmqHl78ooxrFoyIeM7egzvACkka2JIzmTNC4yPXVFy+TzjDrfKiE17c/yKLhy6moaaCfH8ZT6elckA5xAEb3KEojFSO8JePDnDBjEFkp0TuA/tqmvH4Q6Q6rARq14MK+a4c2tprqSVIeugQt728AysBChByJm+qkFEl25J7fF2PLEjnT5dO5+ypVdz4z02s3FnN97Q8/nbF36hu9vLd5zazpbQREMOtT59YyGnar/jlvF8a7CJAXu4ArJpGQFH4z6pVFPrcYAdPzgiggRR7SsQ5xtrzYqEguYBGbyNVqXmMqTtA+nPnQCgAw0+mrUAET6m2VFwOVxdH6nhcgKrhi6D2eSyf/QkKhCmYOnIxVWXCiKwovajbn21Wkrj2AilJUAXtR3aiWqxGkUHC72sFBzjsSdhsNlL12aNuReGOcW2cNnMRz68roaosCNhwJmX1+HuO93nL32Xh4v5T/9ijYwOkJ+dCwy6GpQ9jQu6ETgvYQweMg/0baLW7WZf6bdJb69nmEHFLriuX3JTcDs9x6f1Y3sKpRuLmd6YYf+vJ55LjyqGqvYrGQDPqhHNh/d+5MnULq5qmsfyJL3ji67MYPyCN+z8UPeAzBvg54ocUW2R8QVo+Lp3814KN7KpsxapqXGt9lwP+XFYfnMyySZGtKn/+6AAf7xNS2ROzN7EJGBzwMTMgzNO05FyUthoKv3gKCnKodlf3au+S7LVNg9S0DBEzOUViqigB/rrqIBsPN+LOr0e1Q627npCi4tCNQN7bW6o/XyPLngYEcYSqeGtHNRfNHBTzNQFKa0RvnlWxk+SMXPO+edIovnmS+L95fltlTWnEe61p8XKwto0FlhIq9fMpSC4gVKe7k1rDMW+LxQahAFmme2Xp5EIeVFXq2nykOa2kOq2ku+xMHpjeadJZlCY8BKqcIjaZr35JGq08uvoQEwdmcO7UovDrelpABbsjs9Pvadz0s5m4/wG2uyuZnPYe9xYt4mD6CcxRdzJ3z/8jqWEX/w4s4s63BvDCN+cmLJvcUydUV7n6bNGf15/OhrpMvpcjLsxWb1O3rp9EH3vUzEnsdjszZszoIM147733mDdvXsznnHDCCR0ev3LlSmbOnGm8oXiPiXfM7sKlG2q4W6tIqVzPj04fyylj89A0IoYKrj9Uj9UnguSkqIqjdFfMttSSbA3x2f46TvnjKh779CBuX5Ab/7mR7eVNZKeK/g1V08gaHGY7MlPFYmNXW415WZ3B4w9y33uCah83II2lEwtYOEgsGCnWyAZi2VDsVRRoLKEozc6T18xmUJaL86YVccH0ImgqJaBfuOYgIRZk8zJ0dFhz6q/tVlRadHfKNJOBSbwG4LcOvgXAsuHhSsUVJ94FwPsulb8UPo+maXzv+c08/PEBrrSK+TXKxAvAlQGDZsF5j7BVX7CmFiZYuS2YSO7EiwFoCzbw0vXT2frL01g4UcgKJnu9DJ92cmLHkrAnk6nbct9YWMjrlvBCuddu50r7KtSAm2ueXM8f3t3DBt0F8tXNZSy572N+/PJ2Gtr9DErWeOvCFKZ8fB2E/DDubJh6BTe9fxPf/uDb/HPnP9nfuB8FhaXDlpLhzIh7SgML5wBQZrUaQ3pjOc91B+N1t8Hmxnf4c8a/uW2y1xi+Lb/no4HsAYJVtIc0Lh+0RHwuPcQIlzjPAc59rC1u4MnPDxl/K65t48KH1pCib/BFaUONpA3EfeLUv+fmKLv/siNlbHA62W+383q6YH0z2orZWNKAxx/k+89vQQl6GO4U9/DInOH86PSxJOvDxQ8d2sb3nt+MP6gxL0U/dv4EyB5Bc/4cLIpGyq4X2HFYyIuHedx8GpzIbZYf8P3TO/b49AS5ObnUZ04FYPsnr3LqfR9z+WPruOWFrTS1ig32i7L4Q1fXHayjpF5InPzaAL5/4SkA2JziM29X4cUPPjccFwF8gRB1+sy2ZFV8FoqiUDh1CQDLaw6hoPBZ+Wccbj7Mhk/foVZVeTAzwzhGm6oyK6WGFk+AP77X0TFUDsaePcBCdYN4rdyMYWToa1metYLqFi+FSh0qIbA6adX7hHt7zwAsHpvPY1fPxGFVeX9XNZf+fS3L/vwpW0obSXNaefCK6Vy/cLjx3mOtx05dqllIKWNVsV+0ZYprsyvXy3jIS9KHZc+6BhQLyCb7E39sjG5Ic3SiRYsD6dZXnTEAModBWw0cEAZSLYPnGqYv0vSmO8h0iHvLrxt1FAVK+Xhv5LiMUEgjqM83TdIDQ5dVJCftqgp732V0BvzitIEEFRF8WZ2Jm5P8tyE/p2XDlnUZbE4YtoQRPh8tqsrTjiCgcCBDSONGZIyI+RwjXsgfL64DRcWrF38TMSeJBWm1X+uuhXFirtspygZOGJpGizfA8sfXcfPzW6hp8TIkO4k8p2DRkqP3NEXBpZujDXc1cve549l8kZ+fqv/gT7aHeH1z5HiahjYf7++sxoGPz6as5GuKUAoNwM69oSs5xfv/+Omwl9DGf418vyhkV7ZW8fHenhuUBHSTEJumkZIqzt+mFwpUJcC7X1ZR2+rFYdWZFsXNc+sPGc9/b7cuCw2FSMsRDq7JliYeXHXAcHtt8fh5Z0cFm0saDIVadYO47p2djGwAfYi6/v+guyZiePy6YiGDPCH5iDD8QezlSYr4/hsJm5k0I5I5M2OsKArLJg1g+dwhnDu1iMVj85kxJLPTpA3C13SVvxlyx6FqAX4zXnyXP355GzvKxfrj8QcNN93M9K7Xi4WjzwdgdZKTSw7/mtub72bx2mtJ0hnr+ZYvWX+onte2RLbAlNa388GuKmPElESbN8CLW4SGe2DQQ7lSQNnAM0nJG44vKNaWHYf2s7+670cCHFVXyVtvvZXHHnuMJ554gl27dnHLLbdQUlLCjTfeCAgJ41VXXWU8/sYbb+Tw4cPceuut7Nq1iyeeeILHH3+cH/7wh8Zjbr75ZlauXMm9997L7t27uffee3n//ff5/ve/3yfn7NI3OreqwIrbIBTkppPFDKpXNpdxpFFcKK9tOUKmKiqwTlPyApCiyw3alRCvX1rA9MEZtPmC3P3WLmbf8z6r99eSZLdwp4hdyAmFsJqaqNPSRCVFsbp598tKfvDiVv79RSllDbH1r/9ae5iqZi9FGS7+8+15PHTlDKYViAAoxRZZEZUWvl5VhaAPmsoYX5jGJz86mT9dMlUs/nX7DcatKxmM2RI42mEtvCEqtOhVavONLYMD6coDwp1uY9VGAJYOXWr8fuKAWUxOHYZfUfhj0g7GjfwdyoCHaEv9K2MdukvfzGvDLz7ha2zRK8NThp/e6XswI/fE28U5K9D+0d0k736JytpV4jheH+qgWZ08OzYyU8TmWKlCuiOdGflintH+1GxSQi1c6VpLab2bv360n4seXsOEX7zLLS9s5VBdO9nJdm4/YzR3Dd3JgNcuhvZaKJgMZz9Ae8DNhkrhgnj+qPP5w4l/4ONLPub3i37f6fkU6ddXmdVKm77Z9zTAk1g0X5gQfe5y4l/7N1j/iMG45SZ1rOT2FSZOuoIbGlv4bZtC9pn39epYw3KEfMPprEAlxL3v7GZfVQs7jzRz0cOf09hYj9Uu5HJjh3WUlbr0mYdqoJFyfZ0IBEPU11QajHODHvSPUst5e3sl976zmz1VLXwtaTs1VnHXDdTPI8OhJw+WSj7Vq8QzdYMK8oTMMvWErwNwsfIeR8qFE27Al8c3/LfyrVMmdGCYeoPcqaKQskjdxghHMzdnrOaF9L8xTHcm/eWKz7n1xS1sLW0koPceaprGIx8f4PLHPsdjEUHB2MlnGRVllyreY7OqUuQ9yH3v7TGCj3XFdSQj1oY007y0U+fNokTLZWjAz8wksTY/v/t56nZ/yl+yMozB0yDmAZ2QJj67N7YcMc5LYmuZCALOTtlJjd5omps+lHSnYG8GJzcCGKMAyBhszHBLxFEyESwancuT18zCZbOwuaSRFm+AmUMyWXHzwg6MQSw49aS2SK1gvCISt9b0Ab06R2NtdibDqb8SvxyxGIacYIypSXd0P6GRRZzK9mo4+WfhPzgzqNRVEemO9E7n48WDLFY16dbww5QKnlsT6WpX3ujGirgOk11iL5L7lNvmEk7Qb/0Q2uuM4qWtj77no4Ebp9zIL0/4JddNvK7Lx1oKp/LdCdcD8K+sPGpu2ca+mVcAMDJjZMznyOKrx2qDi/8B5z+KRy/2dTbHrTNEJG5D5kFSDoqnkadP9nLymFw8/hDv7xLJ0o/PGEurPqIjJaVjcO7SZ8dOSm/kkhlFpH7xFwDSlHa+3LuHFk+4EPTGtiNkBOt4O/lXFO15ijI9GRk07jymX/oLiiniuS/KubHlOuqCQ0RfLQFu/tc7VDR1PrIgHnx6YmHTNDIz9DljeuKGEiTVaeUny0biV/UkSIEHP9mOxx+koc1H8RFRTEoJhUgtEI6aNksrh2pbuP/9vdz6whZm/+YDbvzXJs578HMW/b+PuPONnXj1MT/Jjs7vI0VRcOozx1LUZr44FHYyX3tQJG6TraWGVDIvKc9I3Bp8zZA/iRDQqg/8TrN3v5gTDYOVb69C0wuxZ9k2cJJ+bXzznxupbfXy+YFaQqr4fnOyCuMeT2LhQCHh/DwpGb+nEXa/CYoKM64BRaVQqSOPBn6zYhctHj+apvH8+hJO+9MnXPf0F3znuU14/GKP1jSNn7yynVaf2FtyA0GKzv4Z/75pIStuXoQjU7RVacEGlv35Ux779GCHxK83OKqJ2yWXXML999/PnXfeydSpU/nkk09YsWIFQ4aIXoOKioqImW7Dhg1jxYoVrFq1iqlTp3LXXXfxwAMPcMEFFxiPmTdvHs8//zxPPvkkkydP5qmnnuKFF15gzpw5fXLOxiLuSIaq7bDxSWYMyWTu8Cz8QY1HPz2ILxBixfYK0tRG/TmRlSe5WbYpCiMo4aUb5/G78yeRkWSjxRPAZlF4ZPkMkr2iqTtXdYIlnCClZoieJZ8awBLy8vKmMn700jYW3PsRFz70OY3tYdamzRvgoVVCUvC9U0YaAVGbPhfJFaWZl4utRy66+oBac7UuVLcfTQ6j7GocgMXEuEVVoI3PMmsYzXniQjbf2LEStxXFQtA9I38GA1Iig5ZrZnwXgBKbjTJbE9bkYrTU/fwlOxUKp0FRuKfrQOMB9rRXoKAwLS9x6Vxy6gBceiJes/4h6l/7FqV6ZWli4TwY2P3ErTBbVMpGZozkuTOf4+zhYjHanyUkrD/J/pQ/XjiZc6YUkpFkIxDSSHfZxKiC207mury9LDz4exRvCwyZD9e8CUlZ7GnYg4ZGniuPX8/7NacPPZ3Mzvr4dMhhv8V2m0jg6T17MKHoBLKcWbSqKpuzRbW/xrTYHy0ouaP53mVvc9rXV0EvK+PDhwgb9HJbkO8MFPf5t57ZxCV/X0Ntq49rsnZSpvfNDSo6ocPzZREjSW1lQ7Eo6hysbSMt1GiY89Trt9kopYx/f1HKk58dAuCHA7YagcTANPH9JOuMRqFTbKaqolHg0VmtfJG4KePPxWdNJV9poMQuvsv9Q3/K7y87ges66ZvsCdRRQkZ8qmUzHyg3covnQeZ4P+OEoHCyVKyNvLKpnHP/9hmTf72SKx9bx/LH1/Pbt3czwrITTQGrpjF47vXGMZ2KWDubVZUxSilPrznMN/65kcomDx/sqiZdL46ZZ0QWZbjYnSoUFsv2i2rpv/e8ip/tvJoi1l6pBGhTVFJbDpLutNLiDRiJmoRk3GZ51xuFhvzkfNJTRIKRbBNzw0bZ9XEO3RwFkCjmjczhH9fNZsrAdG4+ZRTPf2MuAzMTS15kcD0+tYFZSaJa3KJbdve0IGOoIdqqYN534foP4KKngfAA53R79++3AcliTa9oqxCS9jy9YDn8RCrcYs/qCdsGYcatwddKyOrEoQQ4sG+HUUQB2FfdglURwZ5dL4zIJNGdO0oEctueh7UP49fv1e708P23kZuUy4WjL8RmSUxitfiEHzI5dzLukJdHdv2D/TrLPCpzVMzHG4lbwAPjzoJJFxrDnbua4xYP2S7R9lLrrgXVIo4L2Pe+wSPLZxrzVWcPzWLpQC+lHhEcDxxyYodjSYVUMNSGcng1lG80/jYwVM7KL8Ns2Usby/im9U2GBw9Bci7lo4R6pihtMEvG5/Prc8S1+O6+Fq5330qmPlvx2/YnefCjno3u8etzwzTNQnaquM6segykWkKsvm0x50+OjB9r2xt4bn0JK3dWkqWI809WrKRmi/5Ft6oxWKnmLx/u55XN5bj9QYZkJ5Fkt1Ba7+aJz4pxqrpNvr3rNcSpX9/JajNfHA7P+Ft3sB4LQQo8B6kyqWeS9fYKd8CN56LHab/iRWNmcHd7NGNBsvLugJvmkWL2o3LgQ/58/ihjHuZNz2zizW0VBBWRSCWlFcU9nsT47PFkObNoUzS2FE2EUafDjZ/B2X82CqGnZ5RS0+LlnhW7+Na/NvGTV7bj1pO1FdsrufTva6lt9fKvtYd5Y+sRMmyibSvPlgqTLwXESJBR44QbvMXqwRcMcfdbu7ju6Q0x59r1BEc1cQO46aabOHToEF6vl40bN7Jo0SLjb0899RSrVq2KePyJJ57Ipk2b8Hq9FBcXG+ycGRdeeCG7d+/G5/Oxa9cuzj///D47XyPZGP818YsP74b2er6ts27PrS/hP5vLaXL7ybDpVqRRG7iRuKkqVO1EVRUunT2YD39wErecOpqnvz6bhaNyqa4Q5gO5rsgetrQ0UT1oVVWeOT+Pb500gmmDM7CoCl8cbuDrT22g3RcgpIV46vND1LX5GJqdFDHbpr1eLDTJ+iIpYUgfrPpCHz2oNBQiWBeWPHU5gNuUuMVj3DwjF9OiDzE139gyOGj0NuINetlRu4MX97wICOlHNJYMWcKzy57lrxmzub+qhl/XNaFoGp8kuSie9LWIx8qZXosHL+4245OrV3xqrBZ26EnIsJSBpC1/FRLcIM24dcat/GzOz3hm2TMMSh3EyExxLe3XPGBLwlq7kwuyD/HAZdPYeMcSPvz2VNZeonITL5H84kVYXroKi+YnNPI0uPJlI0HZWScS/3HZ4+K+diwMTBHXSb0l/N12Z9ZTLKiKajQlfzzrMlhwC1V6L0Se6+glbuIFxkFydteP6wLDs0SCXWyzcVPyR2Qk2dhf3UqLJ8DMwRl8P+09Sm1ikxuS3tHoQgY5LrWN9YfEBrjzSDOZtBiJW7Pmxw+MtlTQ4hUFgetn55Bb+amRFMrvJ1VfF6xaA1fOHMBdp+SieupFcJmrDz62J2Gbdik1FgttqopFsfC7C8/m7CmFPbI37hQFkyGtCAUNUEQRY+hCCgJiYztlop3TJ+ST5rTS7guyen8tq/fXYreo3DxYzCfKUx2omeHPTiZurarC2YUN2CwK7+2sYsl9H/PalnKSrCLRSnFEFiQmXvk76i05nO89QqbPhjfUxoMD2tEUhTMLFzI4bbB+XBXF08jpw8Rnu3pfeG6lxx9kT2WLCE5qVhvS3lxXLuny+b5G3v72TG6erq9zmUNo9evSrT5mYmYNzeK17yzgliWjY46KiAenfh75WimpXhHoNei9Z1munpnSyLW5ur1amG4NnAl6b46USkYbWSSCohQRYJW3lovi4Ll/gaELYd7NxixAWXHvLiTj1h5ox58jEpERlPP8+nBxeH91KxZFFD5tetBvKEMsVlh0m3jg+kcI6IYKNvXo9Of+X0BRFL4//fsAvLz3ZbbXir74uIybHi+4TfMkvQFvxN+6C8m41bn1Ysj4c8W/X/4He8jNA5dO47kb5vLUtbNQtr/EYb1NZkj+1A7HculJUDDUhrrmgYi/jVCO8MY2UcjYU9nCtrImxqtCesipv6ZcEey7LGQuP2Eod507gcvnDOau5UvI1wvoI2y7+c+GA4baSuJIo5vfvr0rojAQDb+e5IY0G7mpYg2xu3RJrxYk3aHQcOjjiOdkWqp4cNUBXtlUTqZFfEapFiep+r7foqosSjlCqsPKZbMH88pN81j1w5P44o5T+evl0zhtfD4ui55cJ1CQlYXqZLWVjYdFkbC21cu+6laGKpVoIS+1piKsA4dRzGh0pdM8QPSo2lW7sQf2Bg6Lgyxd8VCZnCkk1QEP6WWrePSqGaQ4rKwvrueVTeX4VZEwulK7ZtxURTUM2D6ddgFc8aJRAGXgTABuGCY+7+fWl/LOl5XYLAq3Lx3LczfMJd1lY0tpI+f+9TPuelOfLegSOUBe0Www9fylDRaFRY8S5HdnDcduVfloTw3LHviUT/bW4At0z72yw3vp1bP/B2EkboNmiWqguwE+vIsFI3OYPDAdjz/Ez18TFvgZdlF5jWa1IhK36rBVclaynZtPHcW8kTkQClFbL3oucjKGRzw/TZegNKsqM1Pr+fEZY3n1pvms+N5C0l02Npc0ct0/V7H4xVN5eIeQxd2yZHRYO1yxjXZ9sHdyTmRQbzBuMiGrjer7aC4nGAzrnK1K59XGCMbNFodxC7iNQYTmxC3NnmZU7b7zwXe47K3LKG8tJ8uZxelDY8sbJ+VO4sSzH+WUIadyfnMTJ7aLRfNfoXClqMHTwBsH3gDgynFXdnr+sSA3lppl97L1BMEOTNbljT3BoLRBXDr2UqOyOyJd9BNUu2tpmqSzyf+5CR6aj+X3Qxn++Hhcz18Aq34LBz5ECQUozZxP8MKnwSR9lYnb+OzxdAdZzizjuwHxPXWVoCcCOZT5k4o1BBf/nDp9YzyajFtfYkiaSCgaLBZ8pat44PQM7FaVU8bm8cyiBlqqd4hEAMXY7M1w6J+pQ2k3GLddFc1kKS14TPK9eouFCTYRUIzMS+G24SUQ9FJuF5ueDG5T9OuwTdG4e1ESVwzVtfJZwyOuA+WUX1B8ophtOTB1YMQ92adQVVj+Klz4JPxwH1z/Plz0FAX6zDlf6x4eWT6TLb84jbdvXsid507ghoXDeO2q4VibhKS3QO+FlJCJm6YoFGolvPndhUwZlEGLNyAGL6u6S1xSZHGrsKCQrCueQEHh+hax1rWpKs6Qxi0n/NxYi9p0+d1puSLZWL0/PKbhyyPNBEIaJyUVY/E0UKNvvLlJuaTrbH+TqjI0VEamTzfEyhhCu79vpZK9hVPfLzx+PYDMGEy9LueUAVB3YfS4xRhA3Jset8KUQhQU3AE3dZ46KJohFAQDZ/Q6cUu1pRoKkcZssaeOVI7w3PpSI1DaV9WKRWfcbPr5m/cpFv0IBomeaL9e+DiWGbeeYFbBLBYULSCgBYwiRNweNz0QlywbgEePD/pEKgkw7EQRnHsaYdM/sagKJ4zIJslmwbvteY7oBRW5Ppvh0hUmqq8G9eBHog9Pl9cNVypYva+W+jYfL28SqoDxNik1H0t5q+ibkoUyEMnbPedN4rQJBQzI1Pdpq4XBoVL+9lF4Dk6Lx89VT6znkY8P8p1nN8WVwfl1849QyEpuivgs7fr96lcU8DTRWLI64jljUyqoafGyrrieVItIpFJsKYZaqUVV+dWsAJt+sYTfnj+J6YMzURSFJLuVsyYX8verZjIkU1y79gTWKPk9OtU2vjzSTLsvwLqDYv9akllFncVCUFGwKBayHFkoimIUbRo8DTFju94iLKmugvGiD5KdrzMyL5U/XTJVf1SAoL6tumIUUmPBSNz0tgIDRSJxG9y+kzMmiPVneE4yr3xrPt88cQQnjMjmlZvmMSQ7ifJGN75giNPG59Goy67zhi2OOFxKjmjTaVUVLskv47Vvz2dkXgpVzV6uemI9o+94m1m/eZ9z/7qaG/+5kTvf2Mljnx5k5Zfxx5qZ0Z+4RUG6KLlDPlim9wp98SRK5TZuOklUpbyBEKBhCYkLNimqaVZu6K2qEpG4RaBqB/VBsdFmRyVX8gZoVlWoC1P0YwpSefLrs0iyW9hQsYk6Tw0h105G56dw1mRTxWHzv2jTA8XkqIDHYNzkL2qiEjdTfxt0z5wkHuPm9ruNvgizVFJRFCNAWFuxFgWFc0acw7NnPtt5/4Sqwnl/h6IZXNUsvoPXi9+m0dMIwEt7X8Ib9DIua5zRT9YdSIauxmIxKpKTcyd3+zjxkGJPoTBZfF/7R58CKNBUAlU7aPM28YPcbN7KHQyTLoJlf8B//So2DflGB7avp4mbokQmHqm2vllw5xXOw6pYOdR8iC01WwhqQVRFNaQxxzqSbElGUFFitbGo8TW2/GIJj189E8fq31Gis20FyQUxZUIOPTG3qx4OVDdT3+ZjZ0UzWSbGDaDeopIdqGb5tGweWT4D+7638CgK1fqtJr8bKV9tVVWo2RVeS/Kivm9nGsV5gmEYlta38sgOyB0DE88H6UCXnEPBeKF4qGw6BAEvqqowbkAaV50wlJ+dOZ5xZS9Qpb+3/MzIANGm2HDoa0hL4yHG5Nh55Vvz+MVZ4ylK0lBUsVLF6m9h+Iko877Dua2tuPS5OTdYcslPGRAunqWJBGx6skjuNpc00qoznVImeUGKaDCvsonzyE/KJ12vbjeqKlTvgka9Um9i3HrbF9pXkIybURzIn2QM9O1p4hbPOAqgxi2S32xn9+9ru8VuSKFk4CwhX6uniZs5oGzMEMWPiY5Kalu9vL1DBOz7q1tQFd3pT0/ckvQ+KbffLVoWLngUHOmGVDJRGeLxhJun32z8vzC5MG4RQsYLnkC4mCuTuD4xJwEhl5z/PfH/z/8CQb0vrWIrZU3FaIpCii055rWcpO8tAU0vWky8AEYI84DJrhoCIY03tx3hlU3lZNBCelAkQp6MIcZ1LAtl0ZDXaZXVwhillBd1n4FgSON7z202TCc2lzTy3IbYJnKSnQxiJ0dn3Gw28bmJxK2RBl15JTErv9H4f7ZTxDcpjnQjLmxRFSxV2yNNPg5/Dq3hlhOvXlwy+uk6gdMi4rQkq5tgSGNLaaNhTDInvcGQSeYm5RoFXiNx8zaEY7seFHLiQX72lW2VhoEN+1aC38OS8fn88LTRxt4AkJQ5NKHjziuch6qo7G/cz5FWkwmJbIE5spn7L57IY1fN5M3vLWDSwHRxPbbXMyI3hVdvms+p4/KZNyKbX59kwaOvETmjlka8jvyugoqCu/hjxg1I4/XvzOfyOYNx6gPva1q8bC1r4p0vK3nis2LufmsXt764NaH30Z+4RcGQTfjbYegCmHA+oMGHd3Pa+HxG5onNekp2eDCiM07i1q6o0HAIvDFcZQ58YEjVMqOSK5nctKoKIb0HTWL64Ez+vnwmVoe4WRTVza1LxoQtj/0e2PaC4RYY3eRtVNA0PT2LZtzq9hMwKay6I5XsjHGTN3d0VWZitjBiOHnQybx8zsv8ZsFv4i6kkS+cBMtfZebp9zM2YzSeoIeX9r2EP+jnud3PAbB8/PIeycVyXSIorW6vPiqJGxCWS+KD5a/AWX+CK15ixZl3sTIlmV9nuGg48//B7BsgfyLR09/dATcHm4SktbuJG0RWGeXYht4ixZ5iJMov7xW23tnO7OOqYj04VUjkDtussPlfJOETTcyV2ynRpZ/yMdGQshSfApm0sL64XkgllajETZd13rXAxogMC+xdaVSVk23JxqYo75VWRYWaPVClJ24mIyMJeS0MSz/KiVsMFMwScvZKRUNb9/fIP/ra4Ysnwj0SyR0dRsOFKg1q9mBRFa5dMIzPvjlcFL+A5KQ4ScLin5OeN5E7a+u5qqmZqwcJpt4onumfdVb7IQZnJREIaazTm+636f1uY6yVuBWFFr1klZuUa/RvNVt01USDnriZetx6YqBxNGD0IclrLH8C9Z7eJW55yaKg1uJriZDJARxuFp/FoLT4duSdQa7vZS1lEb/vLeMGGD2+jTrTOiNJBLP/XHMYTdOorK4hoLtF2vTioLHn6ywlGYPh/L8T0BO2rlQnxyPGZo012hHi9beByRk6GL4GZBLX0x63HKculfTUGUZETLkckvOguQy2vyR+t+1FDkmZZNrQmHu5S+/ldMu/Lfg+WrbYW0dbxPX0x5V7qW31MiNJL0KkD+aIX8QjKbaUuEVio3hhsXJyVh3+oMbfPtrPve/s5qM9NThtKpfPEXvB797eTXWLp8MxPHriFsJuzPKVxW6fAtTspsGcQAApajWDssQ1mWoX12SKK9uUuKlQsRXkZ7fpH/DkUnj6HAiKmFSaojgSMBBy6uuYQ++L23iowTAmGelsNoxJzO7QRoHE0xg3tusNDGfJ9ioonA5pReBrNRxov7N4FC9eLVh1q6ZhS09sLUp3pDMlV5i8vHf4PVYeWsmPPv4Rp39yM69lZIO/HWf9Hk4dnx+evfzqjfDHsVC+kaxkO49dPZNnb5iL+7Bwt0/VVFwpkaoip8WJVU+vWg4LRjXJbuWe8yax684z2PTzJbz53QX8ffkMfnX2eL65aDhnTR7A1EEZCb2P/sQtChGyCYAF3xf/lqxFVeD2pWOxW1S+NdWOW2ejXFEJi0xgWqWjT01UHxnAgQ9p0JOr6MqlDBo0RaGlfn+Hpy4YlcMpk3R7bIuPxeNMm/Oet8DTSLPelBq9KMnF1hPyiXbS9lpoD8sMqdtPyDQssTvmJNEJgLHom6SS0a5Dv1nwG1ZesJIHFj/Q6QYSE850lGmXs3zi1QA8t+s53jz4JjXuGnJcOZwx9IzuHU+HZNw2VG2g1d+Ky+qK2wPQU4zKEO91X+M+4dY281oYtYQN7WJuizvg5p87/xn3+Xvq9xDSQuS4cnokRTQzbn3JHEi55MrDK4Gj6yh5NGAkbik5Qrqz4yVY9TvxuyGiKhcvYHXIooiqkK0089b2CurafGRHJ266BTc1e8RG5G+jLE1sVEUpRUaAIpOPFsn6VAtmqAPjBhQ3Cfe8/4vELT99CArgUxXqP/ujkJdLbH0O3A1UucR9H2s0RKpJAhShUKg/GB5XEe8atTrg/Mc4wxviR/WNOIaKpnDJVrYlZYjH1e5lwSgR5EmHzq0645ajthg9HC6ri1RbqrFuNqkqlG+CNpOrpJ64HTOMmyUqcSuYKGSI9DxxS7WlGnuh2TwKoKRZsAtDUhOTJ0VDFo2iGTc5g7Kn5iQQ3u8a9O89z3sYqwpfHG5g1d4abL4GQwJp0/dIw5wk4A4nEmPOwJ8uzvN/kXEDuG3WbVwy5hJumnpT3McYLtSBMLthMG497GeSCgx3wG3cS9icMPdb4v+f3S9Yjh0viQIasWWSAC6diXerKqGRS2hML+LsTb/hR7nZpHqO4MBHk1sweOcP0gvoeWMpaxVFA/N6Gw0z47YwXbBzL2wo5e+fiCLZHy6awl3nTmRSUTotngB3631PZvh09lBRwkmuvJ78igJfvkpjVD9rc1sVf7t8ujCXUnRZdnKukRh5VBVfey20VEB9MbwjnLCp2QWbngZNw6fLWe0JGHZJgxcVD6CxcmcVe6vEZ5WvNEaMApAwjIC8DTR7O6qpegtZvKlsqxQKKznmZ9cbxmNyVPGduDS65T0ge/H/8MUf+MHHP+CdQ+9wpO0Ib2bqBEr5F+EHN1fAl69A0AufRfZQVh/+BIC8GO9bURRS9c+1pWYneFsi/paVbGdiUTqnTSjgmvnDuH3ZOP56+XT+dX1iJov9iVsUOlTf8saDxQ7eZmg4xCnj8tlz9xmcMTBgVHnM/UIQ3gjaXBniFzLgkvC1QcnaMOMW5QRos9iMhtHmRt3OuHI7rLwD1onhy05neMK6TIoA2CxMOZpTxOIY7fxlljf4dPe6CNatbr+hG1YVtVdz3OTn0uhtxB8SC1g0nW6z2Dq4R3YXS4cuJcclhmX+dv1vAbh0zKU93nAl4yaliBOyJ/Q5ayQZt30NYUZV0zS+qAwvGs/uftboJ4mGYUyS1T1jEgkz43Y0Eje5uR8v/W0SRuKWq/edvvszqNoB9lSK08R7GRrVpyVhnpGYozTx9nYRiBbZ2yMTN8ke1ew2NqKyQtHgbf5eDMZNSq5lASgG4/Z/mbjZLDaydflTZaAVnrsc1j8qGMK1DwJQpSemnTNuqvisJRqKu07cAPLGwhX/hjPuFSoJTH3GunMgNXtZOFKc4+r9tTR7/Bys0ROwYFNYDuTKjZDcNakWKFkjjuFIA1fmUXGV7A0MFYXBuE3sNeOmKEqks6SOdn+7ITGTBjDdRVFqR8ZN0zTjdXrFuOkBZaPVDqoV1d/GJWPEd3vXmzvJoiWcuOmmI3KfCmpBY58CCIQEe3E8KQa6g2xXNnfMvaNTxYZhMGbqezd63HrIuCXZkozvSbK3AMy6TtxjNbvh3Z9Ca5WhcoibuOmFQbeiEJp3M6/uf5XDreWsSkpCQWNZUZgpPCFV72/NHWMUDTpT9xjXv9VCRst+FozMQbayfe+UUZw1uRCLqnDPeZNQFXh96xE+2VsTcQy/fg1ZLOEYMcy4KbDnbRp0VZNkdhu8jUwucPHzpaNo12cOpqYWkWJLQdGL6i2qCkc2i954Xyvohies+i00lRqtMPYEXKadekzmVTTSaGO7PidtTH4q9vbKMOOWHINx8zYelR43I3Fr13u+pFxy91tCVQa49fXD1UWMGo3FgxcbhMTAlIGcPEi4i9brUnnKTInb9n+DphuJ7HoDmvRiU8BLTY2I63PTwnu2GSl6EalV0aBkXbfOsSv0J25R6MC4WWzCtQ5E8oRund9UJma9Ee6LkzAa4yUDVbUz4u8cWg1BH/W6s2OszTVVv5laPPXwyInw8AKh/377NqjebVQnAYOqprEUDnwEQJOuo45OlMwNxZ4cvd/EzAjW7jPctLpi20BIKa+ZcA3njTzPSHgkoiu2qqIa/QR9CZvFxqVjhBWrO+DGYXFw8ZiLe3y8nCiXz0m5k3p1frEgGbf9jfuNKu/h5sPUuGuwqTZGZoykzd8Wl3XraX+bRATj1geDhCWGpg+N2GSPuqNkH2NQqmDTSux2sDhEwQZg7rfY1yKCjHjMsGSfvYpCDsL4AiDf2hpmQ4A6l/55V+6APWL8RXmGKF7IoBZMzL2qiuJKwANWF0Tp+dv8bUZ/0P9F4gZhlqTSZoOSz2HFD+GhE6BuPzjSqNLdv2IybjZz4hbJuMle3S6v0WGLYO6NhqTYSNz0uXk0lzFvkBNFEc6CH+hzoooyXFjcdcboCskQS+am0aKiSVl5xhBQlKPmKtlTGMoGVQFbMsH0wYZlf2/6S2MZlJS2CEVAuiO9R3PcIFyckKwHQL2nHl/Ih4IS8xpJFNJZssHfDFlif7tyhAj0Dta0kanET9wAw3gGMJK4/yVXye7CrJqRkOxbT81JAMZkCWv7XfUmlsqZHp7Ful5Irg/pxbK4iZteJK91FRAcOJt/7/03IPo9fcC5A8X3OaEwjaw23S07d5xRNDCvt9EwxhVZLNBcxu2LC3HZLHxtaiHfPyW8B0wamM7V84YCcMd/dhizvsCUuJmuMVkI8KOAr9Vg3GQhpFFVRPLaVEaLnLOaMgBVUY09oUVVRXJb8jnYU8S4jqwRYqD9yjuMa9yRwBolpZJuRaFIN9wDmDs8C1oqI0YBSJjNSWL5F/QWEYwbwOATIG0geJtg79sAtDcLiWmS0r37c0TGCJ478zn+ffa/WXH+Cr41RTC9DfpIA8qEkRaaJhQjIPZdLQhfPC5+LllDtd4qlRdnz40oSO59p1vn2BX6E7codEjcAAr0wF1P3ABoKo3LuBn9Fbo+u4NByf4PCABN+qcfa/ZWmn5jNKsqVGwB1Qb6bCG2PR87cdvyLKDB0IU06YxhNONmU21GQubN0i84ybgFvNBYYjBuiSRuAD+Y+QPunH9nB8lBNHuZak/te4tyHRePudioAJ41/KyE5pnFQ3QCOiVnSq/OLRaGpg/Folho9jUbFewvqkSlZ3LuZL499dsAPLPrmUhGVYfc8PoicevrAFRKEeD4ZdxK2o6IRncARzqeWddR0iIkYqMzR8d8rplxG54UDgAzos1J5CiOgx+BpwmScynT59FEMKHSnMQ045G8saKZ34RD+oDaLGdWj4Pp3kKy5pWLfgCL74DhJ4MeEATn3Ei1bkQQWypp6t2o3C764gDqi0V/H92/Ro2kVwtAsp6MtRUzuUh8PnL25bSByeBpNGa4yetVBiEBRQn3z+hjDGRwf8xJJQunwxm/pSnQQkivEvfEsl8iYiSADsmQ9FQmCeHiSHlLWCopK+s5rpxeSRMNxs3TKIx0gLFKCaPzxXclGDfxWJmQWVWrwYKY9/3/dcYtERhsrkkqKXvcempOAmGlyO763ZF/mPstoXDScVgV13E8lYOMMdpUO2sr1hqFBRCx08KsBn5x1ngeuGyaSIYAcmM7SkZDrgFuVSUATLAeYfuvTuNPl0xFVSPjmB+cNoaCNCcl9e28sTXcsxbQiz5WUz+sLPD59HWlQd8PZNGt0WIRRb2GQ2HFgb4XRKyVDYfEAc/4HWSPgCV3ip93vmbsN4k4DBvrh6owNz/sjnnC0FRoq4nZnxyLcTsaiVtVW5UobKsqTL5I/HHrCwC4W8Wa4eoB8zsuexxjs8YK2aJOnDQE2giBiIfdjWIvqt4pCrgmo0L8btj3HjX6vpwbJ8aRBclWVYXtL4rn9RH6E7coGA5TEYmbbkwRnbjpN1X0AmaYk8gAq+pLo2kUgAMf0qiq+jQkJebmKm+C5rxxcPo98IPdsFRcPN5tL4YdmdDtmUMh2CJkkqGpVxrJXKxAztCtZ+pSF2mAUl8MaAT1xaG3FvHRGvi+vLGjkenM5KapNzEyYyTXTbquV8eK7ss6Goybw+IwKmxyCOqGSlHpmVUwi8WDFzMyYySt/lae3fNsxHM9AQ8HGkXg2dPEzSwR6esAVMol4fhL3ORG3uxrpnHuN0Rj9NLfccBXR0gLkenIjOumZ4zaUBQmpPv032q4Ao2R4wB0cwRDgjH2LCr0ymKs76XVZrqP5MBiE6QxyfD04R3+9t9CuJFfFZbqV/0HfnwYvruJutnXEdSCWBRLBzYbTMGI3SV6yZ4+C1prdMYtAalkDBiMm68NckQAb+5zkz0cs/TLs1rv45AMscvqMoL5Jv0cyBDJimTcjjlzkqEnwIyrDUfJdEd6r5KOWIybLF70VCYJ4Wu8sr3SYLUqW3tvTAKRbndy31Yqt7P8hKEAZCotMeezSdWM0SJBP+MGpqC+D6WSIMxRIEbilloAUy8HoDVzKLU+IduLd73JxM2n+Xhp/0sRf2uxqFjqD3DtgmGMSPZBq34d544OJ24xxrpImNccOdrJalFjFp9THFbOny6u6zW6sQeAXzc8Ms9Tk8mUNIFrcIr1TyanjVIy3ni4w/pnrJWyL270UpimTINKLQAAZmlJREFUjzwaeyYMET2+3UncDDmsojA1O8wWzskVMavscTP3nho9bibGrS+lknmuPKyKFV/IF2bd9AHX7H8P2mpxt4sY2NXLdVgW+QNakJYsvSBVvhG2Pi/+P2apMM9JHwTuetjxMuz/IDz3M04fv0y2W5JzRIF252u9Ok8z+hO3KMRm3GTiti38u6ayuIybUSnXgkKz3V4raG2AxhKo22dUWTIcGTE3V4NmXfBdOOHbkJwDo88AZ3oHi+ZmXzMUrxLHdqTTNuoUo+Iay6LV2OjTZY+bLpWsEwlcQE/oEmXc4iFaFtmXN3YsXDvxWl4991WjottTpNnTjKBtQPKAo5Z8SMOTfY37IvrbZuXPQlVUvjnlm4DodfNo4Y1zb8NeglqQLGdWj2VFDovDeF99KZUEmJk/0/juj7fEzWV1kaaIe+awVYVvfARTLzd6EUdljorLGocZN5VhSWL9SMKLJeg1qqsA9f5WMA9GHn9O2JjBFLgaC79pULoxMNSEfY3i3IamD+3OW+1TyPM2KwGw2iF7BFU6o2y2kzbDWOvGLhO9GuUb4bFThFRISiW7mbgZcvVAG+TqDGntXhaMjGLTs0RwUqMPrJbXq6IoEXJJwGDc2nzHqDmJzoT0tr9NwpCKmRg3aUzSm8Qtx5WDw+IgpIWMhE0ybr1N3AxXSU8jDNCVEpXbOG9aEakOK1lmqaSJ2Yu170vG7SuduFkjry3ovTkJwNhskbjtbdhLMBSM/ONJP4XxX6Nk0fcBcR3Hix3k99aqtfJJ+ScRv2tW1XBRWqqK0geh2VPCUslOetxsFpuRnLaoijCI6gRzhouCnpyBBhAUHA4OZ3itkNdTmHET8V+YcdOVBw2HjfVPvn9jrXSmCQXWOQ+EHacVBU67G8BglRNJrg3DOkVhUoYoVkwqSiczWEcI4aoJcaSS3oajwrjZLDZjtuDOejkGZ6y4p0MB2PEKbrdM3HqnGLJb7AY7VqcPE6dkrWDJAKZcJsaEzBIzffn491Czy5DXx4txjCS7aJr4xcane3WeZvQnblGImbhJM4DmcmjTqynmxC2qx00GrW2Bdjj3b+KX6x+BDY/B/g8AqC8QAVg8SZ8xbNEsk7M5YcL5hnW4RLOnCT7QafIpl9AUCs9ZiTlvSt6o+owjGg6Lhs86wfyE0sWm3FuJSHRCe7QTt76CoigGMzApp+/ZNglzn1tJSwnV7mpsqs0YPXDakNMYkT6CFn8Ln3k+M55nGJNkj+uV9FSyS30dgNosNm6bdRvLhi1jdsHsPj32fwPZFrEByyAViEjc4iHc4wZF1lbsFpVpOSIo8ZgaqOs99ZArAhecGbgHzjR6ksyBqyG1ICxfieUo+WmZGCY6PW96Qu/vaKBDT4IJstAUr8gg32eLIxmue18M4208jKYFwxXnbhYXJBvW6msFfRgqNXuYPiQDl02sn4oCo1PFWlmlD982b8IRzpJgMG5tgWPTnEQyIX2VuElpVCypZLyRGIlAURQjYC5tFdK2vhgFAJESLgboBdfavaQoPp66dhbLRtg7SCWho9JG0zSDcftKSyUtnfS49YJxG5I6BJfVhTvg5nDL4cg/pubDxU9zOENcC/FkkhCOMQIECGkhZhXMMvrhWlRVFKM1LZx05Y6h2ddssOaFKYUxjysR0Wcc3fISCsKhzww11YwhmVhUhfJGN2UN7fp5ibU72RVOamRROKgoBIHGkFBnyMStWVUJVkVKJeVaYyQDi38KN62FKBt6iqbDpIu7J5WUfYyKyvAkN09eM4sHr5gOLRU0qCoBRSjDckxjq472OAAIq4lkvAOEWbdtz+N2NwLg6oP5cVl6IbUhR3cP3/Co6BdMyoGRYi4g068SvW76TE9Z7IturZEw+hFzR4Giin7E6LnJPUR/4haFmImbM00EEwBV20UvWGuVYU4SzSwZVtT+NjH1ffHPxR9W3AZrHwKgQU/c4m2ukikz+tckplxGhTVyI2ku+Uw4DNlTYdGPaNLlBfEGIhqJm80lGoLRRNKmJ27BDMFY9ZZxi07cjqZUsq8hF6m+nt9mhjHLrWG/IZOcnDvZWEhVRTWsmj/1fmoETUZ/W1bPZJISC4oWYFWsTMyZ2KvjxMIFoy/g3kX3HpdW2tmqSNwONR8yfmckbhmdzDwyMW4ufz2vfWc+958t7iWvqU+t3lOPJhO3Mcuo1K3bk6xJEfeIXEfaNSm4oYOjZFlLGfsb92NRLBES1f82OriAmdBV4hZRpMoZCde/DwNn4VEUgkovGTd/G+To31ndfhxWC7OHiTV3RG4KSf5GAGp0Vs0se5HnZSRumUPQNM1g3I6ZxO0oMW6xXCWlVDKeWUSikBI1yXwYiVsvRgGAiXHzNgrZXXKekCRX72TGkCyGujwdzEkgan4rwmFSop9xC7NsEC4Q9KbHzaJajCLYnvoY45IIr7+dsbvRMcbFYy6O7APzNEFbbdiALTc8CiDHldPh+dGIOFbVl+HZaQCf3gdPLYMPRdE8xWFlot5Du+5gPcFQEE0vEqQmh1tWzHtiU2oBPr1AIBUTIUWhxduEVrLWSNyiGbcWRYOkOPf3WffhTRVF+W5JJVUF2us4eWweg7KSIoxJclw5EfdBxABuOQ6gDwdwQ5zEbdKFoFigfCNut9g3Xb3o45WQa2V9uk5myJE2ky4KjxpIyjL67DSgWv9u4zFuxjxmBRgl5ouyKQbrZr6mEkR/4haFmIkbRBqUNAt9tEe1RDxHItkqNnRv0Cuqdgt/AJMvEa40uiyxTpcjxmPcDErcG5W4DZpNRWpkn0hTsXCS5MTbICXPeE48owJjMQ55w9Xo2r1QKxK3QLqohva2x82m2iLGCRxPidvFoy9mcs7kHs+CSwRSKnmg6QDrK9YDor/NjCVDljBvwDwCBLhnwz1omhYxpqA3uGHyDXx++efG0Ox+COSo4v4yM257G0SlrDPGzehxUxVoq2HcgDRyVVHZ9arh+8Ab9NI+9xsw6wY45ecRbIOZQY3osXCmi/62qArrx2UfAzAtb9r/mTEJhAPumvaaDtInGfjHGgUAprVOFqmSc+DqN2g7WcwnUlC6DLCiYRhE+VuFGxmIuUfAaRPEecwbkQ3tdfomLM7ZvAkbIwHsSWBLhowh+EI+Alog4jX+r3G0GDf5WdR6agmEArT7243e6t5IJaHjLLdYUuGeIIJxgzDrVrFV/NteJ9z8iJ24yX3fPBbgK524RRUFIJzE9cZVEsIGJRHOkiYY8wI7KRKY14VsZzanDDol7FKrD+embp+YcQbCmKSl61EAEhGMm7tesDAgPAU2/UP8f8MT4BFr11y9KLSuuA5f0GccJy0lw/i/eYRS9eyvA6KYnmpLNV6vwaLiba0gEOWSG1OJFQ1HKn69by4RVtRsqkVb2DuB5iMxZ7hBOLYMhAJGse5oMm7GfMWUPDH3FnDrW6XLFTuG7g5kz169M1WYkUhMuTTygbNF+0qTquLXZbCx+rbB1Orgb4EZYtYwW58TxA8IF/gnzoCH5oeVfAmiP3GLQtzEzdgAtkGTqNi49Sp6PHMS0Ct4igJnPwCD9OF6rkzq9eHccRm3eDeoolCRLdi/FP3raw56IGs4zLkRIMy4xUmUIoZqmhr3DcYtTcgHesu4KUpkwHW8SCUBzh15Ls+c+UzcYLMvMCh1EHbVjjvg5qNSkXzPyo9M3BRF4SezfoIVKxuqNvDyvpcNM5OeGpOY0d2A+KsAKZWUDGe9p94YaNzZIHbjvjJvgO3ieZ4oSWudIxnO/AOkFRqJ24DkyHmGdovd2ORbr3oFrn69w2vK6+akQScl/P6OBnJcOVgVK0EtaLikSsiNPa5UMjpxA7C5aJkiRnqk2FK6LQk22Ep/u2BeQFTf/W4umzWYp6+dzW1njIW2WppVBa8uaTLLXgyp5Oyvw9dXgD1JSC91HI3RJj1BdB+STNzimegkimxnNhbFQkgLUeeuM9i2TEdmr4twMmjuwLj1UeLmDrjFHh7dn95eF5ZKmpgP8xBuCPe3wVdcKhlVFNA0LZy49UIqCeGRALvrdsf8u1x/O5NKmvvsvjbia9gsNoP5aUnRY6vafWHGLW9cQjPcJAy/glR97ZJyyZI10KQX9nwtxvzcOcPFa64vrqfBHY4hM1PDcZ75eqoeNg8Q123k/EiVVn3NU1A6SiU7S9wIJ9fmJDEewlJJRfgxSLTEnuEGIm4wHD31uZZ9XZgfnTkai2Kh3lMf6eugJ1NGq1IfvK6UStb7msOxfu44GDCFD0o+4Kef/lTsJQUT4ZRfUD1dGMJkOjLjspoR39XIJZA6QMQDu9+C0g3w6GJxHVV/CSt/1q3z7U/coiD71dzR1p1mZ0mZuOlV9Ojg12axGTeMvKixOeGSZ2D8ubDkThrknJ04m6vhKhktlQQq9DlQoz3iHJtVVThP6n0aBuNmj8O4mZ2ipIyodL1x0wb1QKe3iRtEfjbHE+P234BVtTI8QzgBeoKeiP42MwamDORkpxgSec+6ewhoATIcGb0OcvoRG1IqWdJSgqZphkxyYMrATp0EIxI3X6uwtdcTN1l7lUNWZXANnQetRtXOmSqYKBOafc1srNwI/N8nbhbVYsgMo/vcEmXcooMRuXb2xDxHqh48QQ9+exLIAK+lElVVOHF0LikOK7TXGrbOafa0iEDQSNxsLiicCoSldC6rq9eKhL7C0ZJKWtSwC2h1e7URSA9K6535E4SlkuWt5QRCASPZjy5edBfJtmQjMG7yNkUWXEFP3DqRSuqukmbGrT9xC19bZslkb6SSEDkSQIuSi2malpBUUlVUhqcPx4GD80eeD5gNPPT4p3yjwbaTMzohYxIJY21K09dm2Su3TVjSy1EjrHsYQkFmDs1CVeBQXTvby8NrfHJyhvF/RVGMa08mJFJ5Jf9tsFgi+tukcimuEisKku3rTo+bJ5pxazliGDPFcj6P/l1fx3dOqzNsUGKWS45ZBvbUuHOUewJDKumph9G6rHH29aAoPLz1Yd44+AbvHX5P/H7hD6iZJpLHeI6SYOpR97UKcxPp/vnBnfDUmcJBOXskoAgmTve/SAT9iVsUMh2ZWBQLvpCP4qbi8B+kVLJ2r+FUJFO7WBeOUanxt5p+mQsX/wOmX2Vsrl1KJWMlbnrSN9Yrbs7m5CzhOKmjySsYt3jSKSlx8Aa9xqwbDn2qv3AhQf3vfRGYmBf344lx+2/BzOBMypkU16lrgWMBI9NHGgHF+OzxR20m3lcdmWomCgpt/jbqPHUJGZOASXIiZZFtNdBWiwZ4dFmFTF4kgwedO+rJeyZiHdHxWflnBLQAw9OH97rnqC8Qr89NBifx+pcMaVPUWtebQdcRqoeAO8y6tVZFPrCt1rB1ju5VMBI3XcFgPqdjxVESOvYhGYmbq3eJG5j63NqrwtK1XsxwkzAYt9Yyat21hLQQVtXaq4HhIIJis1W5UXCt3ikkSu31MRO3aHMSybhZFEuE3P+rBnOR18y2Qe+lkqMyR2FRLDR4GyIMcCByPlhXRjiPnvIo3037rpH0G0VvXdXEnhXi37SB4EwzGLdE3KcNqWSyfl1W7xRGbl/+R/x87oPCCbfxMOxZQZrTxvhC8frv7RKvY9U0FEfkeiGvvZp2UbCQSZDhZKuqHYxJwBQX+hNL3BJhRaN73Ay0VNLeyRzN6Nj1aKyJMfvc7Ekw/hzj3PpC+RCRuM2/RRi/zBRjpaSMe2vNVuPx8nrtNHGLLkhOWw4o0FAMQa9IQL/xMcwR8kve/D742mIeKxpf3RUpDpJsScwtnAvAO4feCf8hdYBwmNGCsP89goBXD8Ziyc3kxSQrtNFo8Ijmx+5KJUNayLiQxvj0xC0lN2wJC53OcAOTOUnAE+5xk3rs7BFGY3afMG6mpLY/cesIc+IW3d9mhkWx8LPZYTq9L2SS/YgNm2IzkpCS5hLDbr+rxM0oiEgJVlsttNfhM+XXMrgwM24VrfH7eyJMNqKwqnQV8H/PtkkYiVtrOHELaaFw4haHIZbrgjvgjmA6emO7b7bybvW3Qor+2rLyLtFe12H4toSRuHnDiZvcsDOcGd0+p6MFQ+qkJx19xbhBuNBQ1V7VJzPcJCTj1uRtMgoj+Un5fZIkye+mwdsgTMXsqRDwCFUJWqc9bnK/7p/hJiCvrZAWwh/yG8ybRbH0+rNxWByGk2L0PDfJ7g5IHtDl2IFMZyYZaobxsxEwW+U6rEu39SJ1j6SSTp1Nqt4F+94FbxOkFcHIU2GG6FNjzYMAzBkmkryP9oi1xq5pYI9MfCQTJtcTWWwwBshbVFqjRgFEvLdEpZLdGcAtGTfJfjZX0C4N+GIoTeS5glijj4YCIWbiBrDgFtzJ4vX7ot0jInGzWCFvHCgK7oDbWP/NiZtUCMi5n7EQ0eMGYpzM2DPF/+ffLBR4jhRYfIeYEddYAp/8MaHz7U/cYkAaUrxT/E6YwleUCIMSrylRinXhxGTcTOiKcYvnKlnvqccf8qMqKqOGnCgeY6qCQTjQiEddG8xA0Cssrs03d/ZIw1ygLyQi/VLJzmFOBjpL3ACm5E7h2onXYlNtnDr41KN9al9pyCrv4ebDCTNuhlRS3jdtNdBeF9HfJu2n5ZBk6JxxMyyFozZqf8jPp+WCJT/mEjcT41bvqScQCqAqalw2xZyYmXvI5IaXbO8+4wamIdz+tjDj1hLFuHWWuNk7Jm5yptDYzLE9OqejgQ5SSXffJW7mWW7GDLdejAKQSLYlG+f3RZWYX9nTmZTRMIJfTyOoanjfPvgRGsTscYvubZeM21dZJgmRPWTugLvP+tsk5CDuaIOSRGSS8WAUvaMVKbljCWmhcOKWmoBUUo4qsetxTPUu2KrLJCddJK6v2TeAahV270c2M0c3KJE9brZYiZsalbjpcaDBuDmSDcbNvD4mYk4ik2xILHEzTLUUVTBBvlbwtoCvxegji8VqmYtXRyu2i2lQApAzCvdAES/1eeJmgpkJ3t+43yig9ohxA7jgMfjuJlhyp7h2ABypcNafxP83PJbQ+fYnbjGwePBibKqNg00HjWo7EN4AgHbTohBrEYtwNYsBKZXqssfN2xxxwR5pPQKIJvqspX8AIqU8kLhU0hP0iOpC1ojwH3NGGa5pfVH9PF7NSf5bGJM5BotiwWV1JTR64JYZt7D+ivVMyOmdo2Q/OocMTg81H2J/ozCDGZ0xutPnhBM3k1SyvR6vfh+pimoEwnKD0DQtrjkJmApAvsh1ZHPVZlp8LWQ6Mpmcc/RGVnQHUgpp7nGTbFuOMyduhd6qWo310lyokpukDJ66i5iJm4kNFH8MSyWj5/HEYtzMMxSPFZgNJHxBn5Hw9mXiVtVeZbAgfSXLlYzHxirRpzkgpXf9bRJxnSUPfEQQ0GJJJaPMSfzBfsYNxPuXfbneoDc8CqAXw7fNkIlbPMatM2OSeDBip5APzExR3liq26vxh/xYFEtChQJjtJNqAdUmkhopvZSOg2mFMOE88f+1DzF7WJYQQCn6AHcN4UprgiwaRDP4xjiL5JywVNLeUSrZWeJmVi0kZE4iZ/UZ+1YttIh1sk33TYiVuJkZt6MV28n4qM5T10FOK+/VvkzcpBJOwjwKJaSF2F67HQhLXDtj3OS+5Q64w2ZHNhdkj+j44FFLRCFAV/F1hf7ELQbS7GnML5oPCNbNwIApxn+NxkirK2aCI4OGWFJJf9Bv3HhdSSUDWiDC4VLKJAckDzAe4w16I7TnXc1xMxg3aUuaY2ISzIyb0geMm6WfcesM+cn5PLD4AR469aGEF6CvehX4vwGZuK05sgZ3wI1dtXdZ/TUkyLKm01YD7bV4lfDfZaFGJm7Nvmbj/o4VSBiMmz9yo5ZukosGLjpmTDJkIL6vYZ9RbOrKmEQiVkAik9We2u4b/Sm+VkjRX7/FlLiFQtBeZ8xpi1Y/xOpx21Wnz1A8hqTK5vVcXldWxdon6628Joubio1iY19IJSE8EuDL2i+B3s9wk4iY5QbhPrcjm43+NuhcKimLl/1rranQG/D0yfBtM8wGJWb0pkgQsZaYg+TcsQbbNiB5QELfrbH+BtrCbSVoooifZyrezBXzVtnxChmBOsbkp+JQRJJroyPjJq+9aKmkUXTIG03rqCXi/di6J5WM6EPsRo+bV49paa8zJOXtNrG2xJJKms1J+nqGm4TT6jQM3KLlkkcjcWv0NkY4ykb3a2+p3gKEpZKdMW5mU63owmtMnPE7iKPAi0Z/4hYHUi757qF3w4yXiXFzK7EdJSUMxi3GF9bgFVm9RbHEveBdVpeROJmr0LIfZkDKgAi3IbPLkNHjFsdV0mAG5A0uDUoAskcS0kTW3xcBYYRU8ijd3Mc7Fg1c1D9L7RiDTNykhGd4xvAuN3rDJEK3lpc9bpJxc1qcHSQZshCT5cyKWcWWG7W5x03TNGN+28mDTu7+mztKmJE/A4fFQUlLifG5Sfatq+p2LBddw1Wyh03vkYybzuaYEzdPI2hBQ/Ye/fmbmRtN06hz11HVXoWCYjAFxwLkeQe0gBEIZjmz+sS8SDJuMrDOcmb1WXVd9rnJJKmvXHKN4cCyei4ZNzRDJgmdSyX7GbcwDEYm4DYYt75K3ORIgPLW8oh7v+8SN1NROndMt2SS5mO1+lojE7XJl0Q+sGg6DJwFIT/seYu5w7NxKCapZFTiI689GQtKxs1YcwjRMlR4LZgTAHk+0cV6M6QxiYKSUHJqMPYoYudqq4VmPXHT+wRj9riZkoyeqiISgUzupUxdoi8TtwxHBgoKGlq44EO48ChjcdnnJtfZeMO3QRR95LlFF15jIjkHrnw5ofPtT9zi4ORBJ+O0OClpKQlfMNkjQS7w+tT6rhK3tkBHUwG5oWQ4MuLKERVFidnnJgO9wuRCVEU1Ah6znMfocYuTKEVIJSFcSVKtkDHE2Ej7zUn68VVFdB/PqIzO+9vAVBCRcofWSnA3GImB3WIPz4vRE7euEhujwdlUYT3YdJDSllLsqp0TCk9I9C0ddaTYUzhxoOi7XXFQyImkVDJRxs281vVtj1sMxq1dfAc+PYiKDkYN1UNIqB5kMjokbcgxM3wbIhNOKaXvC0dJCF+XspiXiBNfoog2h+irxK0D45Y71ujjlsYkEKko6eAq2c+4GTC7lspkoa+kkumOdAqTRd/vnnoxay2khRIavh0P5iKQlq2bf6UWgjPdGL4t2d6uEOFVIBM3RYWJF3Z88DCx9lEu+tycqkzclHA/k45oCaNhTiLHAXgbYpozpdhSUPRrOB7rZh4FkEjxRn6XQQUCIJQiknHTi/cxe9z+C4wbxDcokaM7+mIcgEW1GO/H3Ocm9y9pWLitZhuBUIBatxibEC2vj0aiZjIGcjtvx5DoT9ziIMmWxMKBCwF4t/hd8UvVAvmit8iTIr6weImb4QYXw95TSk7iGZNIyAuptKXU+N2RNrExd7C+NQU8ic5xM6SSRTMABQZMBYvVkEr2JePmsDj6rErXj34cbRSmFEYULroyJoFw4O/XQgRBjA3RQoY5idPakXHrrL8NTHI/U6+s7Amanj+907ly/xc4c7hwzXq7+G2CoWCXowAkYm1wvXGVhKg+Y8m4mXvc9LmVXr2qHN3I77K6DMalydt0TPa3gQgCZTAn94e+6G+DjhXlvhw7IRk3id7OcJOQElfJZmCxGUG3eRSAOaiV91G9V9yX/YxbGGbzm76WSkLHPrfq9mo8QQ9WxWqYOXUHci0JakHc+fq9WjgNSLyQZBzLZlqXhi3ST/hMSItxrRZNF/8e2cTsYVlhqWSM4nz0dRU9DqDJ2xRz9IiqqHENqyS64ygJke0sblUfwi0TN/0W6ZJxO4pF+QnZIuY+mlJJiN3nJhm3RQMX4bQ4afY1s7l6M0EtiILS5fiSiFlufYj+xK0TLB22FBBjAaLlkm59rke8IZTyQo/FuMmgLZ4xiYSspn9wODyYzwj0UmInbuYG4i7HAUjGLXsE3LgaLhduSX05DkB+Pv1sWz+OJ9hUW0TQ0J3EDfQh3LV7xf/1GT4OiyNicwiGggaDHo9tiOjT0nGw6SAgGrePNSwoWkCqPZVqdzUbqzYm3OMWyy2ttzPTIkYpyB43d4OYwwTGsFmfHkQ51MhgVFGUiD432d8mA4ljBYqiGFVzg3Hro8TNaXVG7CN94SgpcdQYN7OrpHFwIZc0HCWjAueJORNRFZV9DfsobSntd5U0wWx+Y5iT9HL4thkycfui8gs+Lv2YJ3Y8AQg5Y08S54g2k8Fz4aKn4Uxhs96VKVw0Ihi3QbPh2xvgvEdiP7hQT9xqdpNtDzAxX5x7rMQtOqkyBnA7wmyxjOnMUknomsXpzgw3ENe4jPU8iqqbk4h9ya3L/rsyJzma/gVjssagKiq17toIgxKZuPXFHDeggxoGwj1uRSlFBvP3/uH3Ach2ZXe5PnSbcUsQ/YlbJ1hYtJAkaxIVbRXhGQ7jzgarC3fBRCA+TdsZ4yYz+q4Yt9OGnAYIIwJ5M8qNWVYno53PJNtmUSxxA57oga0AFEwUGlsih4/2FrIa0p+49eN4g9mEYXRm1xIG80bpUxQxOwrwOsW177Q4O2jpu2TcYkglpcvliIwY7lT/x7Bb7Ma69VbxW+EKd6I9bt4YPW72HjJudpNU0pUJ8vuRQ7gl46bLmGIFOuY+N4Nxyzq2GDcIB9Kyh6evEjeIZN36ypgERKIm9xiX1dVnwV/EHDcJ3VjMYNwskQlBjiuHOQVzACHz7Z/jFoZ5TqAxDqCXw7fNkInbh6Uf8p0Pv8Nzu58DEltzYyGizSTQChO+ZjBkclRGooPezcWfYCgopGzxpNtpAwSzr4WgYivnTs4AwBYjjoq+rqLNSUJayNgbouO4RBO3RBwlIbLw41H0Idx6j1ubfh/ENCcxjQM4mvGdy+pieHqkQYk/6Dfi1L5i3OR3ECGVbAvvX1PyxBryfolI3LqSSUKMWW59hP7ErRM4rU5jRtK7h3S55MhT4KfluAfNBHrW45bogNSpeVPJc+XR6m9lzZE1tPnbjCpMPKmkTOBS7alx9c0dpJJROBrmJP2Okv043jAkVcjC0h3pCS3SFtViVODMs9u8DrGpOawOrKo1QksvN+e4w6ltHc1JDjQeAI7NxA3Ccsn3Dr3XO1dJf+9cJZOtpsRNUTr2ubVFJm6xpEVy3SppLjFkiGOzjx1jEgkZeEnzqr5M3MxJd18mblbVauxj+Un5fWKmApGMW1gpozNuMYZvSywbvgwQBQeZuPUzbpGFXjkrsC+lktPzp5PnysOqWhmdOZplw5Zx8/SbuX327T0+ZrzkpruMmzkhiRXLdYBk3co34feJHqyYiZupcJBiSzF+tllsxnpX1lIm/t5Nxq27UkkIf59uOYS7pZIA4NV7PeVaaoaZiT/a8V10n5vsb4M+ZNyi2hi8Qa9R/ClILmBKrkjcEjEmkejqu7p77d1894PvRjhZJoL+xK0LnDpEDDreULkh/EvV0qW+tlNXSZ1x62pzVRXVeP13D71rbMqp9lTjZo42MJHW1fFkkhDDnCQKfSmVlOfZ2fn0ox/HImQ/z6iMUQkHlUZRxPR4j0OsBXIjlfd9naeuy8RNskYyiWnyNhmN0cdq4jYjfwZ5SXm0+FvwhUT1t7N5N9D5OIAeSyXNMifo2OfWLoI4n/5dxQpG5bq1tmItIMw5jsUilCGV7OMeN4hM3GQxo68g3f36qr8NwqyFL+QLj9LJnwAoBGLMcJM4dfCp2FU7xU3F7KjdIR5n6WfcInrcpDlJH0ol0x3prLxwJeuvWM/L57zMvYvu5fpJ13dqtd4VZMHLzOBLZ1hInHGzW+wGc5VQn1KR6KXjyCb8+mgJe4zk38yGmU0+zD/LpCEe4yZjvtLmUk5+8WTuXns30H2pJITjWI+qGOYk7hg9oGbYVJtxLv/txE3e11bF2mf3aLRUsrpNJGhSDSATN4lErk95HZrNAyVq3bW8sOcFVpWtMlQ0iaI/cesCss8lejBfoombuTIgkag5CcDpQ08HhFzycIuwyJUuTNBRYmQM345jTAKm4LILO9lEqfbOcNKgkzhz+JlcM+GaXh+rH/34b+KMYWewbNgybpxyY8LPMfpHneGNzKtvevK+kxtETXtN2LyjC8ZNJjSSbRuQPOCYcjY0Q1VUlg1bZvyc7czucnONZbJk9Lj1VCppi0x6w7PcpFRSrMNyfEOsCrUMotZVrAOOTZkkRFq2Q+KBaSKQiVuWM6vH30U8SHe/vupvA7Eny/vQcJZ0pMDwk/Dr/aaxErcUewonDhLOgG8cfAPom1mmxzvMUknJuPWVq6SERbX0qSxVFrTNErX2QLtRrE6UcYPYcvW4kIzbkc349djPFiNxM6+H0XFgdCLXFeP21JdPGUnAF5VfGMWy7jBuEQXHuv0Q8tOuKxGsijXudyMLLr1JshPBpBzhLbG2Yi1lLWV9bkwCkOXQEzddTiv726QaIMeVE+FG2lUxEmBY+jAAoxBkxqaqTcb/JbuaKPoTty4gZRcN3oaw7ILwBhmv8hTLVEAiUXMSiJRLvrrvVSCyOhk9JFYGPqmO+JpjI7gMxGbcjFktfaBjz3Jm8buFv2NWwaxeH6sf/fhvIsuZxb2L7mXOgDkJP0feWz5XeDP26ENM5d8kG7KvYR9BLYhFscSVYspNu83fhqZpx3R/mxnmxC0RB7foYETTtF7PcZPPk0OVSdWTA73x3jAn0aXhnTFucl09lgZvmxEdSPcp46Z/f33pKCmxePBiMhwZRktCX0BRlA6sBQBXvoz/4qeB+L1rZw4TMl8ph+pn3CILvX09x+1oIRaDL9k2l9XVLTdeY5abPwHGTXevpP4gfj0BiHWtdcq4OSN/jp6RZjZyavY1G0UGgHs33GvEpt1K3Mw9bnrM2q4b8LlsrriKk7vm38Wd8+486gWtSTmTmFUwC2/Qy73r7z06iVsCo3pknxsklqzKuHdT9SZDfi0h3aGhP3Hrc8ibyh/yh2UXmBi3OOYknTFuiZqTQKRcUg7dlY6S0EPGLZY5iQlGA/Ixvjj3ox/HGgwZsivD+J1PT9zkfSeDain7yEvKi9tPKpOPoBbEHXCH+9vSj+3EbWzWWKPa2NUoAOgo//EEPYZku6eJmwzOwlJJ/TyizUn01+kscZM41kYBSEQXEPsycVs8aDGnDTmN6ydd32fHlFg0cBGfXPIJiwcv7tPjGrPczM6SqgW/zn7ES8gWDlwYESj3M24mGZ1ZKtnHjFtfw1hPTFLJRL0FotFZEb4DkrIgcygA/nqxVsdK3My/64pxi1ZWmJPS/+z7D+6Am6FpQ0m1p7K7fjcv7BHu4N2J3wxW1ZSgtetmdZ31kI3PHs95o87rs/7UeFAUhTvm3IFVsbKqbBXvFL8D9M0MNwnD8Vkv9sQaHWGWSybS4zYqcxQZjgzcATdf1n4Z8bdN1SbGrbU/cetTmGUX5updb3rcuruAnDb0tIifzYxbhx43bwI9bnJQcLzELdD3OvZ+9OOrAKM67QwHfx5r5IDn6MStM5mYy+oyek1b/a0caDq2jUkkFEXhglEXAImZeURLJeW6qSpqj6uqHZx9U6IZtzo0wKc34HdmTiIxPuvYZNyi1RGJFAUTRYYzgz+e9EcWDVzUZ8c042gEfTEZN+jSLdJusbNk6BLj537GzWRcYZJKHutF3VjS6+72t0l02xlQl0v6m0QwbouxrpjXGrOtfqyfox0b5c9Nviae3/M8AMvHL+emKTcBYSanO60uBuNmDV/v7UlinzpWJPnDM4Zz9YSrAXh6p2DO+5Rxc0ZKJc2OkhJTc6ca/0/EsExVVGbmCyNDs09Gs6/ZGDgPkbOaE0F/4tYFzLILc/WuqxkS8mL3hXzGME8QyZKUAElqtitMy5sWcZHEYtyMcQD6QtVZ4mZuNo6FvpRK9qMfXyUYRRGTVNlriZ24yUCgs8RNUZSIIpBk3EZmjOzjM+97XDX+Kv6x9B9cO/HaLh9rXsf+vfffRh9wsi25x4F9h+HlhlSyCjQN2mvxmQ7d2TgAEL3F0TKmYwXmIbpJ1qQ+DWiOR8Tas6HrxA0iZb79rpKRCp2jYU5yNBBTKtlNR0njWN0doqwP4vYjJNj2GOuK+fqLXlPMsZtNtXUoKMn3trp8NaUtpaTaUzlr+FlcMvYSQ+UgXjfxxE2uHx7TvtXuEufRV66NfYFvTP4GA5IHGM7nRyNxa/G34Av6Yvafj8ocRZYzC7tqN4yVuoKUS66vXG/8bkv1FjQ0FN3ltl8qeRQgq5fm6p1Merpi3CDSylvKJK2qtYN2OR5URWXJkHAVMIJxi6osSWlAZy4/ZldJc9+eRL9Ush/96BmMxM0Zlvd5dBmk/Ft04NCVMYPcqMtaywxHyeEZw/vmhI8iFEVhWt60hNaRnKQcCpMLCWpB7lxzJ8tXLAd6LpMEk1zd3y7WOXOPm78dAp4I98+upJLHan8bRErX+pJtO17RU8YNYGb+TMN4oH+OW2yp5LFe1D0ajFtCPW4QZtyMmYExEjezOUknjFus+WjydzKuPG/keSTZkrCpNn4868fG43oilZQOyADtLvEZdqcf8GgjyZbET2b/xPi5LxO3VHuqIY2u99THnEFqVa08dcZT/HPZPxN20pxdMBsQyZo0/pOs6NwBcwExnzkYCiZ8rv2JWwIwNgFPR6lkPK23VbUaVSnzDW/IJB1Z3aokm+WSZldJc/O8pmmJjQPQb+iQFoo5P+J4kUP0ox/HGmRA4zVp7+WcMKPHLYpp78oKXSYvW2u2Go8/VuQrfQWbauPlc17mtlm3UZRSZLD+vXExlJ9RQAuIgFOOA3DXGwNmffrGr6DEZFfM6+ix2t8GkftQdxmF/0XE7HEjnLhZLfGZNItqMWa6RQfVX0UYZmZBT9hV8hhn3MwGHhI9Zdzk+puQqySIYe+KGp4ZGCPJjTAniWbcnOE1J1bhypwwKChcOvZS4+f5RfMNSXN31k5DDmvat9rtImE7lhg3gJMHnWy8x74c/K0qapik8TSEzUmizLWGpQ/rVhFvRMYIspxZeIIew11SJm5Lhy3FptoIaAEjUUwE/TqABGDILqS1MF33uIGoDniCngjGTSZu3a2KTsubxpIhS7AoFnJcOcbv5U0cCAVwB9zdMicBsRhH6/hlVeBYX5z70Y9jDUaQYwvfO96oOWEdGLcuzDvkBiwTt2O9v62nSLGnsHz8ci4bexkflX7E6wde59TBp/b4eOZKcau/FacrGyx2CPqgWjSKe/Q+DofFEbOQZl5Hj2nGzbRW96UxyfGKWHs2YLQtdMWkfXvqtylKKTKMwb7KMI8D6MmMsP8LdOYq2WPGLVGppCMFcsbgC4rA3xqjuJ8o4xarQGdOVhYNXMSg1EERf//1vF/zzK5nOH/k+YmdL+E41huRuIn/96UBSF9AURR+dcKveHDrg0YfdV8hy5lFjbuGyrZKI1Y3M249gaIozMyfycrDK1lfuZ5x2eMMo5JZBbMoSiniUPMhylrKGJvcdT849CduCaEzxq2zxC3FlkK9pz5m4tbdzVVVVO476b4Ov3dZXVhVK4FQgGZfc0LmJHbVjoKChoY36CWVyKpFf49bP/rRMxjjAGTiplrxRtnNR9/75p7VWJBV1+0124Hjo7+tN7CqVpYMWRIhD+8JVEUl2ZZMm7+NNn+bKHil5ENTKVSKyqfPlQ60xO0HyXBmYFEshLTQMTvDDSKLcYn2Tv8vw2DcohO3BKSSID5PM5PxVUasHrdjPTaIdqmFPmDcEjUnASiajr90BQC2GIlbZ4ybua+2M6kkwOVjL+/w9xxXDjdPvznxc8VsThI+r3b9/8ca4wbCiv+XJ/yyz48r143dDbsB8T1Fu3z2BLMLZrPy8Eo2VG5get50AlqA/KR8ilKKKErVE7fW/sStTxFrE0gkcZPVklg9bn3Vh6AoCmn2NOo99TR5m4yFqjP9raIoOK3OCJcoM46XBuR+9ONYg8G4OVJAtULO6A49o8m2ZOyq3RiUmijjJkeLDE8/9vvbjhWYEzdA9Lk1lUKVqHh6XRmgtcRd61xWF3fOvxNN0/p0qHVfIyJx62fcetXj1o9IGMYVAc9xo8aJJZXsadHcmOOWKOMGUDgNf9nbANhj9IiZrz85+FnCnCjEkkoWJBUwr3AeLquLuYVzEz+nTiC/T7fJVbJNl47/r8nyO4O8NnbV7QKETLIvXG+lQcmW6i2sqVgDwPT86SiKYgz1Lm0phQTJvf7ELQH0VCoZK3GTVZ++3FzTHenUe+pp9DYaC5UcExAPTksniVug35ykH/3oCYzqtMUG3/gYkrLxfH47EK5SK4pCliuLyrZKXFZXp+w4dNy8/9cZt75EhzU4Rd8ZqwTj5nWmgbtzB7ZzRpxzVM+xL2Beq/sTt6573PoTt8Qh1y13wG30xB/rsYF5aHYwFMSiWnoulZRjRUxxXJcomh42J4nBWMn1RlXUDqyamYGL1admUS08suSRxM8lARiMm5wnqtpoRxjXHUvmJEcbcu3cXS8Yt66MwxLFsPRh5LhyqHXX8uKeFwGMMQFS6todZ8l+c5IEYG5YlOjKnAQ6Z9z6snorq0vlreVo+s3WWY8bmEwUYsxy65dK9qMfPYO5kZ+CiZA2IOZcRLlB5Cd1XdGL3tj/V3vcjgY6DM+VBiWNhwHw6fP2jvVAtCuYC4j9iVsk42Z2TpaMUf98tsRhzKYMeo3Y4FgfwG1WHLX6W/EGvYZJ3FGf4waQPxG/IsJrW4zERxohpdvTschkSYfD4jDu59646nYHhnOobqRFagHuYOcjr/4XIa+NijZhXtXb/jYJRVGYlS9YN6mKm5E/A4CBqYJx60/c+hidMW6dXdTG/KUYrpJ96VYlFyk5xC/JmtTlxmRQ4/r7MKN/HEA/+tEzGD1ueoAI4A11vJ9kcJ1IRc+8eRcmF36lKqC9RYc1ODVyI/baxd+7M/PoWES/OUkk5J4dCAUiCqf9jFv3ETEO4DhR49gsNuO8m33NBttmU20Jj2GS6PYcNwCrA1/uaPGa6QM7/FmuN/HmQsr48L8lUzQYN1sSODNg1Gm0+4U0/6uUuEXH5X2VuAHMGjDL+H+GI8NoeZBSybLW/sStTxHNuPlDfkMy0JU5CWDcABCeyt7XUkkIJ25dySQhsuE4GseL5W8/+nGswWDcTBJkg3GL0YfU1SgAiEzcjof5bccSzLPcgDDjpsOnW14f64FoVzCrI/oTN3Gvyb3Z3OfWn7h1H+Y1zWDcjoPYQCZcLb6WCJlkd3uWuu0qqcOfORiIPcdNjnSK168sY7q+tLvvDEYhnxD86ACcdZ/RU/1VKhRGr53RowB6A8m4AUzPm25ch5JxM7c6dYX+xC0ByOpdk7cJTdMiWKpEetzMjJvcRPpySGo049aVTBLCN2qsHrfjxfK3H/041hCrICKDHTOrMzZLuEdNzJnY5THNfQ79/W3dQ4c1OCWS4fT+jyRu0kAC+laGfzzDvG9LJDoOoB9hGOMAgu7jxlUSwgXsZl9zjx0lIbJfLqQ7BCeCQFAU92NdaxNzJvL8mc9z1/y7Yj5XJhD/tcTNvG/pMw6/ioxbtCNvXzJuQ9KGkOfKA8IySRB7lPy+K1orEjpWf+KWAAzZhRag1d9qJDsWxdLpBhCrx01KJftySKpcoIzErQuzAzA1HAc7SiX7e9z60Y+eQSYA5sQtlkvrFeOu4PWvvc5Foy/q8pjmzbu/v6176GAskBqVuOkBy3EvlTSxuX1hX/2/gFhjfAzGrb/HLWHI4nQgFDASl+Oh0GGe5dZTYxIIryEaWoR6KhrP7nqWa965huKmYiB8rcVaWxRFYULOhLiJ2fLxyzll8CmcNOikbp9vTxCrkN/PuPWdOQmI7/wbk7/B5NzJLBu+LOJvUi5Z3lqe0LH6XSUTgJRduANuGj2NhAgZv++Mdo9O3Nr97QZb15ezdiTDJmnWRBI3WaGVMi4JTdP6xwH0ox89RMzELUZfiKqoDEsfltAxzVLJEen9iVt30KF4FpW4+WziOzkeAtHOIIOrTEemYXzwVYfR4mCSSsoWh37GLXHEMiI51s1JwDTLzdvcq4K5w+IwZuW2+ltjOj2+tv81frv+twDc8dkd/OOMf/RKlju/aD7zi+Z3+3k9hdHjFgwnbnLN/Conbn3JuAFcMvYSLhl7SYffF6UWsa12W3/i1tfIdGTiDrhp8DYYFZTOZJLQUaYjNxC7au9T+jm6p62zGW4Skk0z36gQVVXrZ9z60Y9uIbrHLaIQ0sNgx9yg3s+4dQ8dpJKuLDFfTw/gvTrzcrwzbqMyRnHOiHMSkt5+VSALms3e8BDm/h637sOu2lFQDMdqBSVigPSxCvMst96MYVIUhVRbKg3eBlp8LR1YmLUVa/nV578Sj0VhW802nt/zfNjB9Di41gw5rKkNKBEDvv81JFmTcFgceINebKqtT1uaOoMcCZBo4tYvlUwQ0v2n0duY0Aw36NgYX9lWCQi2rS+G+klEJ2oJmZPE6XEzJ3L9jFs/+tE9RPe4+UN+I+DpaXIwJG0IhcmFzC+a/5WqfvYFOkglVTXc56ZY8CnCivt4Z9wsqoXfLPgNl4297P/6VI4ZyH2wydff49YbKIoSUXRyWBx9Gr8cLRiMm8lVsqf9n4ZBiT/SoGR/w35u/ehWAlqApUOX8rM5PwPgz5v+TI27Bjg+ZLnmIesSRo/bV2jPURTFSO7zkvJQlf9OiiSlkkdajyT0+H7GLUFIm9AGTwNWRXxsXSVuxgwhfysNngajKjM6c3Sfnlu0NDIhc5IY1DiEA04FpX9z60c/ugmZnMn7qC8KIU6rk7fOfwuLYun6wf2IQLK9o0EUqfnQXAZJWXg1URU/3hm3fnSE3BcjzEn6GbcewWlxGgXr40WJE5G49cKcBMKxnNn1r9Zdy00f3ESLv4XpedO5e8HdWFUrbx96m41VG43P63i41szxoKZphLSQsXd9lRg3EKxsRVtFn8skO4N0luxn3PoYEYxbMDHGTVYqGj2NfOeD73Co+RAFyQX8fO7P+/TcesO4Rfe4yYrL8VJV60c/jiWYh9VC+P7qbSHEqlr778ceINZIFmMkQFJO/8zK/2HIfVEOvIV+c5KeIppxOx4QIZXsJeNmOEuaRgI8u+tZKtoqGJo2lD+f/GfsFjuqovKrE34VISU9Hq41+f2GtBD+kD9CMvlVYtwg3Bvbl6MAuoKUSkpVXlfoT9wShJlxkxd1Vz0rMmiodlezrXYb6Y50Hjn1kT51qoGOiVsijJvhKhk1gNsYBXCcVNX60Y9jCYY5SSCScevKyKgfRwexRrKQom/IyTn9o0/+h9HPuPUdzPfH8dJCEavHrbeMm3kd2dewDxAOweZB2kPTh/Ktqd8yfj4erjVzLOsOuA1HSatiPS76GfsSUipZkNS3cXpnyHXlYlNtBLRAQo/vT9wShLQW7k6Pm9l9yGlx8tfFfz0qA3SjGbaEXCX1c48ewG2MAugPZPrRj24j2vSnPzH4v4XhKukLj2QJM27ZxvrXL5X830O/OUnfwRzrHC9FXcmS1XvqjeS9tz1uZqlkcbOw/Y/lDnz1hKuZXTCbguQCo3/pWIZNtRlSfG/Qa/QEu2yur1zB8ZwR5zA5ZzJLhy39r72mRbVQlFKU8OP7e9wShGEt7GnA7U8scUt3pOOyuvAFffzhxD8wNW/qUTk3h8WB0+I0gsVEErd45iT9owD60Y+eQyZoMmGLNXy7H/89xKqUM+FrcOBDmL4cX+VHQH9i/b8Ig3HrNyfpNcyMzPESG0jG7XDzYeD/t3fv0VGV5/7Av3sumdzIYEhJiASCWhFEBIoC0QpYkyBgztFVbcHGgxe0KuClrR5P7QnS03I5reiCs47WuoAeOWIv0NKWEwkWqIggQiKI/FJAEIEEFEKuk5lJ5v39Ed+d2ZP7TGbP3rO/n7VYi8zsmdn7SWbv/bzPe2lbd7c390adCV6EG2g7v8t1c69wd2yMd9qceK3gNQghYLeZY2xyoiMRjf5GNLc0t6/hZrHxbQAwacgkrJ+1XvfPHTpgKI6fO96rbZm49VJnFbee/qiTHEn4dcGvYVfsuDbj2qjuX1pCGpo9zer/e9LVcgDqGDeTtKoRGYm6HMBXg7xll0mz3OzEG3Vm35YmBESgbZawjK8DD/wfAMB7phQAE+t4pI5x66ziZoJxR0YS3LBhlkaO0GQrPTE97FkCQycnOVV3CgERwADnAGQkZXT6GptiA0xUrEq0tyVunhaPJWeUjLW+VGaZuPVS8GKeMtnpqeIGAGO/Njaq+yWludJw3nMeQP9U3Fw2c5yciYwkOEHzBXztXY/ZEBITwWvgNfmbOiyey8lJ4ldwxU0m7TJx4yLlfaOZnMQk5zKZuEnhrOEW+l4yCfy09lMAbd0k46UrYfDMklZcwy3W5MySvcExbr2kVtyaL/V6chI9ydZFh+Lo1ZctdL0piTeaROEL/t54W72suMWYy+5Sl28JXYMJ4BjEeCbHfgdEQB2zwzFu4ZHrfAHmOZeFjv0Pd3wbENTl2tcxcYsXshDR3NLMilsMMHGLAllxq/XVtg/c7EXFTS/yJJXmSutVC5A8+XY1q6RZTs5ERuJQHGp3HG+LF94AKzqxpCiKupabugh3EFbc4pcc+w20zyzJMW7hMeNyAKnOVChBfRXDnVES6Dg5yYnaricmMavgXlhyjFuKI6W7l1A/kksC9AYTt16S3S4CIoDzTW1dEg2VuH1VcevN+Dagm4pbC2eVJAqXoiiacW6y4sbvU+zIm49OEzf+fuKabNCUa7lxjFt4NMsBGKinUXdsik2tlAGRVdwGOLVdJWXi1tnEJGYlf6+eVo9mVknSx9DUoZgyZEqvtmXi1ktOm1P98p5tOAvAWImbTCx7O2tSj2Pc2FWSKCzBi9uzohN7suLWWVdJWRHl5CTxKXQtN3aVDI9mOQATncuCu0v2R8Wt0d+IgAjgZN1JAHFWcXO0X7fUrpIc46abZGcyVk5f2attmbj1gVxkUa5ubqTETVbaepu4dTWrJJcDIIqMTAK8AS9naTUA2ereWcWNY9zim1zLTS4JwMQtPGZcDgDQTlAS0Ri3oK6S1Y3V8LR44LA5+jQuyeg66yrJMW7GxMStDy5ztY1zk8mOkboMyJJ9b0v3crBxaMWNXSWJIhPccsmGkNiTM0vKiQWCsSIa30KXBGgJtABghbWvNMsBmKgRSpO4RVBxk72tGv2N6sQkwwcMj6vZSYNnlWTFzdji569OB7LiJhmp4pY/PB+/u+N3uNJ9Za+2D664CSHUCU14I0MUGc0YN36fYi54LbdQsuLGG/n4JHugqGPcODlJWMxacQse8x9JxU2eQ1pFKz658AkA4IqB8TO+DQga49biaZ+cxMnJSYyIFbc+kEsCSEZqjVAUBdekX9PrQdfySxoQAbUVEuAC3ESRkjc2vlYfEzcDCJ3KOxh/P/EteIxbQATQItqudUzc+ia4kdpIPY16Elxxi2QdtyRHEuyKHQBw8IuDAIDctNyI9s1ogrtKch03Y2Pi1gehiZuRKm59Fdxq5mltXxLAF+ByAESRkNWb5tZmNoQYgGw17m45AFbc4pOsuNR6azUNlEzc+ib4fsBMjRwycVOgqEs6hUNRFHWcm0zc4q3ipq7j1tqsnis5xs2YmLj1QegX38yJm9Pm1Kw3JXGMG1FkZJLGMW7G0NXkJK2BVvVmnue7+BTcVVJOTAJwOYC+Cm54MtN3RSbuA10DIx6PJs8jNd4aAPE1oyQQNMathWPcjI6JWx+EVtzM1GUglGa9qaAJStQbTRMfG1EsqcsBtHrViYzMdLMTb2SrcehyALJ3AcDfT7yS08HXemvV8W0A4FA4vL8v5GRmgLnuDWTFLZLxbaHvJY1Ii7PEzR40OclXY9y4jpsxMXHrAzmrpGTmihugLY1LvNEkioz87nhbverkF2a62Yk3XVXc5O8GYFfJeKV2lfTVqhU3u2KH3WaP5W6ZTvD5y0z3Bl9L+hoAICslK+L3Cl7MOyslK+66EbLiZh5sduoDI88qGY5OK24tXICbKBLBiZtsCGFiEDtdLcAtexfYFXtcTetN7YInJ+EabuEz66ySU3Om4okJT+CWobdE/F5yjBvQ+2WXzESTuHFWSUPj1aoPgituTpvT9Bf74HU7JHWWNRsTN6JwBDeIyIYQM93sxJuuKm6cmCT+yQW46331TNwioJmcxESNui67Cw9d91C/vJdcyw2Iv/FtQPvv2NPiaZ9VMs6qivGCXSX7ILjiZvZqG6Cd/lVSu0qa6ORMZCTqAtytXk43bwBdzSopu0rydxO/ZMXN0+JRK66cmKTvzFpx609Wqbg1tTRxOQCDY+LWB2kJaVDQtlB1PIxZCb7BlNQxORY9ORNFSlZwNJOTsCEkZuTNBytu1pPiTFFnT77guQAApu8pEwtmHePWn4LHuMVjxU0WIy42X1QfY8XNmJi49YHD5lBnqYqHlojg0rjEdaeIIhM8qyQbQmJPtpSz4mY9NsWmTlAiEzd2ley74PNXPDRahyN4Vsl4TNzk71gmbnbFjgQbG7WMiIlbH8lxbvHQVVJdbyqo4sZ1p4giEzzGjesixl6Ko62rpLfVq1mEmd1YrUF2l7zQzMQtXC67C0mOJDgUh6byZCWyAWhAwgAMSox8eQGjkQm5PEcmO5KhKEosd4m6ENXEraamBsXFxXC73XC73SguLsalS5e6fY0QAosXL0Z2djaSkpIwbdo0HD58WLPNtGnToCiK5t93v/vdKB5JO7mWWzwkbnJtls7WcePNDFF45AXQ1+rj98kAgmdGC666saukNciK25eeLwFwjFs47DY7Xpr+El6c9qJmrJeVpCemAwC+PvDrcZnQhFZS2U3SuKKauM2dOxcVFRUoLS1FaWkpKioqUFxc3O1rVqxYgRdffBGrV6/Gvn37kJWVhfz8fNTX12u2mz9/PqqqqtR/r776ajQPRSUnKImH7gKy4ibH4Qgh1CQuHo6PKBZkItDc2tyeuLHrccw47U61y09w4sZurNYghzeoiRsrbmHJy87D9GHTY70bMXPz5TfjsesfwzM3PBPrXYmK0GIEEzfjitoo3SNHjqC0tBR79uzBpEmTAACvvfYapkyZgsrKSowcObLDa4QQeOmll/DjH/8Yd911FwBg3bp1yMzMxP/+7//ikUceUbdNTk5GVlbkiyr2VTx1lQydVdIf8ENAAGArNFG4gse4qQ0hTA5iKsWZAp/Xx4qbBcklAZi4USRcdhceHfdorHcjakJ7hcTDPA7xKmqJ2/vvvw+3260mbQAwefJkuN1u7N69u9PE7cSJE6iurkZBQYH6mMvlwtSpU7F7925N4rZ+/Xq88cYbyMzMxO23346SkhIMGDCgw3sCgNfrhdfbPo6rrq4OAOD3++H3+/t0XGnOttY7l83V59cajbyANfma4Pf70eBrX6DWHrB3eXzycbMfv1kw3vrpj1g7vjqt1nvr1YYQm7Dx9xdCz7/rZEcyarw1qPXUwp/a9nlNvrZFZp2KM+5/N1Y+h8j1t75sakvcHIoj6nGwcrz1xlj3D7uwa35Osid1iCljHV29jWvUErfq6moMHjy4w+ODBw9GdXV1l68BgMzMTM3jmZmZ+Oyzz9Sf7733XowYMQJZWVn4+OOP8dxzz+Gjjz5CWVlZp++7dOlSvPDCCx0e37p1K5KT+9aqIC/2vmoftmzZ0qfXGs1pz2kAwD8+/Qe2VG9BfaCtO6oCBWWlZT324+4q3hQdjLd+Ion1Mf8xAEB1bft5bnvZdjgVtvR3Ro+/61ZPKwBgx+4dOOM8AwAo95YDAC5+cdH05/LesuI55JznHACgur7t+3jp4iXdft9WjHesMNaRs8GGAAIAgPqL9V1+Txjr6GhqaurVdn1O3BYvXtxpEhRs3759ANDpjb8QoseEIPT50NfMnz9f/f+YMWPw9a9/HRMnTsSBAwcwYcKEDu/33HPP4emnn1Z/rqurQ05ODgoKCpCWltbtvoS6XdyOexvuxdDUoer6MGZ17vA5bP9oOwYPHYyZk2fiTMMZLN+8HC67C7NmzerydX6/H2VlZcjPz4fTyZvRaGO89dMfsT5w/gDWbluLFnsLEGhrCCmaWRSXA9ojoeff9e/Lfo/qL6px7fhrcduw2wAAF45cAMqB4ZcPx8y8mVH9/Fiz8jmk5v/VYMeBHfCirdfNkMFDMHNadH/fVo633hjr/rPsd8vUhepzL8/FzJu03xPGOrpkb8Ce9DlxW7BgQY8zOObm5uLgwYM4d+5ch+e++OKLDhU1SY5Zq66uxpAhQ9THz58/3+VrAGDChAlwOp04evRop4mby+WCy9VxcgCn0xnWH9+V6Vf2+TVGlOJqm23NH/DD6XSiVWlrlU50JPYqLuHGj8LDeOsnklinutpmXZMXQJfdhYQEjqPqih5/13ImvOZAs/pZLWib9jrJmWSZ75UVzyHpyeman10Ol24xsGK8Y4WxjlyiI1G9bqUmpHYZT8Y6Onob0z4nbhkZGcjIyOhxuylTpqC2thYffPABbrzxRgDA3r17UVtbi7y8vE5fI7s/lpWVYfz48QAAn8+HnTt3Yvny5V1+1uHDh+H3+zXJHvUseL0poH12SU5dThS+0O8PZ5SMPbn2FCcnsR65HIDEyUmIOhc8iRZnlTSuqPX1GzVqFGbMmIH58+djz5492LNnD+bPn4/Zs2drJia55pprsGnTJgBtXSSffPJJ/PznP8emTZvw8ccfY968eUhOTsbcuXMBAMePH8eSJUvw4Ycf4uTJk9iyZQvuvvtujB8/HjfddFO0DicuySn/ZcLmbfFqHieivuuQuNmYuMWaXMuts+UA2FAV3+QC3BITN6LOBd/7cVZJ44ra5CRA28yPixYtUmeJLCoqwurVqzXbVFZWora2Vv35mWeegcfjwWOPPYaamhpMmjQJW7duVWeMTEhIwDvvvIOXX34ZDQ0NyMnJwaxZs1BSUgK7XTsrDnUvdDkAmcCxBZoofKEVNlbcYk+2Hje2sOJmNXI5AIkLcBN1jhU3c4hq4paeno433nij222EEJqfFUXB4sWLsXjx4k63z8nJwc6dO/trFy1Ntq7IGxi14sY1p4jC1qHixopOzKkVNx8rblYjF+CWWHEj6hwrbuZg7mkRKSLyhsXT4gEAeANezeNE1HehXY3ZEBJ76hi3TipuPN/Ftw4VNyZuRJ0KvnbJxi4yHiZuFpbkSALQseLGrl1E4Uuwabve8fsUe2pXSU5OYjlOu1O91gFM3Ii6Evw9YcXNuJi4WVjoGDd5I8MKAVH4FEXRVHFY0Ym9FAcnJ7Gy4AlKHLaojhAhMq3ge78kZ1I3W1IsMXGzMFkJkJOSyASONzJEkWHiZixyHTdW3KwpeEkATk5C1DmOcTMHJm4WJsvizS3NEEK0V9y4HABRRIJbLlnBjj15E9Lkb1IfY8XNOoIrbuwqSdQ5TeLGWSUNi4mbhckbFgEBX8DXvhyAjS3QRJEIruJwjFvsyYH2Df4G9TFOTmIdwROUMHEj6pxmOQBW3AyLiZuFBbeuNLc0qy3QrLgRRSb4O8TEIPbUWSXZVdKSgpcEYOJG1DnOKmkOTNwszGlzwq60LVre3NLMMW5E/YRj3IxFdvvxtHjQGmgFwK6SVqKpuHGMG1GnuAC3OTBxs7jgRbg5xo2ofzBxM5bg1uOmlrZxbuwqaR2suBH1TN772RU7h8wYGBM3iwtehFuOceONDFFkgr9DbAiJPZfdBYfSNg287C7Jipt1cHISop7JCeuSHclQFCXGe0NdYeJmccGLcKsLcPNGhigiwROS8PsUe4qiqF1/5MySHONmHZrlAJi4EXVKNjJyDTdjY+JmcfKmsrmlmV2HiPoJlwMwntCZJVlxsw5W3Ih6Jq9VnFHS2Ji4WZxsYWlubW7vKsnpy4kiElzFYUXHGGTi1uhvREugBS2iBQATNyvg5CREPRs1aBQGugZiSvaUWO8KdcMR6x2g2JItLJrlAFghIIqIpuLGMW6GIBO3Jn+Teq4DmFhbAScnIepZRlIGdtyzA3abPda7Qt1gxc3igmeV5OQkRP2DY9yMR624tTSq3cIBcPY0C+AC3ES9w6TN+Ji4WVzwrJJychJWCIgio5lVkhVsQ1DHuPka1MTNYXPwRsUCUpwp6pqlTNyIyMyYuFkcK25E/U+zjhvHjBqC2lWypYkTk1iMoihIT0wH0D6TMhGRGXGMm8UFj3FTF+BmhYAoIsHfISYHxhA8OQln0LWeZ298FpUXK3HlwCtjvStERGFj4mZxwbNKyq6SHKxPFBmOcTOe4K6SsuLGc511FOYWojC3MNa7QUQUEXaVtDiZuHlaPGpXSY5xI4oMx7gZT3BXSVbciIjIjJi4WZy8qaz31auP8WaGKDIc42Y8KY6OXSVZcSMiIjNh4mZxsrpW661tf4wVAqKIcIyb8aQkfNVV0t/eVdJl4++GiIjMg4mbxcmbSpm42RQbHDYOfSSKBMe4GY+suDX5m1hxIyIiU2LiZnFyamSZuLnsLiiKEstdIjI9TVdJJm6GwFkliYjI7Ji4WZxacfO1JW7sJkkUOfm9YkOIcXTaVZKJGxERmQgTN4uTY9wueS8BYNchov4gv1dMDIyDXSWJiMjsOJjJ4mSFrSXQ0vYzlwIgitgV7itw0+U3YXT66FjvCn2ls66SPN8REZGZMHGzuNAbF1YIiCLnsDnwym2vxHo3KIhM3AQEexgQEZEpsaukxYWOaeMYNyKKR0mOJNiUtkteTXMNADZUERGRuTBxs7gOFTcuFkxEcUhRFCQ7kgG0J26suBERkZkwcbO40BZntkATUbyS3SUvNl8EwPMdERGZCxM3iwutuLGrJBHFKyZuRERkZkzcLC40UWPXISKKVzJxq/F+1VXSxvMdERGZBxM3iwsd08bpsYkoXiU728a4NfobAbDiRkRE5sLEzeKcNicctvZVIXgjQ0TxKtWZqvmZPQyIiMhMmLiRprskx7gRUbySXSUlNlQREZGZMHEjTfdILgdARPFKLgcgMXEjIiIzYeJGmpsX3sgQUbxKTWBXSSIiMi8mboQkR5L6f3aVJKJ4xa6SRERkZkzcSHPzwhZoIopXoV0leb4jIiIzYeJGmjFuXA6AiOJVaFdJVtyIiMhMmLiRpnskb2SIKF6lONhVkoiIzIuJG2krbhzjRkRxSi7ALbGrJBERmQkTN9LOKsnlAIgoToUuwM2KGxERmQkTN+KskkRkCR1mlWRDFRERmQgTN+I6bkRkCaFdJXm+IyIiM2HiRpoxbryRIaJ4FdpVMsHGMW5ERGQeTNxIO6skuw4RUZwKrrgl2BKgKEoM94aIiKhvmLgRK25EZAk2xaaO6eW5joiIzIaJG2luYDg5CRHFM9ldkksBEBGR2TBxI82skuwqSUTxTM4syYobERGZDRM3UrtK2hU7nDZnjPeGiCh65Dg3VtyIiMhsmLiR2vLMGxkiineyqyQrbkREZDZM3EituHF8GxHFO1lxY+JGRERmw8SN2mdZ4/g2IopzcowbexgQEZHZOGK9AxR716RfgzGDxiDv8rxY7woRUVSxqyQREZkVEzdCkiMJb85+M9a7QUQUdZychIiIzIpdJYmIyDJSHFwOgIiIzImJGxERWcaYjDFQoGDUoFGx3hUiIqI+YVdJIiKyjJsuvwm75uxCWkJarHeFiIioT1hxIyIiS2HSRkREZsTEjYiIiIiIyOCYuBERERERERkcEzciIiIiIiKDY+JGRERERERkcEzciIiIiIiIDI6JGxERERERkcExcSMiIiIiIjI4Jm5EREREREQGF9XEraamBsXFxXC73XC73SguLsalS5e6fc3GjRtRWFiIjIwMKIqCioqKDtt4vV4sXLgQGRkZSElJQVFREU6fPh2dgyAiIiIiIoqxqCZuc+fORUVFBUpLS1FaWoqKigoUFxd3+5rGxkbcdNNNWLZsWZfbPPnkk9i0aRM2bNiAXbt2oaGhAbNnz0Zra2t/HwIREREREVHMOaL1xkeOHEFpaSn27NmDSZMmAQBee+01TJkyBZWVlRg5cmSnr5OJ3cmTJzt9vra2Fq+//jr+53/+B7fddhsA4I033kBOTg62bduGwsLC/j8YIiIiIiKiGIpaxe3999+H2+1WkzYAmDx5MtxuN3bv3h32++7fvx9+vx8FBQXqY9nZ2RgzZkxE70tERERERGRUUau4VVdXY/DgwR0eHzx4MKqrqyN634SEBFx22WWaxzMzM7t8X6/XC6/Xq/5cV1cHAPD7/fD7/WHvi1XJmDF2+mC89cNY64ex1g9jrS/GWz+MtX4Y6+jqbVz7nLgtXrwYL7zwQrfb7Nu3DwCgKEqH54QQnT4eqe7ed+nSpZ3u89atW5GcnNzv+2IVZWVlsd4FS2G89cNY64ex1g9jrS/GWz+MtX4Y6+hoamrq1XZ9TtwWLFiA7373u91uk5ubi4MHD+LcuXMdnvviiy+QmZnZ149VZWVlwefzoaamRlN1O3/+PPLy8jp9zXPPPYenn35a/bmurg45OTkoKChAWlpa2PtiVX6/H2VlZcjPz4fT6Yz17sQ9xls/jLV+GGv9MNb6Yrz1w1jrh7GOLtkbsCd9TtwyMjKQkZHR43ZTpkxBbW0tPvjgA9x4440AgL1796K2trbLBKs3vvGNb8DpdKKsrAz33HMPAKCqqgoff/wxVqxY0elrXC4XXC6X+rMQAgDg8Xj4xxcGv9+PpqYmeDwetLS0xHp34h7jrR/GWj+MtX4Ya30x3vphrPXDWEeXx+MB0J6jdCVqY9xGjRqFGTNmYP78+Xj11VcBAA8//DBmz56tmVHymmuuwdKlS3HnnXcCAC5evIhTp07h7NmzAIDKykoAbZW2rKwsuN1uPPjgg/jBD36AQYMGIT09HT/84Q9x3XXXqbNM9qS+vh4AkJOT02/HS0REREREFK76+nq43e4un49a4gYA69evx6JFi9QZIIuKirB69WrNNpWVlaitrVV/3rx5M+6//371Z9kts6SkBIsXLwYArFy5Eg6HA/fccw88Hg++9a1vYe3atbDb7b3ar+zsbHz++ecYMGBAVMbb9dUNN9ygjgs0A9nV9PPPPzddV1OzxRowb7wZa32ZLd6MtX4Ya32ZNd6Mtb7MFm/GOrqEEKivr0d2dna320U1cUtPT8cbb7zR7TahJcF58+Zh3rx53b4mMTERq1atwqpVq8LaL5vNhqFDh4b12miw2+2m+xIAQFpamun226yxBswXb8ZaX2aNN2OtH8ZaX2aLN2OtL7PGm7GOnu4qbVLU1nGj3nv88cdjvQuWwVjrh7HWF+OtH8ZaP4y1fhhrfTHe+omnWCuip1FwRCHq6urgdrtRW1trihYMs2O89cNY64ex1g9jrS/GWz+MtX4Ya2NgxY36zOVyoaSkRDNTJ0UP460fxlo/jLV+GGt9Md76Yaz1w1gbAytuREREREREBseKGxERERERkcExcSMiIiIiIjI4Jm5EREREREQGx8TNgpYuXYobbrgBAwYMwODBg/HP//zPqKys1GwjhMDixYuRnZ2NpKQkTJs2DYcPH9Zs4/V6sXDhQmRkZCAlJQVFRUU4ffq0ZpsDBw4gPz8fAwcOxKBBg/Dwww+joaEh6sdoJP0V71/96leYNm0a0tLSoCgKLl261OGzfvaznyEvLw/JyckYOHBgFI/KmPSMdVFREYYNG4bExEQMGTIExcXFOHv2bDQPz1D0jHVubi4URdH8+9d//ddoHp7h6BXvHTt2dIi1/Gf0BWz7i55/21a/RvZHrC9evIiFCxdi5MiRSE5OxrBhw7Bo0SLU1tZq3sfq10dA33hb/RoZLUzcLGjnzp14/PHHsWfPHpSVlaGlpQUFBQVobGxUt1mxYgVefPFFrF69Gvv27UNWVhby8/NRX1+vbvPkk09i06ZN2LBhA3bt2oWGhgbMnj0bra2tAICzZ8/itttuw1VXXYW9e/eitLQUhw8f7nGB9XjTX/FuamrCjBkz8G//9m9dfpbP58Pdd9+NRx99NKrHZFR6xnr69On47W9/i8rKSvzhD3/A8ePH8e1vfzuqx2ckesYaAJYsWYKqqir13/PPPx+1YzMiveKdl5eniXNVVRUeeugh5ObmYuLEiVE/TiPQK9a8RvZPrM+ePYuzZ8/iF7/4BQ4dOoS1a9eitLQUDz74oOazrH59BPSNt9WvkVEjyPLOnz8vAIidO3cKIYQIBAIiKytLLFu2TN2mublZuN1u8corrwghhLh06ZJwOp1iw4YN6jZnzpwRNptNlJaWCiGEePXVV8XgwYNFa2uruk15ebkAII4eParHoRlSOPEOtn37dgFA1NTUdPkZa9asEW63u7933XT0iLX0pz/9SSiKInw+X7/tv5lEM9bDhw8XK1eujNaum5Jef9s+n08MHjxYLFmypF/330yiFWteIzuKNNbSb3/7W5GQkCD8fn+H53h9bKdHvCWrXyP7CytupJa309PTAQAnTpxAdXU1CgoK1G1cLhemTp2K3bt3AwD2798Pv9+v2SY7OxtjxoxRt/F6vUhISIDN1v5nlpSUBADYtWtXdA/KwMKJN4VHr1hfvHgR69evR15eHpxOZ2Q7bVLRjvXy5csxaNAgjBs3Dj/72c/g8/n6Z8dNSq+/7c2bN+PLL7+0VBUoVLRizWtkR/0Va7lItMPhiO4Om5xe8eY1sv8wcbM4IQSefvpp3HzzzRgzZgwAoLq6GgCQmZmp2TYzM1N9rrq6GgkJCbjsssu63ObWW29FdXU1/vM//xM+nw81NTVql5GqqqqoHpdRhRtv6js9Yv3ss88iJSUFgwYNwqlTp/CnP/0p8h03oWjH+oknnsCGDRuwfft2LFiwAC+99BIee+yx/tl5E9LzPPL666+jsLAQOTk54e+wiUUz1rxGavVXrC9cuICf/vSneOSRR6K7wyanR7x5jex/TNwsbsGCBTh48CDefPPNDs8piqL5WQjR4bFQwdtce+21WLduHX75y18iOTkZWVlZuOKKK5CZmQm73d5/B2Ei/R1v6poesf7Rj36E8vJybN26FXa7Hffddx+EEGHvs1lFO9ZPPfUUpk6dirFjx+Khhx7CK6+8gtdffx0XLlyIaL/NSq/zyOnTp/H22293GLtiJdGMNa+RWv0R67q6OsyaNQujR49GSUlJ1PY1HugRb14j+x8TNwtbuHAhNm/ejO3bt2Po0KHq41lZWQDQoXXl/PnzaitMVlaW2kLY1TYAMHfuXFRXV+PMmTO4cOECFi9ejC+++AIjRoyI1mEZViTxpr7RK9YZGRm4+uqrkZ+fjw0bNmDLli3Ys2dPZDtvMrH4u548eTIA4NixYxG9jxnpGe81a9Zg0KBBKCoqCn+HTUyPWPMa2aY/Yl1fX48ZM2YgNTUVmzZtYpe8bugVb14j+x8TNwsSQmDBggXYuHEj/va3v3W4QIwYMQJZWVkoKytTH/P5fNi5cyfy8vIAAN/4xjfgdDo121RVVeHjjz9WtwmWmZmJ1NRUvPXWW0hMTER+fn6Ujs54+iPe1DuxjLVsRfR6vRG9j1nEMtbl5eUAgCFDhkT0Pmaid7yFEFizZg3uu+8+y90Ax+Jv26rXyP6KdV1dHQoKCpCQkIDNmzcjMTFRt2Mwk1jG22rXyKjRYwYUMpZHH31UuN1usWPHDlFVVaX+a2pqUrdZtmyZcLvdYuPGjeLQoUNizpw5YsiQIaKurk7d5vvf/74YOnSo2LZtmzhw4IC49dZbxfXXXy9aWlrUbVatWiX2798vKisrxerVq0VSUpJ4+eWXdT3eWOuveFdVVYny8nLx2muvCQDi73//uygvLxcXLlxQt/nss89EeXm5eOGFF0RqaqooLy8X5eXlor6+XtdjjhW9Yr13716xatUqUV5eLk6ePCn+9re/iZtvvllceeWVorm5WffjjgW9Yr17927x4osvivLycvHpp5+Kt956S2RnZ4uioiLdjzmW9DyPCCHEtm3bBADxySef6HaMRqFnrK1+jeyPWNfV1YlJkyaJ6667Thw7dkzzPsH3I1a/PgqhX7x5jYweJm4WBKDTf2vWrFG3CQQCoqSkRGRlZQmXyyVuueUWcejQIc37eDwesWDBApGeni6SkpLE7NmzxalTpzTbFBcXi/T0dJGQkCDGjh0rfvOb3+hxiIbSX/EuKSnp8X3+5V/+pdNttm/frs/BxphesT548KCYPn26SE9PFy6XS+Tm5orvf//74vTp0zoebWzpFev9+/eLSZMmCbfbLRITE8XIkSNFSUmJaGxs1PFoY0/P84gQQsyZM0fk5eXpcGTGo2esrX6N7I9Yy+UWOvt34sQJdTurXx+F0C/evEZGjyIERwkSEREREREZGce4ERERERERGRwTNyIiIiIiIoNj4kZERERERGRwTNyIiIiIiIgMjokbERERERGRwTFxIyIiIiIiMjgmbkRERERERAbHxI2IiIiIiMjgmLgREZHhCSHw8MMPIz09HYqioKKiIta7pKu1a9di4MCBsd4NIiKKISZuRERkeKWlpVi7di3+8pe/oKqqCmPGjIn1Lhlebm4uXnrppVjvBhER9RNHrHeAiIiszefzISEhodttjh8/jiFDhiAvLy/szxFCoLW1FQ4HL31ERGQ+rLgREZGupk2bhgULFuDpp59GRkYG8vPz8cknn2DmzJlITU1FZmYmiouL8eWXXwIA5s2bh4ULF+LUqVNQFAW5ubkA2hKxFStW4IorrkBSUhKuv/56/P73v1c/Z8eOHVAUBW+//TYmTpwIl8uFd999t9eve+eddzBx4kQkJycjLy8PlZWVmuPYvHkzJk6ciMTERGRkZOCuu+5Sn/P5fHjmmWdw+eWXIyUlBZMmTcKOHTt6HaO1a9di2LBhSE5Oxp133okLFy5onj9+/Dj+6Z/+CZmZmUhNTcUNN9yAbdu2aWL82Wef4amnnoKiKFAURX1u9+7duOWWW5CUlIScnBwsWrQIjY2Nvd43IiKKDSZuRESku3Xr1sHhcOC9997DsmXLMHXqVIwbNw4ffvghSktLce7cOdxzzz0AgJdffhlLlizB0KFDUVVVhX379gEAnn/+eaxZswb//d//jcOHD+Opp57C9773PezcuVPzWc888wyWLl2KI0eOYOzYsb1+3Y9//GP88pe/xIcffgiHw4EHHnhAfe6vf/0r7rrrLsyaNQvl5eVqkifdf//9eO+997BhwwYcPHgQd999N2bMmIGjR4/2GJu9e/figQcewGOPPYaKigpMnz4d//Ef/6HZpqGhATNnzsS2bdtQXl6OwsJC3HHHHTh16hQAYOPGjRg6dCiWLFmCqqoqVFVVAQAOHTqEwsJC3HXXXTh48CDeeust7Nq1CwsWLOjtr46IiGJFEBER6Wjq1Kli3Lhx6s8/+clPREFBgWabzz//XAAQlZWVQgghVq5cKYYPH64+39DQIBITE8Xu3bs1r3vwwQfFnDlzhBBCbN++XQAQf/zjH8N63bZt29Tn//rXvwoAwuPxCCGEmDJlirj33ns7Pb5jx44JRVHEmTNnNI9/61vfEs8991zXgfnKnDlzxIwZMzSPfec73xFut7vb140ePVqsWrVK/Xn48OFi5cqVmm2Ki4vFww8/rHns3XffFTabTT02IiIyJnb0JyIi3QVXp/bv34/t27cjNTW1w3bHjx/H1Vdf3eHxTz75BM3NzcjPz9c87vP5MH78+C4/qy+vGzt2rPr/IUOGAADOnz+PYcOGoaKiAvPnz+/02A4cOAAhRIf99nq9GDRoUKevCXbkyBHceeedmsemTJmC0tJS9efGxka88MIL+Mtf/oKzZ8+ipaUFHo9Hrbh1Zf/+/Th27BjWr1+vPiaEQCAQwIkTJzBq1Kge94+IiGKDiRsREekuJSVF/X8gEMAdd9yB5cuXd9hOJkyhAoEAgLYui5dffrnmOZfL1e1n9fZ1TqdT/b8cIyZfn5SU1Ol+yW3sdjv2798Pu92uea6z5DSUEKLHbX70ox/h7bffxi9+8QtcddVVSEpKwre//W34fL5uXxcIBPDII49g0aJFHZ4bNmxYj59LRESxw8SNiIhiasKECfjDH/6A3NzcXs/4OHr0aLhcLpw6dQpTp07t9WeF+7pQY8eOxTvvvIP777+/w3Pjx49Ha2srzp8/j29+85t9fu/Ro0djz549msdCf3733Xcxb948tTLX0NCAkydParZJSEhAa2ur5rEJEybg8OHDuOqqq/q8X0REFFucnISIiGLq8ccfx8WLFzFnzhx88MEH+PTTT7F161Y88MADHRIPacCAAfjhD3+Ip556CuvWrcPx48dRXl6O//qv/8K6deu6/KxwXxeqpKQEb775JkpKSnDkyBEcOnQIK1asAABcffXVuPfee3Hfffdh48aNOHHiBPbt24fly5djy5YtPb73okWLUFpaihUrVuAf//gHVq9erekmCQBXXXUVNm7ciIqKCnz00UeYO3euWg2UcnNz8fe//x1nzpxRZ+h89tln8f777+Pxxx9HRUUFjh49is2bN2PhwoW9PnYiIooNJm5ERBRT2dnZeO+999Da2orCwkKMGTMGTzzxBNxuN2y2ri9TP/3pT/Hv//7vWLp0KUaNGoXCwkL8+c9/xogRI7r9vHBfF2zatGn43e9+h82bN2PcuHG49dZbsXfvXvX5NWvW4L777sMPfvADjBw5EkVFRdi7dy9ycnJ6fO/Jkyfj17/+NVatWoVx48Zh69ateP755zXbrFy5Epdddhny8vJwxx13oLCwEBMmTNBss2TJEpw8eRJXXnklvva1rwFoqxTu3LkTR48exTe/+U2MHz8eP/nJT7rskkpERMahiN50piciIiIiIqKYYcWNiIiIiIjI4Ji4ERER6ej2229Hampqp/9+/vOfx3r3iIjIoNhVkoiISEdnzpyBx+Pp9Ln09HSkp6frvEdERGQGTNyIiIiIiIgMjl0liYiIiIiIDI6JGxERERERkcExcSMiIiIiIjI4Jm5EREREREQGx8SNiIiIiIjI4Ji4ERERERERGRwTNyIiIiIiIoNj4kZERERERGRw/x80GFjefH9RsQAAAABJRU5ErkJggg==",
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",
       "text/plain": [
        "<Figure size 888.889x500 with 1 Axes>"
       ]
@@ -124,7 +121,7 @@
     }
    ],
    "source": [
-    "acm.rx_m[[\"12m\", \"24m\", \"60m\"]].plot(\n",
+    "acm.rx_m[[12, 24, 60]].plot(\n",
     "    legend=True, \n",
     "    title=\"Monthly excess returns of synthetic bonds\", \n",
     "    grid=True,\n",
@@ -144,13 +141,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 6,
    "id": "a136c727-1852-4556-b4ea-a44003f41d7a",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 888.889x500 with 1 Axes>"
       ]
@@ -176,20 +173,20 @@
    "metadata": {},
    "source": [
     "# Fitted VS Observed Yields\n",
-    "The fit of the model is close to perfect. But it is worth remembering that this does not mean that the model is good. We are using the first 5 principal components to explain moves of the curve. Of course the fit is going to be great. The important part of the model are the risk premium estimates... more on them below.\n",
+    "The fit of the model is close to perfect. But it is worth remembering that this does not mean that the model is good. We are using the first 5 principal components to explain moves of the curve. Of course the fit is going to be great. The important part of the model are the risk premium estimates based on these factors... more on these estimates below.\n",
     "\n",
     "But looking at the comparison of the fitted and observed yields below, they are practically indistinguishable."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 12,
    "id": "9d266eb3-1e00-4d73-bad8-23c790f0e618",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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nzJs3D3PnzhX3rfUP+vTpE/a0ntnZ2WG9vztINv8g2fwjlLJxHIfjx48jNTUVSUlJbvvW19cjKioqRJL5hpJlA0Irn06nQ2lpKbp37+6kvJGXBUEQLRmO40SlzdOYxvM8IiIiQiSZbyhZNiB08lmVw9LSUqSmpvrtNumT4pacnAyVSuVkXSstLXWywvnCM888gylTpohxc9nZ2airq8PDDz+M3NxcsKxzDhWdTgedTuf3PQmCaFlY/f+VrPQQvmH9WxqNRop3IwiiVUFjWssjEGOaT1kltVotBg4ciK1bt0rat27dimHDhvklAGBewXVUzlQqFQRBgCAIfl+XIIjWB8VDtRzob0kQRGuH3oMth0D8LX12lZw7dy6mTJmCQYMGYejQoXjnnXdQWFiIGTNmADC7MJ4/fx4ffPCBeE5+fj4Ac0xCWVkZ8vPzodVq0bt3bwDAhAkTsHTpUuTk5Iiuks888wxuvvlmWmUlCIIgCIIgCKLV43Mdt4kTJ2LZsmVYtGgRBgwYgO3bt2PTpk3IzMwEYC647VjTLScnBzk5OcjLy8O6deuQk5ODG264QTw+f/58PP7445g/fz569+6NadOmYdy4cXj77beb+OsRBEG0HLKysrBs2bJwixEwWtrvQxAEQXhPSxsDQvH7+Ky4AcDMmTNRUFAAvV6PvLw8jBo1Sjy2du1abNu2TdLf6vJo/1NQUCAeV6vVWLBgAU6ePImGhgYUFhbizTffRHx8vD/iEQRBNDuKioowbdo0dOnSBVqtFpmZmZg1axYqKirCLRpBEARB+ASNacHBL8WNIAiCCBynT5/GoEGDcPz4caxduxYnT57EW2+9he+//x5Dhw7FpUuXwiIXx3HgeT4s9yYIgiCaJzSmBQ9S3AiCIMLMo48+Cq1Wiy1btmDkyJHo2LEjxo8fj++++w7nz59Hbm6u2LempgaTJk1CTEwM2rdvj9dff11yreeeew4dO3aETqdD+/bt8dhjj4nHDAYD/v73vyM9PR3R0dEYMmSIxENi7dq1iI+Px8aNG9G7d2/odDqsWrUKERERTgVgH3vsMYwePVrc37lzJ0aNGoXIyEhkZGTgscceQ11dnXi8tLQUEyZMQGRkJDp16oQPP/wwQJ8eQRAEoSRoTAsepLgpBc4EFO4BTIZwS0IQLQZBEFBvMMn8cC7aA/fjbUbcS5cu4dtvv8XMmTOdioC2bdsWkydPxoYNG8Trvfzyy+jXrx9+++03zJs3D3PmzBEz/X7yySd47bXX8Pbbb+PEiRP44osvJLX0HnjgAfzyyy9Yv349Dhw4gLvuugvXX389Tpw4Ifapr6/H4sWLsXr1ahw+fBj33Xcf4uPj8emnn4p9OI7Df//7X0yePBkAcPDgQYwbNw633347Dhw4gA0bNuDnn3/G//3f/4nn3H///SgoKMAPP/yATz75BCtWrBCLkRItEJ4HivYBhvpwS0IQLQYa02hM86sANxEEfvwH8PNrQL+JwO3vhFsagmgRNBg59H7227Dc+8iicYjSen7FnjhxAoIgoFevXrLHe/XqhcuXL6OsrAwAMHz4cDz11FMAgO7du+OXX37Ba6+9huuuuw6FhYVo27Ytrr32Wmg0GnTs2BFXXnklAODUqVP46KOPcO7cObRv3x4A8MQTT2Dz5s1477338OKLLwIw15dZsWIF+vfvL8owceJErFu3DtOmTQMAfP/997h8+TLuuusuAOaBd9KkSZg9ezYAoFu3bvjXv/6F0aNHY+XKlSgsLMQ333yD3bt3Y8iQIQCAd9991+XvTLQAfn0X2PQEkDUSuH9juKUhiBYBjWk0ppHFTSn88i/z/wc2hFcOgiAUhXVV0lr/ZejQoZLjQ4cOxdGjRwEAd911FxoaGtC5c2c89NBD+Pzzz2EymQAAv/32GwRBQPfu3RETEyP+/PTTTzh16pR4Pa1Wi379+knuMXnyZGzbtg0XLlwAAHz44Ye44YYbkJCQAADIy8vD2rVrJdcdN24ceJ7HmTNncPToUajVagwaNEi8Zs+ePSkBVUtmjyUrdMGO8MpBEISioDGtaZDFTSloIgFDbbilIIgWRaRGhSOLxjm119c3ICoqUuaMwN7bG7p27QqGYXDkyBHceuutTsf/+OMPJCQkIDk52eU1rANgRkYGjh07hq1bt+K7777DzJkz8fLLL+Onn34Cz/NQqVTIy8tzqo8ZExNjkzsy0qlI6JVXXokuXbpg/fr1+POf/4zPP/8c7733nnic53n85S9/kcQeWOnYsSOOHTsmkZNoBdB4RhABh8Y0GtNIcVMIgjoCDA10BBFQGIaRd+0wqbxy+QgFSUlJuO6667BixQrMmTNHcqykpAQffvghpk6dKg4Qu3fvlvTZvXs3evbsKe5HRkbi5ptvxs0334xHH30UPXv2xMGDB5GTkwOO41BaWoqRI0f6LOekSZPw4YcfIiUlBSzL4sYbbxSPXXHFFTh8+DC6du0qe26vXr1gMpnw66+/im4ux44dcwoODxcrVqzAyy+/jOLiYvTp0wfLli1z+RkVFxfj8ccfR15eHk6cOIHHHntMtm7PsmXLRJea5ORk3HnnnVi8eDEiIiKC/NsoA15fSy49BBFgaEyjMY3eqwqh0ujdSgZBEC2PN954A3q9HuPGjcPPP/+MoqIibN68Gddddx3S09PxwgsviH1/+eUXLFmyBMePH8ebb76Jjz/+GLNmzQJgzqD17rvv4tChQzh9+jT+/e9/IzIyEpmZmejevTsmT56MqVOn4rPPPsOZM2ewb98+vPTSS9i0aZNHGSdPnozffvsNS5YswZ133ilRQJ588kns2rULjz76KPLz83HixAl8+eWX+Otf/woA6NGjB66//no89NBD2LNnD/Ly8jB9+nSnwPVwsGHDBsyePRu5ubnYv38/Ro4cifHjx6OwsFC2v16vR0pKCnJzcyUxE/Z8+OGHeOqpp7BgwQIcPXoU7777LjZs2IB58+YF81dRFEajMdwiEAQRJmhMCx6kuCmEGoN32XoIgmh5dOvWDb/++iu6dOmCqVOnokuXLnj44YdxzTXXYNeuXUhMTBT7Wq09OTk5eP755/Hqq69i3Diz60x8fDxWrVqF4cOHo1+/fvj+++/x1VdfISkpCQDw3nvvYerUqXj88cfRo0cP3HzzzdizZw8yMjK8knHw4ME4dOiQmHnLSr9+/fDTTz/hxIkTGDlyJHJycvDMM8+gXbt2Yp/33nsPGRkZGD16NG6//XY8/PDDSE1NDcTH1ySWLl2KadOmYfr06ejVqxeWLVuGjIwMrFy5UrZ/VlYWli9fjqlTpyIuLk62z65duzB8+HBMmjQJWVlZGDt2LO699178+uuvwfxVFAXvZQY6giBaHjSmBQ9l2FUJMKDYD4JozWRmZuK9995DfX09oqKiZPsUFBS4vcatt94qG1NgRaPRYOHChVi4cKHs8fvvvx/333+/y/P37t3rUr7Bgwdjy5YtLs9t27YtNm6UZhecMmWKy/6hwGAwIC8vT8xoZmXs2LHYuXOn39cdMWIE/vOf/2Dv3r248sorcfr0aWzatAl//vOfXZ6j1+uh1+vF/erqar/vTxAEEW5oTAsOpLgpBIrZJwiCCC3l5eXgOA5paWmS9rS0NJSUlPh93XvuuQdlZWUYMWIEBEGAyWTCI4884qQg2rN48WLZycfhw4clgfahpqioyK/zugiAdT3y4MGDgRPIDn9lCwUkm3+QbDYEQYAgCGhoaADP8277Go1G1Ncrs2aikmUDQiufXq+HwWDA8ePHnRKb1NZ6l+eCFDeFwDAAyLOEIAgi5DgOoIIgNClb2LZt2/DCCy9gxYoVGDJkCE6ePIlZs2ahXbt2eOaZZ2TPmTdvHubOnSvuV1dXIyMjA3369EFsbKzfsgQC+4K33lL/SdPO95ZgXrupkGz+QbKZaWxsxJkzZxAZGekxqZE7q1a4UbJsQGjlY1kWWq0WnTp1cvqbeutlQYobQRAE0SpJTk6GSqVysq6VlpY6WeF84ZlnnsGUKVMwffp0AObJXl1dHR5++GHk5uaCZZ3Dy3U6HXQ6nd/3JAiCIFo+lJyEIAiCaJVotVoMHDgQW7dulbRv3boVw4YN8/u69fX1TsqZSqUSXZ9aAwy5kBAEQQQcsrgRBEEQrZa5c+diypQpGDRoEIYOHYp33nkHhYWFmDFjBgCzC+P58+fxwQcfiOfk5+cDMMcklJWVIT8/H1qtFr179wYATJgwAUuXLkVOTo7oKvnMM8/g5ptvdioUSxAEQRDeQoobQRAE0WqZOHEiKioqsGjRIhQXF6Nv377YtGkTMjMzAZgLbjvWdMvJyRG38/LysG7dOmRmZooZ0ubPnw+GYTB//nycP38eKSkpmDBhgqR2EUEQBEH4CiluBEEQRKtm5syZmDlzpuyxtWvXOrV5cndUq9VYsGABFixYEAjxCIIgCAIAxbgRBEEQBEEQBEEoHlLcCIIgCIIIKJSchCAIIvCQ4kYQBKFQrr76asyePTtk91u7di3i4+NDdj+CIAii9UBjWtMhxY0glA5nAna+ART/Hm5JiCBx//33g2EYMAyD6OhocXvJkiV4/vnnxX5ZWVlYtmyZ5NyWODARBEEQzRca04IHJSdRCEy4BSCUy2/vA1tyzdvPVYVXFiJoXH/99XjvvfdQX1+PqKgoAEBKSgqljycIgiCaHTSmBQeyuBGE0rl4yLmt6jyw9Vlo6kpCLw8RFHQ6Hdq2bSv5GTNmjOhWcvXVV+Ps2bOYM2eOuHq5bds2PPDAA6iqqhLbnnvuOQCAwWDA3//+d6SnpyM6OhpDhgzBtm3bJPdcu3YtOnbsiKioKNx2222oqKgI7S9NtFhoMZIgWjc0pgUHsrgpBArjJlxh4HhoHRvX3wsU/46sNl8AVx0Ig1TNBEEAjPXO7YYGQB3kb50mCmACN3397LPP0L9/fzz88MN46KGHAACJiYlYtmwZnn32WRw7dgwAEBMTAwB44IEHUFBQgPXr16N9+/b4/PPPcf311+PgwYPo1q0b9uzZgwcffBAvvvgibr/9dmzevJnS1xMEQSgZGtNa/ZhGihtBKJzDF2qQ49hoiXeLqDkbcnmaFcZ64MX2Ts1Robj30xcAbbTX3Tdu3CgOUAAwfvx4yfHExESoVCq0adMGbdu2Fdvj4uLAMIyk7dSpU/joo49w7tw5tG9v/v2feOIJbN68Ge+99x5efPFFLF++HOPGjcNTTz0FAOjevTt27tyJzZs3+/XrEoQ9OsYYbhEIouVBY1qrH9NIcVMI5FZCuMJg4sItAhECrrnmGqxcuRINDQ2IjIxEdHQ07r33Xr+u9dtvv0EQBHTv3l3SrtfrkZSUBAA4evQobrvtNsnxoUOHtrhBjiAIggg9NKYFB1LcCELhCAF0TWh1aKLMq4QO1Nc3ICoqMvj39oHo6Gh07dpVEsjtLzzPQ6VSIS8vzykQ3LoCKgjkoE0QBNGsoDGt1Y9ppLgphNbxuBFBgecAlrI0ycIw8q4dJgbQhsS5JKBotVpwHOexLScnBxzHobS0FCNHjpS9Vu/evbF7925Jm+M+QRAEoSBoTGv1YxpllVQIZFMhXOPh6ag6FxoxiLCTlZWF7du34/z58ygvLxfbamtr8f3336O8vBz19fXo3r07Jk+ejKlTp+Kzzz7DmTNnsG/fPrz00kvYtGkTAOCxxx7D5s2bsWTJEhw/fhxvvPFGi3MpIQiCIJQLjWm+Q4obQSgcidrG884dqp3dJoiWyaJFi1BQUIAuXbogJSUFADBs2DDMmDEDEydOREpKCpYsWQIAeO+99zB16lQ8/vjj6NGjB26++Wbs2bMHGRkZAICrrroKq1evxuuvv44BAwZgy5YtmD9/fth+N6IFw1OcLkEQztCY5jvkKqkQyFWScIWOq7Pt1JYAsdKMUsbacmhCLBMRWNauXSvb7lij5qqrrsLvv//u1G/lypVYuXKlpE2j0WDhwoVYuHChy/s++OCDePDBByVtjz/+uHdCE4S3cAaADXL8DUEQioHGtOBBFjeFQK6ShNc4WN0q9n0SJkEIgiA8wxv14RaBIAiiRUCKG0EoHM5OUauoMwLGOsnxtgVfAGXHQiwVQRCEdxg4GRdvgiAIwmdIcSMIhWOf4ZbjBYBzLmzbUEKKG0EQyoQv+CXcIhAEQbQISHFTCO2Fi+EWgVAoDKSr1TxncuqzvyYuVOIQBEH4BFtyINwiEARBtAhIcVMilIGLsIMRbIobAwGNRoNTH1YgVySCIBQKQ1MNgiCIQEBvUyViqPPch2g1MJKcozyEU9ud+iRFU4JYK7xcyQSiWUJ/y5ZBnZEWIwnCX+g92HIIxN+SZntKxFAHRMSGWwpCITCCbdITceRjRP+y2KkPSwUloNVqwbIsLly4gJSUFGi1WjCMfL5WvV4PllXmupWSZQNCI58gCDAYDCgrKwPLstBqtUG9HxFcjhXXYFi4hSCIZgaNaaGhuY1ppLgpEMHYQOUBCBF7V8k2MkobAIBcJcGyLDp16oTi4mJcuOC+KLnBYFCsMqBk2YDQyhcVFYWOHTsqetAnPMPSgEYQPkNjWmhobmMaKW5KZOUwYH5JuKUgFALjhVIm8M4JS1ojWq0WHTt2hMlkAse5ds86fvw4OnXqFELJvEfJsgGhk0+lUkGtVrtcYSaaERTjRjhSfgKIzwTUyp3QKwEa04JPcxvT/FLcVqxYgZdffhnFxcXo06cPli1bhpEjR8r2LS4uxuOPP468vDycOHECjz32GJYtW+bUr7KyErm5ufjss89w+fJldOrUCa+++ipuuOEGf0Rs1jCmhnCLQCgKbxQ3cpW0wjAMNBoNNBqN2z4REREhlMp7lCwboHz5CAVCHgGEPX9sAtbfC2QMAaZtkRyKLs0DjpwBet8cJuGUB41pwUXp8jni8zLYhg0bMHv2bOTm5mL//v0YOXIkxo8fj8LCQtn+er0eKSkpyM3NRf/+/WX7GAwGXHfddSgoKMAnn3yCY8eOYdWqVUhPT/dVPIJocbjLGHmKbweALG4EQSgXLUcJtwg7fl1j/r9oj9OhzjtmAf+dAlTKzykJorXjs8Vt6dKlmDZtGqZPnw4AWLZsGb799lusXLkSixc7x99kZWVh+fLlAIA1a9bIXnPNmjW4dOkSdu7cKa4oZGZm+ioaQbRIVIJrpYyzrL0IlHWKIAiF0uviVwDeCLcYhGLwwkOk6hwQ3zH4ohBEM8Mni5vBYEBeXh7Gjh0raR87dix27tzptxBffvklhg4dikcffRRpaWno27cvXnzxRbf+vATRWmAFo2x7uRALXlTc6LtCEIQyaeBdu3gRrQ+DycV4JdgpdJz8uEcQrR2fFLfy8nJwHIe0tDRJe1paGkpK/E+mcfr0aXzyySfgOA6bNm3C/Pnz8eqrr+KFF15weY5er0d1dbXkhyBaIqwgHeTKBHOpiMeNj4BRWYzmnHNRboIgCCXAm/ThFoFQEGfKa+UP2C1AVtZSrD9ByOFXchLHjCiCIDQpSwrP80hNTcU777wDlUqFgQMH4sKFC3j55Zfx7LPPyp6zePFiLFy40Kn98OHDiImJ8VuWplJUVOTXedkO+wcPHmy6MA74K1soINlcUyy0QzccFfdTGPMiRY0QiUbBvJJdev4sjEF4ZppCuD83d5Bs/qMU+WprXUz+CMWRzNDCKmHD6NLiZmsvqapDfGjEIYhmhU+KW3JyMlQqlZN1rbS01MkK5wvt2rWDRqOBSqUS23r16oWSkhKX9RXmzZuHuXPnivvV1dXIyMhAnz59EBsb3uLV2dmOaphnTn7cHl1ZW50Of67hDcG6biAg2eTZu6U7YPzBqZ0DCyOjAwSgbVIcuivw86O/qX8oWTZAGfKRlwVBtCyE+gqxhi25/xOEPD65Smq1WgwcOBBbt26VtG/duhXDhg3zW4jhw4fj5MmT4O0SLBw/fhzt2rVzWRRPp9MhNjZW8tOc+V3oEm4RCIUSqZIP5H7yhj7QMzrzDpWQIAiCIJoBjCAzpl06DWZpL1sfypRMELL4XA5g7ty5WL16NdasWYOjR49izpw5KCwsxIwZMwCYLWFTp06VnJOfn4/8/HzU1tairKwM+fn5OHLkiHj8kUceQUVFBWbNmoXjx4/j66+/xosvvohHH320ib9ec8L2IqsVmk89CSL4dEuJlG2Pj46AkTEvbPCG+lCKRBAEQRB+IbsUuepPkl2GLG4EIYvPMW4TJ05ERUUFFi1ahOLiYvTt2xebNm0S0/cXFxc71XTLyckRt/Py8rBu3TpkZmaioKAAAJCRkYEtW7Zgzpw56NevH9LT0zFr1iw8+eSTTfjVmhdRGpVYZ7kSMQhflB6hNBgXddwYVgUTqwM4QDA0hlgqgiAIgvAdRk51a7gs3XdTBocgWjN+JSeZOXMmZs6cKXts7dq1Tm2CnFncgaFDh2L37t3+iNP84DmAVUmaUtrogCrzttr/PC9ES8TFyqNKpYaJtVjcjGRxIwiCIJoDnueE2ppzIZCDIJofPrtKEk2DP74V/IsdwOVvkLTbr0CxoGLKhA1XQdqMSgWOtca4UbptgiCUibWECUEA8jFuB4XOkv1Ov78SKnEIollBiluIET66B6ypHqovHrY18hwGVtkSvsi6ERCtFxdB2qxKBbDmrzDHkVsJQRDKYSt3hbhdLsSHTxBCcaSb7MJpLEpcIZ8cJmkIonlBiluIMfEyfpC/fyTZJcWNkCDIW9xYVg2GUVm6kOJGEIQy0ZH/P2EHaz+mWRS3CBjDJA1BNC9IcQsxBrmwwktnJLvJqAyNMETzwJXiplKDscRK8qS4EQShICTu/6S3EXZIF6fN24k6aYjIf1U3hVAigmg+kOKmVLxI6EK0Enj5mEeVSmWzuFHqZIIgFERKjK0Gq6vMuETrhLeb31jHrhi1dAwr19P0lCDkoG9GiGFl3CCrGp1dBOrrqkIhDtEMcFWIlGHV4BnzV5gmRgRBKAl7q4o3maWJ1oPk2bAsTLIO4xwlaSMIeUhxCzFy8WtHi6ud2uqqK0MgDdEssHOVtC/OrlKpAIvillP2BVlpCYJQKPRuImxIFDfLtkqQLmD3TI0KqUwE0VwgxS3EyK0iMTKucIa6yhBIQzQL7BS3Bwx/F7dZlRpRfK2t36FPQykVQRCEV8ilfydaL/aKG29xlXRU3GK0FBhJEHKQ4hZiVI6KW9FeDLnwvlM/Qz25ShJmBpV+BgBYarwTdfFdxXaWYaQW3J2vh1o0giAIeeyUtUxcCKMghNJgJDFuVoub1FUy2lAWUpkIorlAiluIkUy0BQH4ZJpsPxMpboQD3TUleOHeUVhlugFrTWOhik6UPk91NNARBKEAGi6jX+M+aZtD9mSi9SJncWvPSZX7Xpd+AC7kh1IsgmgWyOSmJ4KJmrFZ3ErPHEAKBMg5BJga60InFKFc7FYmuydFIC4+Ei+Y7gMA3AJInh0hIl72WSIIgggp219xauLqLkGV2CkMwhBKg/U2cc3+/wDtBwRfIIJoRpDFLcTUwhZwa+AYVDXIF5006RtCJRKhZOwGNYYRkBRtS7EdE6GGkbMtBPyuzQmpaARBELI0VDo1HT1fEXo5CEUizTjKA67K2dSXh0gigmg+kOIWYuqZSHGb5wxoNMi/sEzGxlCJRCga2wBX12iEWsXiwHNj8fuzY6FRsbhYZ4sLOFtG7rUE4Q8rVqxAp06dEBERgYEDB2LHjh0u+xYXF2PSpEno0aMHWJbF7NmzZftVVlbi0UcfRbt27RAREYFevXph06ZNQfoNlMXleucFSTXky5oQrQ+pq6QA6GvE/aXGO23Hjm0OqVwE0RwgxS3EsHb1tkxGg9Px03xbAABnIMWNsKxGijtmJT82QoO4KI3luO2wkZ4ZgvCZDRs2YPbs2cjNzcX+/fsxcuRIjB8/HoWFhbL99Xo9UlJSkJubi/79+8v2MRgMuO6661BQUIBPPvkEx44dw6pVq5Cenh7MX0UxHC91dvU3GpzHO6J1Yq+4qY9+DlSav2ucwKARGvFYo0DRPAThCH0rQgwLm4Ut7sC7cFyXrEAsOqMEPFncCAACx4lxa3KlJNLbqIEa67YqdIIRRAth6dKlmDZtGqZPnw4AWLZsGb799lusXLkSixcvduqflZWF5cuXAwDWrFkje801a9bg0qVL2LlzJzQa80Q0MzMzSL+BAmGco22NBn0YBCGUiL3iFvHtE+K2ihHQlbElKaliE0HV3AhCClncQsmlM0iErdh20olP4FiYtFKIAQBS3AgzRz4XNzmZdRYjY1udjFFTrSSC8AWDwYC8vDyMHTtW0j527Fjs3LnT7+t++eWXGDp0KB599FGkpaWhb9++ePHFF8FxLmJ5WhzOipuchwnROlExrseqK9pcFrd5Q30oxCGIZgUpbqHk4z977FJtXV+SKcpNtEJObxM3TXC2qH0fe7u4zfDyiW4IgpCnvLwcHMchLS1N0p6WloaSkhK/r3v69Gl88skn4DgOmzZtwvz58/Hqq6/ihRdecHmOXq9HdXW15Ke5IshY3EDvJ8IL6jTJ4jbL0DyIIBwhV8lQUvy7xy5xMW2ABgACBXITAM9qxdWV4xHZGOxwvE4Vh6eM0/FPzWpS3AjCTxgHRUMQBKc2X+B5HqmpqXjnnXegUqkwcOBAXLhwAS+//DKeffZZ2XMWL16MhQsXOrUfPnwYMTExfsvSVIqKinw+p1Hv/C66VFqCgwcPBkIkEX9kCxUkm2uy3RyrbrC51B5he6A8wM9MUwj35+YOks1/lCJfbW2tV/1IcQsjp/m2iGZtA9wn3CgkaTRAA8DypLgRwKnLRvSwbP8afz0mOxwXIMBoCeBW8eSKRBC+kJycDJVK5WRdKy0tdbLC+UK7du2g0WigUtms5L169UJJSQkMBgO0Wq3TOfPmzcPcuXPF/erqamRkZKBPnz6IjY31W5ZAkJ3tbqrtzK5tEYAlP8l5IQnpTAWSEmJ9vk4wZAslJJsLPnVzjLFzBBMExX2GSpPHHpLNf5Qgn7deFuQqGUaOx0jtJyaBhUZtzRZILgIEUFxji4kRGOd1FjXLwGhZf+lZuydkchFES0Cr1WLgwIHYunWrpH3r1q0YNmyY39cdPnw4Tp48Cd7O5f348eNo166drNIGADqdDrGxsZKfZoudtbJWMJfAYTjyCCA8o7GblY4RdklTJxMEQYpbOEmKlH78SW0iwajMk3CGLG4EgAZtorh9y8BOTsfv6B0Lxj7b5Lm8UIhFEC2GuXPnYvXq1VizZg2OHj2KOXPmoLCwEDNmzABgtoRNnTpVck5+fj7y8/NRW1uLsrIy5Ofn48iRI+LxRx55BBUVFZg1axaOHz+Or7/+Gi+++CIeffTRkP5u4cOmuPGsWVEVXBVZJgg7GIeEbSg/Hh5BCEKhkKtkGGF4I1R25QGiI3TgGbNrDSPQIEcAjRbF7ZIQgyFdkpyOx0Wo8GC2BjhmaagrDaF0BNH8mThxIioqKrBo0SIUFxejb9++2LRpk5i+v7i42KmmW05Ojridl5eHdevWITMzEwUFBQCAjIwMbNmyBXPmzEG/fv2Qnp6OWbNm4cknnwzZ7xVW7OMDVRqAAwQa0wgLVvdZORjHsjcchQAQhD2kuIWRQZc3SRtYFoKouJHFjbCZxH/ju+FqlbyBvDx1BHDMXFeK3EoIwndmzpyJmTNnyh5bu3atU5vgxfds6NCh2L17d1NFa57YxSlx1pIl5P5PWPiRG4D71N/LH3T8apGlliAkkKtkCDkvmC0mlUK07HGBUQGsRXGjlxUBIDHK/DwIYKF2objVJfcVtzkqI0EQRJhh7BRbk1Vxo3cTYcFVvtZiIREGaCRtpVXeZdojiNYCKW4hRG1xi2QdXQEssAwjJqAgV0kCACI15iEuQqdx2UfFMNjD9wQAHC++7LIfQRBEKLAf4zhLjBtoTCMsZCVFyrbfa8jFhpgpkjZDIxXhJgh7SHELIVpLMUktY3OD/Jq7UtxmwUOwWNzIPYAAbJbXSK1rxa24qgEmwfzc8Ea9y34EQRChYEDFRnGbZy2ZksniRljQqeRtbhxYXFIl4Rnj/WKbU7ISgmjlkOIWQqyJSH7gB4ptN6r2itu9K7dRjBshwVoWwvpcyHF1j1SYYD5uNFIgN0EQ4UXLN4rbVsWNvEgIG/JK/JDOyRAEqbJGCj9BSCHFLVTUliLWUpG0rN9fZLtEmirBWIO6KckEAbsU2oyrqAAgMykKMUwDACDp0m+hEIsgCMIrBNHiRoobYcFFoppZ1/bA9d1iUCikim0cR88NQdhDiluoWD9Z3Bzay7keFwCU8Al22bholYmAGBfizuKmUbEYyJ4AAGSc+TgkYhEEQXiD1eJGWSUJK4yLhWmWVSGnXSR6DL9dbCPFjSCkkOIWKs7ZXCK1UTGyXUrYVFFxc/ViI1oZFjcRwWUeLoIgCGXxG9/VtsNaqg6RqyRhxZUSb5n/tE+IwgHevMBtIsWNICSQ4hYGIiMiZNsjNCowrNVVklYnCdieA9a1xY0gCEJJbOMGiNu2MY0WIwkrLixuKvM41zEpCrxlsZIsbgQhhRS3UHB6m2RXrdHKdutgKrLFMpHiRsAWFyLQV5UgiGZCdFQUAOATbhTAUKZkQgrjYn6jsij5V3dPEcc8E0eJ2gjCHpoNhoDy43sk+yqVfGp3Dqwtxo0UNwIQnwN3MW4EQRBKomdaNACAE1hajCRksFnceMEWBmC1zjIMI5bA4Th6bgjCHlLcQkDFmXzJvkqjwXumcU79fjV2smWVJAgADG9ebRQ8uEquN10NAKgWooItEkEQhI3qYmD7y0BtqXm/4GeMPrcSAJCeGGVbdKIYN8KCvcXNTm8DY7dAKVgUfoEUfoKQQFpCCOhxcZNkX6PR4sfOT6CIT5G0x0Wq7ZKT0MuKAGBV3DxY3HbyfQBADOgmCMWS9z7wclfgq1nhloQIBOvvBX74B/DfqQAA4d+2jIBqlcrmKkljGmHF7llQ2VnfWNY2JRXDA8jFliAkkOIWBlQqNT548Er8i7tN0q5Ts3Z13GiQI2BXDkDtvpslkJt1EfRNEErhclUlUFeGqspL4RaFCAQX9pv/L9wFAODtJ9qMzf2foQk4YYFxMU4xKts4Z7W48TyNaQRhDyluYcAagDtj1rP4q3qB9KDVx5vquBGwTXYY1v1XlbN8lVmGBjlC2ZwoqQIAHC+tC7MkRDAQeHs3OFYc06g2KSHiqo6bxt7V37qITQo/QdhDilsYYFnzSlKX1DZ4ff5cyTGbxY0m4IRdVknWvcVtXN92AIBI990IIvxY3m0CxfO2AmwWNxrSCCsD6n4Wt0fol+Fxwww8YpgFVk0xbgThCRo5Q8B3qhFe9RPAgmEpHoCwcHYnBpd8ZN72EOPWLsFc1D1CRYW6CYUjrqDT8NPSMSvn5ncSxW0TAIDGKnHzBeMknBNS8Sk/Ct/wQ6CWiXGzt+ASBEEjZ0jgIpMBACaBxWj9Uqfjzxsno1hIxMdJfxGDc2mQI/DeeHHTU1ZJazYucrElAACXTgM1JeGWQhbrRIwsbi0TSfySXYwbLUYSjsQwjZhyVSYAIELDIkJj905gSHEjCDn8GjlXrFiBTp06ISIiAgMHDsSOHTtc9i0uLsakSZPQo0cPsCyL2bNnu732+vXrwTAMbr31Vn9EUyQJkeZJ9ZvcLRgycJDT8ZSxj2OC+m385ZYxYFiqeUM4w3hS3FhrchJ6blo99ZeAf+UAr/YItySyMFaLGyluLR/Gro4bJU4iABjt6rJ1T9Zh4c19cPC5sdj/zFgwjM1jRBBdbGlMIwh7fB45N2zYgNmzZyM3Nxf79+/HyJEjMX78eBQWFsr21+v1SElJQW5uLvr37+/22mfPnsUTTzyBkSNH+iqWsrHEKQ3ulIwldzp/BjNGd8G++dchKzkaLKVOJmSI019030F8bmhy1OqpOBVuCdzSpuE8AKBBFRtmSYhgIHHWtnOVpDGNAIDGonxxOy1aBZZl0CZCg0itdHHSmimZygEQhBSfFbelS5di2rRpmD59Onr16oVly5YhIyMDK1eulO2flZWF5cuXY+rUqYiLi3N5XY7jMHnyZCxcuBCdO3f2VSxlI64wu7aaWFeaWBVNwAlnul7a5va49bnpajoRAmkIZaPsdwdragAA1GiTwywJEQh4wU1crcRVUtnPJREaorbZZdLmDK47ksWNIGTxSXEzGAzIy8vD2LFjJe1jx47Fzp07myTIokWLkJKSgmnTpjXpOkrEGq/myd0NsC9ASYMcYYP3kFVS4namcIsLEVyq6vW2ncsFYZPDFfV6IwAgLkoXZkmIQOC2BIl9HTca0wgAAqsVtzk3Sr+YnIQUN4KQ4FPy8PLycnAch7S0NEl7WloaSkr8D4T/5Zdf8O677yI/P9/rc/R6PfR62wSlurra7/sHG2tMh6cEE4BdvS56WRF21JtYRLs5LlkUqL0IJHUJukyEMimpqofo29BQCSSEURg5LO82jYZqV7RE7BU5gWHBMuQqSdgoq+fQzrK9K+UODHbRL5o3z+li6wpCIRZBNBv8GjntA0gBQBAEpzZvqampwX333YdVq1YhOdl715nFixdj4cKFTu2HDx9GTEyMX7IEgqKiIqe27KofAQC1tfU4ePCg2/Mryi8BAATO5LFvIGRTCiSbM9l22408I/s8WGW7eLFUbDt98hjqqtsEWzyP0N/UP5oqW8W5IljTklT+70kUjXil6ULZ0VT5jEbzgltVVU2T3nG1tbVNkoMIPgzD2LKHkqskAeBinU1xK1e3d9mvW6P53dCn4AMArwdfMIJoJvikuCUnJ0OlUjlZ10pLS52scN5y6tQpFBQUYMKECWIbb0n/qlarcezYMXTp4mw9mDdvHubOtRWvrq6uRkZGBvr06YPY2PAGvWdn26bcgr4GjGCeqCTGaCXH5Dh0MR84CbAs0NdD36bKpjRINgc+tW1y0LiUITs7G0JVEXDEvN95x2zgr78pwupGf1P/aIpspyp+F7fjL+5GfLtIILlrIMQSaYp8+ZtVgB6IT0ho0nWU7GXRmqgXdIhiLN4vhnrpQYmrJFncCIBnNOL24E5JYZSEIJonPsW4abVaDBw4EFu3bpW0b926FcOGDfNLgJ49e+LgwYPIz88Xf26++WZcc801yM/PR0ZGhux5Op0OsbGxkh8lcqm8TNzWG00e+6ssSSYYWp1s+Rz4GPj0Ia9Wok2M+zUWsYyElR+eb4pkRDMmPW+JtMFQEx5BXGF93qkcQIvAaLf+21BfJz3IsDZvHBrTCEjjtW/MbuemJ0EQcvjsKjl37lxMmTIFgwYNwtChQ/HOO++gsLAQM2bMAGC2hJ0/fx4ffPCBeI41dq22thZlZWXIz8+HVqtF7969ERERgb59+0ruER8fDwBO7c0RZs+b4jbrhTspy1oVN1qdbPF8Nt38P8MAt79j3m6oBAp3A13HSLrWMe7dfx2frRoDEH5nSSIc6GqlrozlJ/YhuX1OmKRxhoU55pfxlHCHUD6CgDjGpqw16hsRaX+YYWFbH6YxjQB4u0VI1nHBkSAIj/g8ck6cOBEVFRVYtGgRiouL0bdvX2zatAmZmZkAzAW3HWu65eTYJg15eXlYt24dMjMzUVBQ0DTpmwGJB1aL294oY7askjTItRoObLApbi93BXgjEJ8p6bIycjrecnMJxxjTS4VHSHFrpdRqU9FGb3NnV//xBTD64fAJ5IDoTeBnXDShILa/LNnlOKNkn7GzuJEXCQEAHEvZZAmiKfi15Dlz5kzMnDlT9tjatWud2gQfX9hy12gZeP4crIobDXKtFN4y8ak8K2m+rOvg9jRWkBYpbWs466In0WKoLgbqyoB2/STNlxs4tLHzQuRNRigK6wIWS66SzZ4fX5Ds8iaHulz2MW7kRUIAOKfrCtR9H24xCKLZQiNnKPHK4mZxlSSLG2HHg6O6uT1eHydNRLIvamQwxSEUQN2aW4C3RwLFv0vaC4S2kn0Dp6xFIOu7jWE8l0chmhecySGO274AN9VxIwCoLO6Rn3I0RhGEP5DipjBUKkqdTDgzrHtbt8dNkSmS/R017vsTzZ/oymMAgNP7Nkva87TSykich8Q2IcfybmPI4tbikFPcbG7cNKYRQGKkecGGd1N8GwBeNd4JACgXlJl4jiDCBY2cQeZnro+4bfLCt1tlsbhZSyIQBABo1Bq3x02c9Hnp2zE1mOIQCuJirXSyrGGlE+QLySNCKY5HRG8Csri1ODiTXtrAsBAoqyRhR5TG/DwkxES47VeCRABAMlMN1FUEXS6CaC6Q4hZkVEmdxW1G7VlxM1lWoRjwaDRyHnoTLQZ9LXBhv8vDGrX7SW6f9DjJfnIkfbVbDaz02eiZFiXZ51n3Sn+oEeN3yeLW4uAdLG4My4qWVYpxIwCIISPREe7nQ23jo207lQVBFIggmhc0cgYZjWAL1tZHeLaCNPLmP0kvtgh1es9134gWwivdgHeulj30CTdKjAtwRVykdHIeITQESjJCgQh15bYdlfRvH6uTvtYVFS8rCOhtOADAnHGQaFlwjolwGAbWaYainkMifFgVeA9ZZYd3tXP/p3cFQYjQtyHIsLzNdaQs8waP/dWwKWusvjooMhEKwNEV1ljvsusK080+X54x1nnuRDRb6v49WdxmHeqhMQ4ZRhleQZb7o1+JmyxNxlocvMN7J7nmqG2CTq6SBCAqboIHV2n7EjdFlxuDKhJBNCdo5AwyKs6suD1pfAi3XNHRY//oSFv5Ul5JEy4ioAi899bUpycM8P36BteKINH8iSnZLW5bC1pbaVMnLcAtKMhFrfCPPHFbYCnGraURv2cpzvBp4n5swzkxlpGh5CQEYFu09LBww9opbg0m5bzDCCLckOIWZFQWi9sdV3ZBhMbzRKVtlwHiNkcJSlosHOe94tajfaLP12dMpLi1WBwsF4xJ6hbb8+JXkv3ehesUY+1of2iluE2uki2P1Eu/4phgW6CsMjA2y4mCFhCIMGL1CPDgKmlvcWNoqkoQIvRtCDJqi+LGaCI99LQQZZukny0lV8mWii+KmzdJbQDgR66/7fomsta2VErfnSjZZ/S1bvvHNBYDxze77RMq1Hau49EOlkGiZZAcoxW3G0yMOEEnixsBwC7GzdP00+558aDkEURrghS3YFK4Bz0NhwEArNZ96lsRuxfUmx99GgypCAXgVO/IHWqt5z4AphufsO344IpJNC9Sz30r2WcMNZ5PKj8RJGn8p1LwcjGLUCwlQoJTG2uXLZRn1eIEnRQ3ArCLwfWhHAjjITkXQbQmSHELJmvGipsqby1udizXvBFIaQgF4ZvFzTvFjYMKC41TzOcIpLi1FrxR3KoKDwAVp0IgjRsc3DUPJ40LkyBEoFA7ZIq8IEjdunlGY1uLVIi7LhFmxOQk3k8/GZDiRhBWSHELEaaUPp47ORDHUJxSi4TnEfHVI153Z1TeKW4fPHglTDCvYrICuUq2FhxrZ8kRd+xj4PUrQiCNG4r2ipvPG+/D3UM6u+lMNAdUDorbifa3SixrAqOyi08ixY2AD66SdlDNR4IQoW9DkBBMesl+dvdOPl/jUMZkz52I5sfvH0Fz+juvu3sqvm1lVPcUDOliqRVIiQBaDb5kKA2n1aOgpFTcvqZvJmJ0aje9ieYAa1HcDusGAAB0ahZqwVbLTWBVVA6AkGJdVPSQVda+YDvZ2wjCBiluQaLmcplkX+fl5BsADkVfBQCojWwfUJkIZVBzZp9P/aO03j87SW3MLrksxbi1GhhflPQwlhip0dvk9Drml1A0Vosbz1qKwAs8WN4gHhcYm+IWx1eGWjxCgVjrSnqq46Yx2lzANQ3lQZWJIJoTpLgFiYpju/w+V6+KNm+Q1aRFcrjYfUxSuRAn2Y/0ooyEiKUYs2MRZqLl4svf2ifrXICxT/+vUpG1rSWgstQQ5Bib4lbJ2N5fBjZKTOve0XgaOP1TyGUkFIaXrpL10R3E7YyvJgIlh4IpFUE0G0hxCxKZ3z3k97kCyLWkZePe8SOZqZLssz5k1GIs7iekuLUMTmxeiZIXs3H53B+uO/mwwONLUpyAYxenwqqo+HZLwMnixnOIYG3Po1rF2MYzANj5eijFIxQI46WrZGHyKGnD7x8FSSKCaF6Q4hYkWLtA7PeyP/DxbPNAJ1Awd8vBZAC2PAOc2Q4t3+j1aeVCrG/3UZknUCxIcWsJdNv9FNoaClGy/jGXfRyV9P18V5d9ubqKgMnmK5KC2z6kAieUC+uguDECB7VdRluGYSSFlEvrjCBaOV5a3PQm6YKUYF0cIIhWDiluAYQ3GlC970OUnT4gaX/gjlt8uo5gLVhKrpIthz1vATv/Bbw/AQ0q98rY08Zp4vY+vodPt7Fa3CirZMuCN7hW9h0VN3f1slTbXgyUSD7D8LZJO+NhtZ1QPgLPQ81YFTdL5luBQ//6ndJ+dhY3tvRoyOQjFIqouLl/B9ySky7ZP1bWECyJCKJZQYpbAPn9039ieOFKpHwwEnl8tyZcyfxnEchVssXA/b5B3B5auk62zxzDI+jRuBY9brRZVzq08W2Cy1gtbpScpEUhMAxg0gPHtzgdc1zgiXATE8lfKgi0aF6jqrdLMKDWhU0OIjBwnG3BwGoNiW8879RPw9nK2iRzF4MvGKForMlJPC3exEZILWyldbSQTRAAKW4BhSm0rTRWCjEAgA9NY/y4kFixNABSBQlBAP/DCzDu+Fe4JWkW/BJ5tbjNuvi7Th7WGYdeuAV/HpYltvk6VAkac2KbCKEeeO9G4MO7KVayBSCARfXGXGDdXTIHpU+Ju5BI1fl9YXseevwyR9yuaj/KTc/Qs2LFCnTq1AkREREYOHAgduzY4bJvcXExJk2ahB49eoBlWcyePdvttdevXw+GYXDrrbcGVugww9tlKNXCnEmyR9XPTv1MJlu/DZETgy8YoXC8s7g5IlBCI0Kp7H4LeLWXORwmBJDiFkAYOyvHGNV+AMBk9ff+XMn8n4JdJYX9/wa7fQk03z+DuqU5MC4fCP7o1+EWS5lUnUdBea3HboImBhqV+Sv5D+NklAlx+G/CDJ9uxejMCwYdTWeBsz8DJ74FjORi0twRGBYR+Wtlj/Vv2CPZd+sqCQ449GkgRfOLkT2VU+pkw4YNmD17NnJzc7F//36MHDkS48ePR2FhoWx/vV6PlJQU5Obmon///m6vffbsWTzxxBMYOXJkMEQPK7xdopvsy1td9rO3zB2qi3PZj2gdxJguA7DU+PMFqzsuQSiMk+eKgZoLOHWuOCT3I8UtQAiGenTSu8n85su1xBi3gFwuKNR8+4K4HV19GprLJ8FumAQ0Vrk5qxXScBl4rTem1q112WWJcSI2cVeitK3NChExahZGcG9h8o2+WWy1kTFObY2N9TI9ieaEAAZaeJfYwaq4beSukj1uPPS/gMnlNQ7ZLLVq5Qw9S5cuxbRp0zB9+nT06tULy5YtQ0ZGBlauXCnbPysrC8uXL8fUqVMRF+daEeE4DpMnT8bChQvRuXPnYIkfNuwzlHK8azOv/ULCdb3bBlUmQvl0r8sDAMTqfZvkMmRxIxRKebV5cby81uChZ2BQzujZzDn9xq2IFdzX5/Iai+ImKNji9jUvPynEPzsC9ZdCK4yCqSnyXHtmBXcLZhpnIzEmUmx7YlwPHHhuHHq39y2rpDbKub++wbO1j1A2gocSEtLO5olypRAte/jExepAiOQTJT+vDfk9vcFgMCAvLw9jx46VtI8dOxY7d+50cZZ3LFq0CCkpKZg2bZrnzjBb8qqrqyU/iqTqHPBcHDTb/yk2meDGemI3jkVqaMpBmEmt9rEum4qyShJKxTzmCowP43QToCWMANGleo/nTl4iiPq0ck1uE41fujxW98UcRE96HwBQf/BLYNPfobr9Hei6KSuuxWsEHtjzDpAxGGif49Op5y/XoaeHPv+6NwcnL9bgqs6Jknad2vfMezpS3FomHlJnS7pa/le5iJDUG0OfuObM8SNQoq2lvLwcHMchLS1N0p6WloaSkhK/r/vLL7/g3XffRX5+vtfnLF68GAsXLnRqP3z4MGJinC3poaKoqEiy33PjBGgAaPfZLJK8i4UFfaMe+krbQt7ly5dx8ODBoMmmJEg2ebIt/zcYONlnwV62bLv26tq6gD47/kB/U/9QsmxA0+WrqzUbbRr1hiY9o7W13s3VSHELMn9k3edx4u4EE8IC3JwJuHwGSOpqlxTFM6y7tBknbPEOUZ9OMW98OAF4rnm6UcYVfQfsW2Te8fF3EHjPVtOb+wcu3iciNsmpzVBPiluzhLO5RqoFX+pfmd8bGfFaQOZP79u1AgPjQxH5cMA4vPsEQXBq85aamhrcd999WLVqFZKTk70+b968eZg7d664X11djYyMDPTp0wexsT7Wcwww2dl2U+hPLzsd1zHyz9TxdjciW1UIWLziEuLjpNcKtGwKg2Rz4OR34maNiUU/FzKIstmF48Ynpiji81SCDK4g2fynKfLt3hMJXAJ0EVFNuo63XhbktxAITK79WtU59/p8ubaXzT7gKee/89Cz6XCfTgfeGATh9/Xen+RBoYwW6swbe1c1QTLloLl03O9zjWyE2+N36wObhSg6QiaAuywwsZdEaNHX2SbIWt51nCInuLB2RMnbuDS8vmmC+YNdrbndfK/Q398FycnJUKlUTta10tJSJyuct5w6dQoFBQWYMGEC1Go11Go1PvjgA3z55ZdQq9U4deqU7Hk6nQ6xsbGSn+bCWcH5WbtR/yKYrBEwsrbSD4KCvUiIEPCfO8RNwcfpJ6Oi5CSEMrGW5PF3sc9XSHELAMJPL7k8xviY8hYAMvlzAICunPwAH0hURz4HANRu8aEwr8nzxE+oKQE2PeGvWIri1CX/J7qRRufVaSv/Mt2KyAC7j8ZFOscBdPhxFiWNaYZU19SJ20bBtXOE41BhTQZxOlJ+5U8dBsXNfq2nfLxyFnS0Wi0GDhyIrVulWRG3bt2KYcOG+XXNnj174uDBg8jPzxd/br75ZlxzzTXIz89HRkZGIERXFK9o/iLZz+e7oPuA4ZhyVSZMqijbAdLbCAuCD+7fAMBSchJCoVhfa74+0/5C34QAUJu3Hm1cHGNVvitu4aCxodbl7+CIwWiAde3rOy4HK0y3oAxxeFXzFq5kjwEASvK+RDu7c35T9ccVgRQ4hNins/aV5LxlLo8NiSnDQ/cN9Pvacrha8eF2vw3V1X8P6L2I4MJ7sUACACwjgOcFsKy0/iPvwhJ3QdUOXQMhoA80xHcHLLWZbxqqLJeZuXPnYsqUKRg0aBCGDh2Kd955B4WFhZgxw1yKY968eTh//jw++OAD8Rxr7FptbS3KysqQn58PrVaL3r17IyIiAn379pXcIz4+HgCc2lsK918/Atho2x/AnsKAiQMAAPXJdiUTFJxwiwgtgo+L2molp9kmgs/BT4C4DkBHF4nxwon4XiPFrdlQ3WAUlZ6N3BDcpLIlKmF9rVUSJhIF15YhR7iaUnF76LxNSK8yIS5Sg2h+AvAv85Sw3ba/Sc7RNY+PQZ4mTDb2VcZgrItjQxp/AbSh+WBU214AciYDcekhuR/hA78sN/8/fJa0nbO5YOvcuEoCAMfz4rvGqq5dkZkAyJQiq0LoE13ERZktwTu53vDPjhU8Jk6ciIqKCixatAjFxcXo27cvNm3ahMzMTADmgtuONd1ycmxJivLy8rBu3TpkZmaioKAglKKHBaOggoaRLmZlprhe9mOSOuOCkIj2zCWQyY2wcjRiAHxJ9RWO2FxCIRT/Dnxqyc6rwFwJLG9+NkNlcSNXSR/4769F+POavajVS7Oy1alstXyErtdLjjHNxOKm8mFAVe1ZIW6rNRr0aheL9vGR0Ol0Ls9hhdBnsgsUjOC/xe08G3pFaVCjfP0pvNYbjSe2hVQWwgMNlcDWZ80/jdLAZMHYKG57cpvm7JPgWPwSdRoVjvIdnfrGasPw2ufN36E2Ua7fEeFk5syZKCgogF6vR15eHkaNsrkwr127Ftu2bZP0FwTB6ced0rZ27Vp88cUXwRE+xHzHO/tOuKux9adeqdjPmxf0QpFvi2ge/BB7q0/9VUJoamQRCuTSmXBL4JZoQwUAoF6b6KFnYCDFzQd+/3wpZhb8FWu//13SrlfbBZHrpCuPzcXi5gs1l2wWN5Xd7xcR5XrVtTkrbvazjdpj21G65TWvZyB9U10HVOuF4NSl2frMnS6PXfjadTwmEXr0+gZx21AlLUjL2yluTucJGtygt8Wl8rxtccEa48YwDEx2r/hlptsBAFGa0Gd4FCzFmn11jyKUR6yM+4TKzTinU6vQNs5co5IhV0nCQlRkpOdOdghuksARLRsTr+wVn7qaSvOGLs5tv0BBipsPvKBZgyHsH+h3dq2k3d48qtZKX0b+BNQe6DoTAHASzqvlQcVLZeSbxt7itso+zbebjDqqZqy4MXalD2I+moDUnc+hcNcnXp3Lcq4n36+Y7mqybHIkRLtWFhvrA1QknggINXqbwmXc9Y7kmDvF7XNuOK4cMEDc1625VtxmROs5A7Xds8sJlvdUGCbPGr25lpcK/luvCWXQRub14jmWWxp/SRBP3+BbdllS3Fovh89XhlsEt+iNZldJA09ZJRWLlm+Q7Pdr2Ctuq1TSj5Rhff+II9v1AADUqEKjvVv5ftWTOHnSQ+p4nsd9JWarzXYu2ykZxu6IEZL9MsH8OzRrxU3GVfLCKe+KLDIm15PvE20G+y2Tv/Q2HAQM7uOliNBh/+05dlFadI13UwPwRK9H8fSNdgsopQfBH/xMem2GweZYs/V1E3clrs40z7izan9rotQ+Igjof/RVAECfxv2hvTcRcOTehyqNexdYwfKkC+QrSVhoG+e+VA4AHOSzxG3By2RNRMuDs39vVF8InyAuUFsG8tQ436zI/kKKmx8wblYNWYdCs/qGOhc9XaPVml9oKj7IK0wOE8MxF95GzL+vd9EZgLEBWJQg7iazztabHn/5N75mRov7H8Q8CABQofkqbrKWSC8nIGqTayXpL3/q7fJYU7lVv8j1wRfbOf3tiTBht/BxRfF6oNbmhsxx8t+Z2/QLMe3GkU7vGvbTBxyeSwbfa6/BdfoleMz4fxh4YR0AIEVfFDj5vaD+wP9Cej8iyMi8+zith5zEDFncCN/5le8hbpPi1npRG+wWNZf28qokVSiJtIQfaNShyfdIiluAYRx8/RNSfE9OoY4yx8wlCZeCGs0tVJ51amvLuM4uadq2RLIfq3Ge/CckJOKaeZ9hIf6CJZiKa4abc8ipm7HFjZVx72K8/H3iDMUuj6UkBK/A7uz73Rd+bywvCNq9iSaweZ64yXPyyvU//jwO7eMjodLJZIf8Y6NtYYllkNMxESeEDjCFMYHwofzdYbs3EXg6GE5L9hsELZJjpBa3hwxz5U8mixvhA6fsw0U4cpVsrag4qZcbjm2ybbtY4Awl4phLBbiVi7uhJzHdtkJUok5HXFKaz9eP6TIUnMAgHWWoLj/vh4TeYfrat7pe6l+WSvZZFy/SKK0ajzy+CPfNXoI2UWbTcXN2lWRlYoIEk4fUxGd3Ac/FIbPRteupOjq5qaK55Ooeqfiz4UmXx8suVwbt3oT3OL7m+Wqbom+fcMSeLl26m8+ViZ8VjnwJ+zfU3Ou6Y/qITtg8e2STZfUXwU2sHtH8SOAvSfbHGxYDAF4x3oV8vjP6NL6LUTffL+kjWKcapLgRPqAZPNW2QzFurRbH2LH6QovL/TdPAi93BqrOhUEqG2LSpRAl3yLFzQ8YF4OPidFCrWLR+PgZFIxbi7SnvYuDciQuPgEGmDMO1tX77mrpLaeMSU06n+Vdm6tT20SgfXwkWJU5rkbdjJMScDKFjNUX96PR4EZ5e8+Ny6kFkzqqKWJ55Kbbp+BP+ldkCzGrSw+YNwRBEStWrRaHRYHzVbbvlFyM26+3/4wIjevBoaTkvN37iUVCtBbzb+qNnm2DZ931BGPn5vIFc62bnoTSETY/LdlfYrwbpvjOAID465/GkoyV+HXRbZhyVWY4xCNaGKxKjRWmmwEAgouFLKIFUV0MFO11am40SOcop4rN6fex5y2gsQrY/nIopHMJWdyaMQdHvw0AiGiTiKyhtzm5TfqCGMzNBe9ltb0suknn6+C5IKZaa1Xcmm/xTLnCn4MMv2Ln24/5fK2+jatxn2EeOjf+BxmJwQ1kvWtQBt6Zcy/WjcvDEV46kWr3vbnYc+O6+2B8tTegr5W7BBFkBAf7fUStrdAz76BQH9VmY1C/bLfXa7CmJYbzGLKRu8q2E8JJEGO0xXn2mkzlKJozzO43JfsalQqfPWJ2h58+sjPWPXQVIrUy4571YaRyAIQPzBjdRSxpIvC0wNjiWdoTePc64FyepDm+URqX3Wh0eI80uA7xCQXWzOMMWdyaD5eYeACAqk1qwK7JWf40rhIUBIJ7+Y2y7fWl3hU7vMC29dhHpbYobk0oYh1uIgR5V68/Vazz+Voj+nTGz3w2buzfATp18L/kXVNjcN+wLtA++rNsMeaIExuhqb+Ist++DLoshDOCg1UthSt1eczEei5ebeAESTkAe77T2JIG4dw+3wRtCnYTrs6ZZIlpSQzpkozUWM/ZASM588KQxkQLRATwkvEer/qltNHhikxLSAFZ3FoNfOEuyX6vQulcSxAALLbNZ8qqgueZ5g2ilwtLFjfFYl/XCwAShUoAgE4XOAsKb6kNxwfR4tZGXyLbXvft805tnJ0c+/ju+I7LwXtt53u8h0ptdvlszq6S/Y2+pzA3ukgG8daUgTj43Fi8fm9OU8Xyia5psVA/utPl8cJL4X3xtVYEN4VFHWPceMZzghEOrK0At0MpkruGdLPtrBnng5RNwz59vDpEWbeIIMDJeE146RrUt848EbuiYFUgJSKUxrlfgf/cCZQelT1cJ5gXn77ir5I9LovVc6kZL/4SvnHkYoPb41eWrAP0VeL+xerwZpkUdQImNCoVKW5+cGX55+I2d9H2gtJFymR585NGwWypKr0cPBOw3hJH50jKqU+d2upqbV8STP4MP1zxOp64Z7zHe6gtpQ00zbkcgDtcxDtWM65jitpEyH/uwaZbmpuU3ZQzICwIblzHHGPcBC8GhQT+MtIFy4KMSvqcqePb+y5gILD7HR3rPhLNB0ODnLWMphDNEYY3Aj++6OSS1mRWjwFOboXwzVOyh1nLQNMvPd7rSwoWxU2ufiDRMqn0UQ8zBdHA4Q0smkFykhUrVqBTp06IiIjAwIEDsWPHDpd9i4uLMWnSJPTo0QMsy2L27NlOfVatWoWRI0ciISEBCQkJuPbaa7F3r3OAohI5su97cTs6yffU/65Is6TlP/H16wG7piO/81287ltviZ0xCSwGd++AF2/L9qqAplpjVkBZRgBvannKW+WqW2Tbead8gcBcw4xgi+MTNZXl4rZjrBURGhzdIU/x7cRt3iGmQ87i5ph4pj1ny0LLOSS/4ZJ7SPax/z8+yeovNUn9Q3IfIghwJsSe/wmoK0djvXPdzlCtMBOBJfn4R8BPLwGr/xSU618uPi3bbvUGmDuup9fXEuOGKD6y1cDKZExWMlZXyVAtTPr81t2wYQNmz56N3Nxc7N+/HyNHjsT48eNRWFgo21+v1yMlJQW5ubno319+AN+2bRvuvfde/Pjjj9i1axc6duyIsWPH4vz54KXCDxhJNvej5LimJfuQY5L6h4Bf00qCJWTmp44zJe0XhXinvo0Wi1sdE+lT5hyVRXEDAKPCiiYGgvgLP8m28w5frXsNudiiCc4g6S+lRSdtO5SmOyw4Wtx28bai7I5KnZzFrRZuFk80UsWta6qDR8D/HvVSyqZhTVbxS+TVIbkfETgMv7yOzN25MLw9BnoZxY0MqM0TtuxIUK+f2Cg/H7Ra3KK03k/MrUneGEpO0rKxG+8YVXi8knzG2AC8NRI9uOPmfaVa3JYuXYpp06Zh+vTp6NWrF5YtW4aMjAysXLlStn9WVhaWL1+OqVOnIi4uTrbPhx9+iJkzZ2LAgAHo2bMnVq1aBZ7n8f3338v2VxLpxz4AAJxhOjQ7N6BuRnONMVVkgqQ9jal06quvMytuDYxvKew1GltCBVODzIptC0CQSSDjOMke2TUJ38wKXy0tOXijzY889pJ/pSuIpsE7xLipVXYvfse6RTJZak+jg8trO7pup7bxbCEPBtEN5tp0Wk0zGYwJkbLdGwAA2uoCGGTe37zKc8IcAHjXZHar/5IbGjjhCL8pqQxPTLOYOIn1fuopsGYljyGLW8uGsy3sqx1Ca4xCaBQiXzEe+BQoOSDuM0pMTmIwGJCXl4exY8dK2seOHYudO10nPvCV+vp6GI1GJCYmuuyj1+tRXV0t+Qk1QmMVEgvMmRkjodDikIIAfHw/8Pkj0na7xAeRGueHzVAjLbJqqDd/vo2MbwlYNHYWN8POt306VxHIWKIO8VmS/csXzzr1actflOyP6p6GjMTg1m3zhjcyXhO3Ob1NcSvSB95aTHiBw2SkfYrlnddwGTm/zZMc61Wz2+n0/yTPdnlpr2Ju5RJONJWGSuhP7QAMdRAKfkZ20YfmdnKra3bUGWzjBFvoPMabVN6NByWCeXHQCGVOwFobavsarIZ61x0DiSBAw5ifJ2t9V2+wJlmiGLeWjcluPqLipN5Z1udGaRwsks6TQ2Vx88mRtLy8HBzHIS0tTdKelpaGkhL5DIX+8NRTTyE9PR3XXuu6WOvixYuxcOFCp/bDhw8jJiZwSULssa+gdPDgQQhnf0E/y75JYHDw4EEUFRXJndrke/mLpu4Ceh42J1Npd+Z3HK9+GvrYTLDGevSx9GmodVZ6N323FV269gbHC2gwmFCxbxOyAWTxhT7JIwiC+BkdOnoE8R3lzw3U5xZoGE6Pvg5t+3rPx9rLLF65+CAAoGTnBpzvMUHSx7Ha1pHqSAhN+Du6wtfPbfigQThxNh3d2PM4X3gK1kiDMRfewsHf7wHYwPmWK/VvCihHtsqLBbBPGWJqrENRURGYvNVOz12UUOf03cvu0R1ZP3yIgojJTtcuKCxCdbn0vez4XF74+ElU9HnAJ5k9fXZp/7sbqaYLAKQFCfQGY5PeZY7U1lJq+aBSKXV3a7fLebxldd6NtX/qnQ6cADrFk9VVCagFu4XmT6cB3cYCg3x7D3hEXwvYPx92i0SMD4qbOCaRxa1FYzDUiwoJY/TNIsyGKWu5iZcaPZgQLU76NUtzdAkUBCFgboJLlizBRx99hG3btiEiwrVrz7x58zB37lxxv7q6GhkZGejTpw9iY11n9GsSdskWSxs4dP5jvbjfARfRIds8LcrOdl8k19d7NeV6XKntBZlcfRjJWycDCyqBhfFi++XsB8AVvAmV3cN/6+8PI69HHs7+7xlcY9yOBMY2SfJZns/M/+m0GrfnBuRzCxDnTh9FwZYV6H7dg07Hrh3cGw906QM8Zz4W3XAOmY6y2/39zgtJGD5sGNLjg1Nw29fP7dT/tAAPJMVJJ109443QZAa2TIGS/qaOKEG2oggB+Nm2HxulQ0pGBphTxbL9HWXOzga6dCoHPnTum9M/G7EOGUzf3TAe09Tf2BrO7Ub2PUt9ltvtZ/fpBdnmSJ3777+vhMPLotWw5x3gm7+hu4vDekGNi0ICqjtc7dXlGEs9T5YPkIWX58iC2wQ09orbsU3mn7bZQIdB/l/UISbXeD4fms4jxH2BM4gLOSof3Katk2GyuLVwDn1h2za5LwfgiEoIT/yj4ODyKygxOUlycjJUKpWTda20tNTJCucPr7zyCl588UVs2bIF/fr1c9tXp9MhNjZW8tMUTIZGnNr7NQ5+9QYELxI1tN94H4x63x4uXzja4W4AQKGum4ee7rko58t+7BvJLq/SgX38CISHtknaqzbm4nbTJonS1hSC+XkFGvaDCRhR8gFS/3218zGHCcMJjUOGLIfn55LQJmhKmz+YWPOgyRukf4/DhaVy3Ylg4rCKzHJ6JBRsRJ+Kb72+xIhuyU5tZUIcIjXObhsvmaSFb9X1ofubD6z0/nciwszWZ90e7qF/H1cbXkO/Tu3c9rPCWmI33ZW/8BqTHnhjEPCfO5p+rVZKJ945eUjB6eNNuibv4HZ9uki6gGMy2Y5rtD7E24oxbqS4tWQidiwWt3mjbws84VLcGIe4czZEz6hPiptWq8XAgQOxdetWSfvWrVsxbNiwJgny8ssv4/nnn8fmzZsxaFATVn38xGgwoMumScjOy0XNpTKP/XuxRZI4sfsNfw+oPNUxnQAApRrXyQe8of26a5wb198r2b0xux2YNm3BpEutLX+q3+x06q6e85zavMUQHaY6Uj7S8OOraA/Xz4DV5/5Q3NUAANYgXfnnjVL/7CNRVwZWwCbCMRbFTS9V6gVOoXGaLRjH5CSJjYXokPdPn69zSZBaT6/TL4FG5fx6v2uItARIHF/p872Ilo/Jw9rlrnljsPGx0V7H7bJiEeUAKG7FvwOXTgOnvqeizAHkYl3TPkvOIUmXfXwkAAj7VovbWo0PrpIWt8pwTc6JEGAygDXaDASOpXA8Uc3GB1gg72AdFDe+MTReID77GsydOxerV6/GmjVrcPToUcyZMweFhYWYMcNco2revHmYOnWq5Jz8/Hzk5+ejtrYWZWVlyM/Px5EjtnS0S5Yswfz587FmzRpkZWWhpKQEJSUlIY1hiIyJRSnMiQEqzh310NvMgeQbxe1/PRtYxY2xOBWIFdn9wcsU72qZCZ4rjDG+16r7Lu5OAEBkMynNEfnTIrfHVZzZUsWrzVa0q86+ZT5w/jfg1V64+L209l63u9xfL9RECGb5VTXnJO2CKQiJKggPSL/fKY0Ffl3lS066cFYJ+WLrz9zUW7KvQ+j+5kuME0N2L6Jp6D1obu3iItG7vfdeLirLGONY4sIvNDbvBZWhZWYqDgeCTNZaX3BU3BgHNzLttn+I22q1D1NPS2p4FU8Liy2Wt0dJdn11qQ6IJd8fHL4zpsbQ6Cw+T6UnTpyIiooKLFq0CMXFxejbty82bdqEzMxMAOaC24413XJybJacvLw8rFu3DpmZmSgoKABgLuhtMBhw5513Ss5bsGABnnvuOV9F9JtLqhSkcpdQW3ZO9ngh0x4dBZv5/wr9HgDALqY/hkYENuhaTCfflPpaRs+uiaP0r2G7D5dU+7JSZiE6UgdUAWjmdVh+4AagHXMJ6qhMpAHoVLkLABDFWSYPq8zWzXZ7bAPUoit+wbNdvHMnChWdTebiqDmFayXtjq4uRPBxnMhGc1Uu+55HKlwtm6yJ+DPuN20R97f/TcbSDiDCwX2yXtAhVLlOx946JUR3IpoKj8DGaqjECU7T60VeuFQrJvRRGSjO0SccE4bYwTaxlidnko7vKjePkNqHtOmC2uxWqRH05jg6hqECgi2NMgdjCe+b9VcbwgVIe9QOVmCuMTRlNvyK7p05cyYKCgqg1+uRl5eHUaNs2vLatWuxbds2SX9BEJx+rEobABQUFMj2CaXSBgBqS8pR5pR8/TjHV0Vny8Q9WRP4h8aa7IXjOPwv/zzq9L4rPY01FeL2k8aHsNR4p1OfQkEam3hw5Ftur6nT+q64iasSPn4ZlcaDxr9jvGExuraNBwAUc/J1Ce15ZkIfj32UArlKhh5fVgrlCnBbefwm2+JYPt8FHZNcq2NFfIq4vZUf6PX9m0pix14huxfRNGrgXB7kF878LtvHu0pZ4hqVNcatqRY3QUDi19Ns1/Ux+1xrpv6HV4DF6TDulB/jWa6xSdd3dG9rd+q/wCfTgKNfAeuk1nZfktlpLM9OF8Mx4M0rgfXOGXSJlgXjo1tsToNzqZxQMGDf3yT75zvc6KJnYKG0THZ0NZ0EAPQt/lT2OONitbCb4Yhse1OwZlK6VGfArPX5mP/FIZ+vUVVVKW5/yo1EHaTFUr/mrsQfz18vacsecy+OZbl+MfpjcWspwcUF/7wRBf+8SRx0foq1lQAQjPKDXnMqys44Fnwmgo6nREjSSbLrZ+mWAen4k/4VzDc+gNsMzmnb7ZlsfFrc7hPl2sIXaDJSk0J2L6JplCHBqW246jAAIDXKd5c61uqO31SXprpyRNSdF3e7/vgQ8MMLTbtmKyFq+/MAAM2WJ2WP6/imJQ9ztDaknP8OOPQJsOE+4LhzvLy3pFbste1UnACOfe33tYjmAdsMvbNWm8bj+sGhWZwkxc0HmhRv5iOX6s1WvBjUYxy7D9/sP+3bBQ59BqH4dwDmDHNHX5iA1AjpJPFR4ywn1ykA4NJdJ9OobfTDushYPHKb4ZfRyhumW5zacv50t7h9fOOyEErTNOwtLvYIgUrVTXiNJwtEjM7mza6De8U6sWMf/Ie7Divvc5/c6dHbr8Uq0w0AgK76w15K2jR2RF3brBYxWjttWNfWl8xG72LA7VEFKDkJr5eJIdm+RLJrOPAZ9K9mgzu3v0n3Amc0Z7BsJah8qYVlbHRK/x/z7ggXnZvG5Y4y9Xwvhua9RYQJfxb5m+jq21T6d+8CrS+xm02AFDc7PAXPu7K4BYPqRvODO0J1GG9rX8NC9ften9tw7HvgkwfQduujAIAUpgoaFYu0BFvCgqN8R6yeOlj2fFW082qrlex2zi40HmGbdx2Wo3wGoq99yqm9Y6rtc7pUdgF/8BmhFMtvDvd8TLadaUWTFKXgjavkl9xQAMC2BPfpzzf8ZSj25V6L6/u6j6mcOLgjrkup9FrGQJBqkq9LRyiTaCaw1ncmwuxWnsBfbtJ1Lle7sBDXXxI3tZ89AF1NIer/fY98X3dUnQNK/zBPApcPAF7tISkc3ZIROC8XVhurgH92BN4bL2lWm4LjtrrD0NO5sWivcxvRYvDL4hbq76nDwoVJHapocVLcJLQdeb+43VDhXOeEcTHJ+iraOXasqXTXVUj2J6q3eX3uwX3y6UbOJw0Xt3+IHo9re8vX3lPr5DPSAUBs95FeyyHCWi1uylfc5AavlaZbMHWUswlco7NlN+NUEejJFgVVtkAxaJy8K6xJIItIqPGmZmTi5NX4e+xL6HWb+1IcKpZBShud2z5WCozxtp1LZ7w6xytc/D5G3/NgEWEkjb/o8lij4HsiLi7eXN4mVSj3WybseRtJ74+WP1ZXLv0fAPS+Jy4R3hwCrBgCXNgPVJ8DGi5DOL3Nd1mbIV4npzr1A8DpgaLQxBUNzkpEmSCNJy+66LlkE9F88TXGDYDZjTaE8KVSz4Oy1KEhuzcpbnaMu9KWKlv9eo7TcZULV8mYBHnXs6YgsP5nqTTx8pOnOl0Krmp8HX8xzMHOhFtdnq+OlLeq/dp5JqDxoXCmBUbVfGLcjDKFH2/olQiVTBasmLhEcVuT3DmocgWS2Bj5rGJaE6XWDjWCF4sZI3p2wJK5M9A3I9FjX2/ZkmBXy/FfAwJ2XSyMl23mmcBm3SUCA88LPie+aoTvcc7qWPMYGYN6nPxuDS6+PhbGKh+tsN+4LrljqjMvdJq+tsVvqXwdb2ougjGYXTFrv3tJbGY+vBON+z8W9zlewKmyWq8WXZoT2QcXe+4E4FR5vd3Oj0BDJXDu1+AIBWBolySYIA3pyNhHcY0tGdZLxe0jky17Ml91wU3PwFP25bOS/TEjR7noGXhIcbMjNcG2qqOB84PjylVSdeVDgRcmMnCTtKeM0wEA8REqlCAJ3/KDkdgm0mV/TYS8xa1Nsu813AAAjPml2xwUN5OMuyCrlp+oaNQq/MF2BQAkHP8E+RHKKrTtCo1GfhJ9xbHXQiwJwbtIahNsxvTrFPBr8ibXgy3LhKnODuGWp1euw/yF81FcWe+yz5NG6fjGMb5bT2NjbWNr15/nIK1iD4o+lHfZlqXG2QL4nmmcuF1bZXbBLC2wJfFSy4zh7jiTZ0ugEXNGmkyjYusr4vaa995C7esjsfH7H326fkvhUqPdIua/bwXevwm1W71T+gBgodH3siDtmEvOjXpaaGypMA4Lmqd4eff/tzhbgjiDvmnJdXzF/p3ZKGgQrQudVwkpbnZ4Cp5nZSxuP3L9Mapfl4DL0jbB2epVXOXdg6kxSl9okyfdDwC4Mj0SPdLMSlnuDa6z32ijpBaZwh4P4GKbPuh+7YNe3d8RayHOQdXf+XV+KJGzuEUKrj/3nrw5E2n3un2IEKST8M2pQVDoA4BjYVQifHAG93GFqZxrl7WmkN2ja8CvybmxHmpMrhUDInz8s2wmXtOuxP4fPnHZp4PDWJTH+F7iJDZKxlOjssD7C3z+sFPTQtOfkcd3AwDU1JrHvNo6W/ISLePbQmFVrev3fIXRttj1UNFT6M+eRp+f/+rT9ZsFNSUeu+g1DmVwSg6i6KL3LrD2seFNohmEXhD+kVl/0Kt+se26Yg9vjoEsv9S0+NmmcAKhzW9AMzgHdmeYa8T8oe3rdExOcYuPCU5AYtsUZ/fLC5Xerc4PLloj2U9NjAdgjoH5ds4oFPzzRrSNc+3yqI2SWtw63rsMaY/vBKP173eNuHxS3G5yHZ8g4ziRPsZ3wJlY7yxpPfUHJPsx8c0j/bnjijoROjiLxc1V3FASXyHb3lTio2yxcL/xgVHi3LmO7Um6OSD3IIJDYq3r+JA+CdIJ8p6OzkqUJ1Qq59VowYfph56XL0HQIJi9IerrzYkxYuD/AgHjpiacgXUe+1IgYwVq5hjev81jn0i18/c8ivPe+tWrfbwvIrmkvjZ0pUyI0BLNSeNTtS6qud/YvwOqBfPCkr4mOGOla2zfg6+6e29xDgSkuDmgbt/PvCGTiEROceObEIvmlu7jnJoYo+dBSW7yFJ/S3qdbR0TaFLeDMU1P8dvmykniNq/wVTLerpbZBP0/MM6wBFmp8X5dS9DFBkiqwLONt8Vw3jHe+VkjQoPJaH7e9H7EDTUFrZrF34zmCXiD2nMheW9wlyHzmrt8cIsjFMNGbgjqHep/TpFJ1OQJVsbKzzPe14M7elFaBuBeQy7ef/BK8XvDG8xKV3s5lzovYdy43plY54VOjdB8s02+b7oOy0y3O7Vryz3XpI3ROE+iI3nvFTdrjdqmIlwuCMh1COXjKkxp6tBMXKfKAwB0+dV9/dKAYzfXnnWnTMmKIEKKmwMai9Ki4aXWLUEQEAfnFTkdH6QYlUhndwKNneXKFbt3/yLZv6rxdejUvhVM1dj1N7FNn1AmdblC3OY4hSluPAdsfwU4uxMAcHHfF+KhDQsfwd6nxyAh0vXn92mvZS6PaaICMyEOBg2ZV4vbccl2ir0XrjJE4OBN5veHgQmt4gYA4/p1BADEBejWcotGeXw3HJh2BhnJrjPVEgrD7u94fvB8qFTSxckIre+xHCwDmATpdMMXxa2Btbnvb+YGIzn7OozuniJm9hUMAYhvaXRtwZGTVS4Ovrmwne+H2tjufp0rl30y2geLW6Q+MBkhG+uDU36ACDG1np8HV4pbpEwd4lAhwLaAEcr4NoAUNyd0keYBQuugkK3//HNxu1SIF7f7NoSwnogXdbYif5wvbt+tfwZLp9/g820ksX4BSCiiUtm+XLy3tWJCxYENwA/Pm2vSlBzEpQs25ThKq0ZqrPssmrfcMdXlMUeXUyVx1d1/x/vRD2DT0PVok9JBbC8pKw2jVK0PwWJxM0Lecv8p50f5DS9pE212/1IFynIgo7gJg6ahXwCzYRLBhzv6tbh91/DeqNNJy8b4EyPLMAw4h+kGD+8nXYcjB4rbs40z8a97BgAATIzZGigYzYpbAe9Q4saH2k51jOtQgGH1Pzi1qZjmm1VyYnYCxg7s4de5usvObrXR8F5x5ht8L9MgR3kVJSdRLMe+Abb907ui2Gd/8dzHBZ7yUgQNfS1yGnaF594gxc0Ja+p6FaQKyxW/LxC39Zr4UIpkwwslaoBhv7j92Lh+GNY1uUm3jDY03W+YtVfc/CmsGERMpX/Ydt4agejOvmWGVKtVWBwxS/aYRudHsfIQkdAmCn/+2zLcMG48UuJtCqbRpOwYxJaG1b3QVaa+451cLww0FZXaPOnNNHi25HuDnMUtMiXw2SuJ4HLi163idkR0G8RlDpAcZ32wlNmjY6TvfsHbSdfBTzC9fAkA4HsuB/83NlucsBktHiFWxU2rlk5pSs95X9spilXW2BRUGBaRbfxLEtI57x9NujVvqPXcyQtMYcrIS3jBR/cA2xYDJ7Y6H9PXmOskWsaLyzXexKUqa5GkdttycftbblDI70+KmwOMpVg06xCv0YOxFeQ+euWL4vbSjm+ERjAAgo9KT9uUpifH4AJQlFltV/vNpPdsNQwlJcf2SfYjas1FtA9r+3l9jUcem4+t3BVO7QaueShBGhWLixYrcrjS07dezAMS7/Aq/pIbiisa38I1V48J2p0jLO5NUUK9/MqoIMBw8Q+vs7fJxbj1HjK2STISoae2xmYRidBq0baNw6KCTE1Lf+jd8Jt54/JZcy0wV3w6Tdw0QYXpI201MznWvPjQ98RK8yq/A3EbHwIuHvZKHl7vQaEoOYjawnxx94yjdU/J2MVuAwBYFpFR8guLNeXngitLgMaYqHIXf9fGaq/c74gg0WhnUa2VCb14ayTwztXAiS0AgMJyz0lm3L1xnjaa3w8ned9yOTSFwydPi9vJsa5LawULUtwcsFqHWLierFz9p/F4MnUlHk98E3MeuC9UoiHvjG/Wrw7pHTx3csFPvReiQGgH1YRlfl/DilZrC6LJO+TdIBoyHALSex8y1+tJM533+hLxUVpEJbR1PqBVrsXNEavLkSnEtVBaPZYsq7xDwH56DIv1c27CVZ2Dl5nUUG979vkG58Hz1OY3oF05BCffuser6zla3BqZSCo90Qzh7DL/sjJKGssGLq6Eq74ILO8Hw6t9vXKrSmwThQi7uBa1fX3Aj+5xWpfXlR0Ct8q7xY+kKuexaUcbu1CDt0ag/Jt/irt1Ec1Hcav51zDJvoo3QaPVyfatemeCbLuVTVzT6pVyAcos3emPt+UP/DMDeKUrsO0l+eNEcLl0StwsqpRZqL98BgCgzzcXta+O9Fwf2FWMGwBUWrJKViCEyeDsFyn99EBoCjSqOmC1uLl7ULRqFi/NnIRXH7svpD623x/1LXFERLz/A8vou2cjY8FRdM8OrBm4945HxcmqEuCN8hbAZB/TsKvUthilNcl/w3u6+9A356omyRZKjIxZfs7TqjMRYATLv9L3yMCGX9A9Lbgxkmc72lJ/V5ZfcDoetdfsDtK1dItX17NX3Gqn74TuyWNNlJAIB8dj3E/MA6m4HT9itrppTTUwXbS4rXNG4OAnQPUFp2RJvINLscYhzszxewQAKpN3i1Eda/Y7tfV44C3J/sWobnZ7YYqv8YM21VKXUba2GCq1fFaiDobTsu2CoR7l21ejlm3aBFnub+SJQt65PNKZ6P7uT9r2IlDl/QIsERjsHY0uVBlc9jtSYp5rGE3ORpIaQWrFcrekY7LEymqDmSzI2AhUnJI9NLB2W/Du6wJS3BywrjDKpf4PN+0Y75UJx0Bwf1AFyCXGnjTTBVzcuCjg1/UXLkDJUuo1tgQMDzyai/ufesPnbJ7h5KLKbDFkKryPCSGajrWuYS0b+kQ2Nw3qgrN8KgDg+OkCp+OJQqW4bWj0PPkV7Fwq1UlZYCKUm1WVcE2fdPPfzVV9P7nU/n5j5yLJfTbDvJG31uweubQX8Ko0gYbAShU3zmG1uwPvvADhL2VCHFITpc/wkFP/ErcDltQnDNS0HwmV2rdMeMLiDkj+4XHczXznse8X3DAc5jPlD/pRDuAuwwKnti+rung8r6Yq1LW9iDPldou/bhZ5DDyAD+/Gn3bd73RM5TD/thpSbtEvQpkgXTi4bfRgAEAOexLYGaTQpc8fBl6/Ajizw7zvpvRNKCDFzQHWGuOmQMXtZc07Xvc9OezlIErSNJJ++5fnTiGCCUDWTABQx9gUN4ZhwpftyE9KoyyTNPtkLUQIMA9IdQ6KGx+C1XyNikWDpUZXG7V0EtpwNg862NoObP3A4/XObl8nbje357+1E9tQJG63L/wKABChs7nSfRx5t61zAF2Dai9fFLe5suMAgIaTO1yf4KC4FVU38f1dtNds3XOMAQPwc8dH3J6q4pun4rZlwl5kdUgHq/KtBi3rw1h5etRyvNNjlbivF2z38sfi1r2bc+mCWerPbO619ZdkPXkqasj1P9TYW8fcr/GwwIlvZY84erxZnxgBjJNSp4u1s8ZuyfVaTp848j8AQMOeNQB8+y4EA1LcHGAsMW6OD4eV4yr5VUilcI6xxFolZIVVDkeOaLPFbYMQ2poXjhhMPH48ehG1ehOYAK2cCJHBi0UKBaoY88uvW+GGMEvSyrA8fzqN9DvxGnt/SG7PaM0uKSa9NLPX8W/elOwbiw95vFbf354JnGBESOldbCl3U30Bbc9tBiCtXdZrwmxxmwlgGnzGZEtUESXUo3L9w4g8/j+X/dtwlyX7er6JU5h3rwM+nQbDaZuy+JfE1VjS93+4+YGn3J6qEppnFsqxA3uAYRiwWlvSsPnGByR9rFk6/WXudd3x8t22Eg7vtp2PdaY/AQC2p0zy+Xpv3TdQ/sDFQ+bFxiWdgA/vcIqTFJRWfqgVwNj9DdwWW3dzjHV0jrRc86nxPaFy0Pvtw1SCzeFic+1AjSm8NQRJcXOAlckqKdit5DAxqaET5oo/+3yKxuK+odLIBx6HC/uvocmH+j3BYMOnG9B//RV4/+0lLi2r7+Mmn64ZfcVdWG+6Go8bZgRCxJDTvvr3cIvQOrEOcg4Wqo/qm5YAwFuMrHnyxjsobnqDozXBt1VytcLeP4R36CuLbTt2E6vUNFvGNs5FzUF/6H1CGkMW/4f7haM+tdLaSR0CVD3+3B/m7MJGQYUlD92Kv995tRgqcDBS/rvYbFwlXcSU69okYZXpBrxnGofbHl6AWsGmyNXVNr3WmtquDNCIa2/F+raPo3vj+7h6+DA3Z8njqsCxvr4a+O19886pHyTu2oAC68a2BuytUe48L9woboyLeVlyTITTnC0tPsYn8ZpCkuEcwPNQm8KbC4AUNwcYi09uDNMAzhJlydu9+BJvC2GmognLgb+fcX3c2OC0wqS2BGi6yhgVLlR2X+ZYxpu6HcFjzNH5SGRq8eillyRy2fPnBf/x6ZqDOqciZfI7eGR287Q6FKoybDveFM0kAoO4QOQwwEWGJj7MZFHcOL3jd9Jh4PTR9VGlaj7xnYSNCxdLxW3BbnqQnBCPhyJfw4zo1xAXG7jsbVHGy547uSE6Ql5xqxd8G/8uVZqzquqhQVykVDHtcO8y2XOai8XNlfISG6GB8drnUXvNCxiYmYDfo20K1bnt//b7frsjRwMw5wsY3PgmRuiXISsjHZ/MGIbv/z4Wg7MSPVzBPdV2iSsKLjXgfK1tvOJJcQs/dkXvGTcLfu7qODpa3KyukwzLOClubSJDN9ft1HAY3Ka/Qc3ZLNKL40I/5yPFzQFtpC2F+/tvPAcAMNn5v2viPacuDRgMA0RJX3KfvDYLeC4O53f9F3ihLUreuUNy3GpxU9u5QSiBVM63jJjBRG33xd+lcuGC4UeMzpheaeiaGrrVn0DSfrAtBXRjqXz2JCLwWDMxCg6rjxOvzArJ/TmVedDjDVLFLcIkLZPh8dtAyn6LIOXXpeK2/TPJsgze+tsDeGPu/bIlArzhGO9/eRpX/JZ0Iy4Lzu/cd9otlOybGtxbkARLbbEYxrnGWELHPvht+Eqndg2ah8XNKBO/Z2Xm1V3x1zHmTJnJty4W23vuf96ve+2MugZ9/88W67op9y5sePIexEZooFWzyEiM8uu69sQytkkzDwbph2x/GyfFzcsalETg0GtsCzucWpodkuftxgkfXCXtY94cayyr1A7XCfJYpPp1NQpZ20L3ww/9Naj3k4MUNweS29r+IHdeMgfX2mceVPuYiSkQFGbcDAAo0HTBnVVrAQDp3z4EAGhb/L2kr9YymGh0oS8K6I5E/pK47ZgVKNTYJ36o0jqXTGhAYNxvmhOJGb3E7YsFR8IoSSvDhcXtpv6Bn+TKYU3tnl4izRRnFKQWM0fF0p68jxaibJHnDG+E8oksyxe32xmlhZhVLAO1yv8pwzbeQ/p2L5hhmC3Z79UxHYP1K5z6/WlQtmTfUO2+IPPgojVuj6u1tvH0C85smWqL5pGxkDN5p2D26N6zyfdSdRmNmGibIp3SRof0+ODNRRILNkv2Oc5BUSOLW8jR2r0jehyXJtQ7VWbvYui8APSA4W8AAJYRXChgDPJhTlRjrd+mikqWdtE33c1XwpntTk0xbc25LvbzXZEUE3rvNlLcHLDPhhbL1GPrb8fxwj9tq0++ptANBJWJ5gGvko1324/nBWgU6ippTwpTjaK9rgPQg419Vqtu7ZzdNuqhLKU3FHTOzBK3K/d/ETY5Wh0WxU1gWEw3PC42d0kNTXmAnJptAID0y3sl7cn6Qsm+O5eXgceWIkVoHpNYwj0Cb5vopgTYS2JAe/+tLd0b30enxv/g2jsekrRnxGmw9YlrnfpHxUi/P9qvH3Pq40viCnWEzRNnwCTbfEC44Fz7TWmYQqi8VF4IrbeG9mK+ZF+ol7re8rwCFDfO1Ko8EuzDEeMq8iXHOLvPQW4xcL99CRKZxHEMw+Bv/P/hLdNNuNVgLivl5AHgxsLsF+87F6QfdsacGd2YEJ5khaS4ueG8thM0n0/HCyrbqoHaRdHKYGJdFY82Vcke53kB1Y1GfLT7NFSWjF9Ks7g5krFpatjubR+7wcLZlUIrBPiL38wob39NuEVoRdgKcFcLtoltMGooepTErqZWpuGk5FhyzVGvr/NLh4cDJRIRYli7idV2LttNT98xRToXUfaG03xbjO3XEaumXok7BzpbojslRzu16SKkSqK68GenYt4mHyZ43XNG47c21+CHjP9DYpItQVnB4T1eXyNccEY/XTr9UDZ6X/recyc/+ZQbiWN8BxznbeEqCWXSBSdUSa3EAqcPmjxe0VgFYXEH8J88GF45QojEHdIB+0dKcFA/KoQ2+OsYm9XXPtGM6CrJMGjQJuOfpkkoENoBALQOrpINemd352AhBLA0ii+Q4ibDsTRzRsHCqL64WiXNtse6KSgYLBhLMQyWlx9ovv5pJ4a88D0mb7lCbNMqLMZNSdgHxWpkUltHI3RffCVhLXWRHAbTf6vFLqvk6ah++Mh0DRYZpyBUeluDYFuIOvXR313261q10+trDp+u3BqSrlixYgU6deqEiIgIDBw4EDt2uK4lVlxcjEmTJqFHjx5gWRazZ8926rNq1SqMHDkSCQkJSEhIwLXXXou9e/c6X0xhcHZTgks3e67d5wtMZIJf5+k1sXhj0hW4trezW7sVayF5K9qoeKc+xuVXSPZNMgrNj5y8O6daq8MVj3+BP017AVo7pfDcpfCmBfcGb10lHWk4vNHnc0xM8FKzP258BOMML+EDbqzLPuVVUje53j9MD5o83sC9cRUYUwPYw5+FVY5QIripcWaf6I93UD/28L1wx6AMu74yihsYvHv/YHROjsa7fx4EAGgTIX3mjOVuEvr5So0HrwM2PKWtSHGToTrerPVfqrjodIxxX1EwKKgsymIsXyl7XP3DAgzjpJMCJbtKhhvJC0PGlYINYJ2iZoXVdSFAte0IL7C6SoLFa/fkYJ7pIazhxoesgPU+7RBx+7ymY0juqTQ2bNiA2bNnIzc3F/v378fIkSMxfvx4FBYWyvbX6/VISUlBbm4u+veXn+hv27YN9957L3788Ufs2rULHTt2xNixY3H+/Plg/ipN5iA6i9sTBnYK6LWdajN5ycsRzm6OjryksyUIWHXlZsTEOSuJjrWXTI3OsTA6rWfFQ2LN45TpnWH4+U2c+eUTCIIAjvNecfuOyxG3fz9yFPrKCzj76Xw0Vsh/FxwpTh3ps6ze8tyE3pg0JBO/pdzmsk9tnbIKbqtqL4RbhJAjcG7mD26eRR6smNUdcJFYhmEwICMePzxxNcb0kl/IidryhNeyeqLe6D65jRAGQw5AipssVVWVAIAbVcpYIbUqiymMfNBld+Yc3tW+Kj1HFbqihP5iNJoHPf7HxWi/78WQ+YFLFTfnL2Y1G5pU7EpFkPs78BwFegcDy2fNMAyu6JiAhCgNuiaGzh07+jZbFsHYtKyQ3VdJLF26FNOmTcP06dPRq1cvLFu2DBkZGVi50jmTIABkZWVh+fLlmDp1KuLi5N8VH374IWbOnIkBAwagZ8+eWLVqFXiex/ffB8+VrMmUn8AXphEAgBN8euDddd2sxLtilekG9O3vuabhkGtuxoDGt5HV+CEevP4qROvUmI4Fbs+pK3GOx4pwrO4rA6O2ebMY+dC7NHtCX7AX2u+eRqet07B33UJwRu/f2xez/yJum6BB8Tt3I/Pg67j8tnOcjxzpV0/zWV5vuX94J7x4WzaevrGPyz68KcyukQQEx4Xfi7ZkZ9Y5HwD0rZS+C+Pj48GqbBYse0sxI/7vxfezNnCxudUG93PSpIazAbuXL5DiJkOHKGWlkGU8xNV1YYudG0O0Yu8tG6ImObWd/PlTHPvlC7A//RNJhZtg+P3jkMgiCYqVmUzwkz8NiRxKQ1RoHV+8ggCsHA4sy3a7Ykb4jiBa3BhE69TY+dQYvDLOtUtYoBnYuzvyVP0AAIyx6fUVf9UObvI1QonBYEBeXh7GjpW6X40dOxY7d3rvHuqJ+vp6GI1GJCY2rYZVMKl992b0TY8HAJwQglD2xkdL/jX6V/GC6T48+ifPCQDuuyoTiyePxt6nrxUVztee+iv+F2+Lpf6V7y45p0FwXtxUycQ8O2HndRPbMbBxgIHg6PFj4vaQE6/5FMt3VW9bdlhG4JBVfxAA0M5Q4NX5Gl3T0/17YkS3ZJfH+EAnpggkrSRBieBQ8F3/k21xUMvYFhHijaWSfiY2UpJDQlqDz7rA6fn+Kr18Lgh/0HpYvOpWlxewe/kCKW4ypI4Kr1+0I6yvCVHmKC+d+y1z3sA5QfrC7fXTDHTbcr+4r/3iIYQCOVfJn2JuwAeau/Hl4H8jvkvzmnwGDvNLysniJvBA2VGg5gKEImVYoVsKjF2MGwBEalUhT0zSBWb3vYzja8W239FN0ueYuodX1zImdvfcSUGUl5eD4zikpUmV5bS0NJSUBG7l9qmnnkJ6ejquvdY5A6IVvV6P6upqyU8oiWm4gMwkc1Kr5DZBiJH20eJ2RmiHjMRI6NSe3ZFULIPx2e2QGmuTu02EBjc+avNEGcQel5xjaHCOT3Ms7uuKs4xZsY3SKrDQfLn09zz5xwGvT1XbhQkMP+p7LTetLryx9bxRwYqbEjJchgDBwYvp9AVbyBHrpmg9r4mCSmX7PtnPB+2Tk4QUhSrb4YmsUziJWX3DLYIERu19vJpJYKGOC2GRcC+J0KhgYiPgGOYQjngy+3IAVldJTWQbTH3iHRdntA56msyZA6PPfAvgPrGdF2wrPKWbXkTazK9DL1wLRYAtxi1cxHPmVP5JVYfFNlObDKDmhLjfw3TM6TxZNMrOZusKx5hCQRACFme4ZMkSfPTRR9i2bRsiIlxPbBcvXoyFCxc6tR8+fBgxMc5Fpj3BGmuRfOK/UBmqUTxgtmwfR3tRdaW53ibH8Th40GxtKSoq8vneclSkjABOLPXc0cL80ckY1D5SlEMOb2Sz/x2P/LIJXKw5AUJpwSn0AHCEz0Rv1uzyZOJ5t/ezEmMZQ4p+3oDGzc+hYshTaNtBWsswUJ+br/Q59qakRJY235ZkZk+vXEQdPOhStqqi08j08X6/xN6A4dWbAACnCs6iuKLGV5ElePO5vWuYiWVa5/p95aXO3kcHDxwI2ITf17+p/bN3MD8P0DpnQA0U4XreHCk7VyRZ9ouoKcRRi2znLpyHq2qBeeoBSDp6GH0EFmqGh/rMjyj+9GmUd78XHS2W8LOF51HHO38/XzTk4iPtC+K+N99he1x9dnVVZbjKzXln1J1R6+O93FFbW+u5E0hx85pLCf2QOOOb8NzcB8VNzSg3sUQNGwtvPFGCjSCXnCRMQaZKpHvxl9IGu1WnsqpahM6Rr+XjaHELB3vbTcKVxesAAPUV5xCV1AGMxTqyM+kODKswuw4LPO8xOZMvi0xKIDk5GSqVysm6Vlpa6mSF84dXXnkFL774Ir777jv069fPbd958+Zh7ty54n51dTUyMjLQp08fxMbG+nzvS5cqkPilubB08sR/yU8aHbzCkyPNz6FGq0V2tm3aab/tL9nZALz0Pp1nnIbF44d47ggvZLP7HZkT3yD7/tcBAJsP/gAAENQRsBra1Czj1e+avzEN0J/DuFpztsBj+xahx/jffJctGHwqHWQHmvaLityQibbMsXKynWQbAR+dKro1HhK3+2b3R3SbeN8uIIOnz03zxz3AYWfFLSHOeYEju3dPQM5rqew4UPYH0PvmwMm2eR6giQLGPGPet3v2unfrDF1sqvx5ASIsz5sDx+rPA/m2fSPUyMjIQHZ2NljW9UI9nzUK/fv1BD6zzWGTz25Eu2ETAZit45mdu6JzD+ffcdeH0uQ5/nwOcueUlxQC37k+Jzq1EzoF8DP31suCXCW9pGTQ3wCd76uegUBgfXCV7Dg0eII0kSM5z3ruZAh+emX7cgBW951w1eNQKpxe/u8QTstQS0R0S5UpRhoqjG1s2SSjXjcH/jNWl5bY9uIxk4u04sWw1eeyT9zQHNBqtRg4cCC2bt0qad+6dSuGDRvWpGu//PLLeP7557F582YMGjTIY3+dTofY2FjJT1OIiIlDrWD+e9SUeZcVMOe0OSGLykuXQV/ZxfUGABTy0ppuh2CLY3vHdCM+4sYE5f58lTnL37ljv+H64+bxqA9vsyZrOO9KwXBq6Vwgjg+tW6svnIg0LxiY4HmMS8h0v7ggR6rB9mxpQ1Q/9qU7+uEuvfN8QtZV0pWL4puDgf9OgfF4gBIGVRYBu1cAO16RLQJtDGF9sXDimJyEZ2z2IcFFjHy1EIkRXZ1jF7nqYuDtUeI+q5GfC9+eEyQvMw+ukmXZoQnvcYRmYV6i1obPBYjx0hrE9bsXuDuwtXcCyY3XSFMFn2KdnTKqznlf6NdfBLmskmGqx6Ek7CdTRYd+EbftX11CGBWMlgijgNILarVzkgarXKyd66PJIJ+xTQvbJEUdoolbIJk7dy5Wr16NNWvW4OjRo5gzZw4KCwsxY8YMAGZL2NSpUyXn5OfnIz8/H7W1tSgrK0N+fj6OHLHFFi9ZsgTz58/HmjVrkJWVhZKSEpSUlHjtChMIorRqlDPmZCgVxfKKW50gbyHNqdkWFJl00zdi3Z9+wUdtpSm7o1S2yXUDAptV9QhvG2diG8yfQ4ePrpHte16dIdvuiGMa8LBHwlzIB967ETjnnCyhX+OvAIDDkZ4XD5KaWMNT7l0SDFiWwdOPPCguBFhpU+OcKVTwULLh0K/bAyJTTa1tsdPEObsWmZQcfxdAoi5KLc+XVbaETK6SxwzRv4nhMopbBKT91S48Opbc6fuCgzcwDZfdHte1CU+yKZqFeYkmIowTEgdrUAUrn1VJddOrQExwTfFNIcKhtpxa4JAfIU31XF4X/ABee4vblaWWTJbkKonzHW+xbR9yVYBYWdlKmz3WrJJhVIiF+nLJ/undX2FA/S4AAGu3YGUwyituOsE2uPa5dkoQJAwuEydOxLJly7Bo0SIMGDAA27dvx6ZNm5CZaZ7wFxcXO9V0y8nJQU5ODvLy8rBu3Trk5OTghhtuEI+vWLECBoMBd955J9q1ayf+vPLKKyH93TiLt0Zdg3x9Kz0TWtfWKzKTMGlUX4zvIS2j0JkrELdNggpZSYHLTlh26wZx25Wi+v3I9fhCPQ4d73lV9rgjjh4a4V7Q4t67ETj7M7D6Ty77JOu9s7r6ypEIW2HzUNa5zemYgEc0C5HVuE5s61Fk/ltbLc0AYJQptG5Poykwi2eVjbb7cDKWGk9ytBQ4tfS7O1Rv84/mZSxut+kXIiraO+8ClUZ+YUCtYnGQz/J8AR/LRbT5+i9uj8c1ymR0DwFkZvCSzEzPKYmDhePqXhJvm2jtib4GQzolml2tghj4GghUajUuCzFIYMyrzpFCPTIbHRzqTcF3J5B19yOLG7pNeBxYuRoAoItva3fENggJCisz0fwJv6uk4/eh82ZbYhrGLr33iX1bMWisc1kPnWVVtOz+nUiRPDfNh5kzZ2LmzJmyx9auXevUJlvr0I6CgoIASNV0eIuCwbtwcw3Xt9mV2y0AREZE4L8zAufyP/qKXoAlbLdC0x4V/+iOJIc+Y8aMB8aM9/qaTopbE2VsKiqjZ0tuNO9d0pA9fE8MYf/w+t5cfCZQ4hzfFwrynx1r/i5acvo0QocI6GGCCrzAgGUEGAx69zbcoLx7BSc3O5OLha+WRnlNIzq5OCbnKnlOSMYvT7lecLBHo3Xtiv+0cTq+0s13fXLxAeBti9fXY/uBxM4e76etcP890LV3XVMwmJDFzQtME9eBjQ3fhCQtzrVCZlRFAXeuAe5YHUKJ/INhGJx7IA/fjvwEABAjOMdRmQzyK8OBRDblM8W4ITmtPX6LMhfg5e1i3OwnqRTjFmBEV8kwKsRurM1aO8Wt5y9znY6bjEZoGEtm1mjl1ihrrSQIlQCA+PPbZI8zLmLZ/mZ8OEgS2e7siuyOyUgNcDmCb2LvAgAMr/0WSaaLkmNfxk+VO8Utzoqb8t+LjfDuM42M8m0BOGrIAwCAOraNzzIFAoZh8IHpOgDADs6cEVxgWBgtMX16vXsXRSYIipvA80CltDhza7G4OZYDkBxzWLCpFKLx1iM3IELj3fxL7cLiBgBsol3ojYwMjVsWidvc6rFOx31lt9AHse27ee4YBJT/tgkTRb3Mtdwu9/kz1L1uDKssbdq4fiEm8JdCKEnTyc5qiyv69gIARDHOK1AmQ/Atbho4u2MyKrK4ATY3B8HgohgzWdwCTPgtbu4Utwa9baCNhPN302gX9xZWd3JClmTeXOoh4+R/ZI+zLmxFt/VJCJpMnogxlnvu5CNZwjmXxzoNuNrn6+kE6XeBV5ALuUmQf5cwXtsFvftd3jONw7Q2b6FLzmhU/fU4ouaf9XxSkOgdYZ4HXacyx/jxYMFZFTcXsblWguHmKvAChO+kpT1aS4yb4PCcWZVqwNniVocoDMjw/l2j1rh27Z53o112RxnL3vEy25xGVV/m/kZF+4A97stDRXYb7f4aQYRmqy7ImPgqILyCBCVMVFNcVb4AdPXh8bFtCroI1/ELfAgUN7mEEGqhdayGeYLTmFdbVbUXxDZ7i9uFmGwMCLVQLRnxsw3je8aNtbnLoOsAS74DlUzNRYNRD6u65s6NhVAmrixujdrwKW719YHPLBxX71qpUPnx3PascogBVsI8wUJezNUYUveDU7vKy1o8esa7z6PPtLdwRzvzonJcUniLxAwySZOyCGBgsrzXjDIKk1BzUXzjBmPsFwQOZZXVsM840FoUN0cX0e5tbYYHx0QxBlYHFev9d0etdq2ydGtne2cJNcVgEqUOmyzng6vqu9d67FJX17R6hU2BLG7uUMrL2I0crAKy0vmKuy8fZwxBylyZ+JTUmiMyHVsffFJ3AIC6Wj6QPSkuPO4wLRbLsxjO2MHETv1dHtNFuS+BYm8h17hI1UwoF9ZFrN6RuKtDK4gdPpW/8ZILVzzh8pg/iptRcHSVVMhcAUAU5L0l1F4qbheuzMVpvi0uCe6/+1d2SkRsRGiySPqK2eJmnmcY9M4T9tLLVeI2Zwp8QjReEFByWboAIadAtkgc5qRqwe7zdbCEebtIYEWjcq2yaHQ2a5zw8f1Ox/s2/CptqClx6uMTYcyLQIpbM8PRJUPNKKCitY+wMg98HmtO58qHQnGTcRkpEeJDcF/lo40zrxEOqN+FmupK5w7NcKFA0Vg/zzAqbj2GTsCRwYtlj0VEup+8VZfZXNBCmVGO8I5X25mzWBYw8nWO5NzntnJX4J6hngP3m4I7tz02CM+RLjbF5TG1H4qbo6KmJMWtkpG3lrJeKm4TRg/F2Uk7kN/2zkCKFVIEMGJiHqNMCnqpe2RgUsuwelstP4HnwQjSz9tVgqAWh+NiEG/3e3NSJdnI+vbdc2ed06hsiwhscb7Ha5Xl/c+ne0+IeA+fcSNsDWz4Fi38ekOuWLECnTp1QkREBAYOHIgdO1ylDjenUp40aRJ69OgBlmUxe/Zs2X6ffvopevfuDZ1Oh969e+Pzzz/3R7SWj06aNjXFEsPQnNDpnP2UOZW5TQiB4lagynJq2xfjXVajlo4m0pam+9C37wJwyKDnIZse4SsKiHFjGPS+UT6jokajwVnBdYmRy9+8ECypiAAwvHcWACBGJp4YkE/UlNQmCslNrOflETcJDAzaOJfH/MWdVc0fxc3RtZn3orh1qNC5iDVVC94pbizL4JqeqYjUurZ8lqvD6xrpyPPGyZJ9FgKMME+sTY3Orrfe1sb1haSfcm07lYXgHKbXEZUnAn5PReKwuMvaWdl4B1dJXxU3d6jVvo2hJ0vc12izhxMYfPnkbchIsS2KeOt6HAx8ni1s2LABs2fPRm5uLvbv34+RI0di/PjxTnVurOj1eqSkpCA3Nxf9+8u75OzatQsTJ07ElClT8Pvvv2PKlCm4++67sWfPHl/Fa7lcY34psLe8DtNY2+q4XMIApcOwKvwQJU293J43x+p1OvNR0O8fp5UqHxVCG3AZgUs/3ZzR2llYhDrnxDcCWdwCixKySrqBYRiUXWVLsXz2iPSdrDM0r+RIrY3ImHgAgI6Xz9Yrl5zEsfxMMKiNkGZpXmO6XtzenXZPwO+n0rieICa2c5W83DUxDu6IpiC4d/oCL9i9P3h51799Kbf7dk03z8HJJPkC5uHi+o7S5zgFl3BR3Q4AEF+wyak/a7dQ5phMw18iSveL22UVl2BkpBaZbr8+F5D7KB3HUimMnaskw0utjpwqgIqbD7FygG/ZRKeZ/gaGYTD40ldiW0m069wTwcZnxW3p0qWYNm0apk+fjl69emHZsmXIyMjAypUrZftnZWVh+fLlmDp1KuLi5FfSli1bhuuuuw7z5s1Dz549MW/ePIwZMwbLli3zVbyWy+i/A08WAL1vgXroI9gmmItebrlyTXjl8pMO46UxBx04s8tVYs2xoN87p05qIT7CZ2L6yOC6BjUXMvsMse3wMq4dpLgFFkEBFjcLx7Kkq9YXhGQAQExSO7Gt/qunJH1iuCoQyiUp0bxCHCk0yKbplrO4Oaa6DwZXDLtOsj/4oX/hb8aHMaTxDVzWB/7+Kq28BfHHtPvRJs73Mha7+N6SfRMTZsXNbuHH0UXPyhX3v+zTNSNK9rs5qqyFJo3MwkS83rwY3PHYWucTfJzk+wpfW44qdXJQ76FUHBMesbwRiae/AL6aBcahALagcnY3PMpnyF7X0arqdF9fww186D/9fudC3ENvuE+mZ2jwabZgMBiQl5eHsWOlNRDGjh2LnTt3ujjLM7t27XK65rhx49xeU6/Xo7q6WvLT4om0mGkZBpl/3Yg3R+dhxLW3hFcmP9HYZZa8IEgHTr428Omg3dEmKgIxOkqwCgBRsYkoYDsCANgIs1uuxMpGiltAsQ1y4Z8ImbqME7cvsG2Bh5wz0/VqsBXaNRqNyOTkPS0IZZDcNgNGQQU1w6Om7Lz0IGeEmpFT3IL/LozWqVH1ZDn+2vVb/HjPCWRnpiHmqvtRp0vFQ6MCv4jmKuNpZHKmbLsnCoY+L9nnw5ioADAn47DCyFjcypCANjG+JZaSm1SLxzSuM0OHg1qT8+fflnHtDcDYPeMN6sDXn8zc9TQu6zoE/LrNAsscwWoF7l/3C9L3vwLkrUWXk+9JurIyC5b/Z3wMFYL0Wb0gJOJdLrBluRgfxtwR3ZyV8NTY8H0HfHrblJeXg+M4pKVJ/ZvT0tJQUuJ/hpaSkhKfr7l48WIsXLjQqf3w4cOIiXEfUB9MioqKQnavUcnAqWNHve4fStk8UXnpIqwOKrs7z8btZ54Vj7GvdMHhCZvAa2PlT24i2Q77Rh44ePCgy/5K+twcCYZs1bquyGooRPXlchw8eBAmgx45lmO1tTVuPytfZGNN9YDAg9eE/vuqlL9pY4PZ5aquoUH8XMMl28WSEvSxbJfdsh7s5WpUXD6IksKzsDqF/MwORnVREfRGDhc2LsLNlvYtbW5HOy+fi0BRW1sb0vs1RyJ0OlQgGkmoRtXli4hN6ygeK/n2VbSVOUcIkRISF6nB6/ddJe4vmNAHT9/Qy23mOH9Ru3CV9NdJ7rZRg4C9tn2OCW92RU8Wt8rb1sN1ehZ5uIhEuEhQCXgZLxcqiuIGARUfe91frbJZdWMTAl/6QtNYgZS2asBDubCWiMCbv1WsTPmYhLrTkn05V+3e/QZj+oEn8LlugdjWnrmEv43r4bUMp/h26OKpk1KyxvuBX29oR5OkIAi+mymbeM158+Zh7ty54n51dTUyMjLQp08fxMYGZ8LvLdnZjqqBclCKbFWV7YEfzdtdMztg+el7MItZLx7v89UNEOadB6MLwqT+U+muSRvn8XNRyucmR6Bl2/tjDNAAxETqkJ2dDX1jPWBx7Y6JivTpfi778jywyDJg5l4E3MSgBAsl/E33/KQDaoDo6BiJPOGQLdpQAhw2b/fvnyO2d8lKBw6ZXZvVqd2RkZGBMz+vx83892Kf9EE3ok+IZW4VXhYBIIkxf061Z/OBnoPF9sR9S2X7h8JV0hXBUNoAQK1zobj5mWxJpZYqav0b9/l1nUAhsbgJzha3bv2vcmrzhOAmu6dcLdRwYsgYCkh1AlwUEtCRsWhOPAfYxewxdkqFjH4REKKVWSkh6LiqDelt33/c2hdr9UeAAlvbQaELHr2mq8frLTfdhlnqz3FGaOuF4ub7u+Y7LgfXqty5EIcGnyRPTk6GSqVysoSVlpY6Wcx8oW3btj5fU6fTITY2VvJDNB+io6LF7YjyQ8gaPMGpT9GpwyGRxaCK9typFWGw1Ciqr6kE4JhVMkADtn0xzJoLrvu1ZAQB/S5vAQDwIXBP80TnnDE4lTgaf3R+QNIe1SYRe1PMqcEZTg+B53HzxTckfXRxrjNPEsqg1y5pXLFWkM80aVLLZyVszrhylfQ1oYF4nto5pm37v5+X6RkaPLlK+oW7d5LCrBUTcrKc2op1tjajQ6ItaaLk4Cih7Sv8Dx9qzljnC2d5z2NCjzrnBY+4SA1u6BkvafuJ6+vVvQt5s84Q50VS3MzizV5d81WjrSxGu798hl1cbzxlnO7VucHCJ8VNq9Vi4MCB2Lp1q6R969atGDZsmN9CDB061OmaW7ZsadI1CWWj1ti+WQ2qGCTFOA+sBmNo6p6ogrTK21zpe8msTFx7eT1q6qVB31cVrQ7IPTjeNnI2Gi0Dp6EeOLPdqdZLS6Xuf3MRyZnd/QSNAibLLIsuj32JnlOXOR3iIs1xIFpjDaK3L3A6Hh0T+BTuRHiINNWEW4SAo7GzuNVpbDFNXdr65yYnV2tu1KlX/LpWIODtFCk1b065vkM3CgCwMcN18XG3uMkqmdy2o8tj4SAy0jne6FTGHeJ2TbWbJEpBUtzSL7XSrOiWz1NQe/aiieKdSzUAQEXSQMm+Jq2XV7e+vr85rjDai3XQthW7vbrm6E62hf0+HRLRN3c7Fi30LdFPoPF5xjp37lysXr0aa9aswdGjRzFnzhwUFhZixowZAMwujFOnTpWck5+fj/z8fNTW1qKsrAz5+fk4cuSIeHzWrFnYsmULXnrpJfzxxx946aWX8N1337ms+Ua0AOwGmsa2g8DKrGAKIZrAq8NYj0OJxDO2l+mu/77qdFxf33QXNSNnGywr6iwr/1/MAN6fAGwP70sxJBjqEZ1vywjLeDHIhRW1eaElp/JbdKn40elwuy79Qi0R4SX7GLML644E1+ngC3ibd8uAy98GXaZQo9XZFkYORNncBpPa+5cIxVWxeZ4Pkt+dB+wLgGc3mIPvtD3HQVhQiZumPePXNSMHTnJqK0gYhpKsW9F1/F/9EzRIaDXOM/Wxt9k8B/TuFoEDpLhdFsKXW0FZmL8DfBNcrjskx4qePwBQ2/1Wr85L0pj/zr0bnd0ZKwX/PKty/r+9+46Torz/AP6Z2Xq9N7ij946gSBMbKKIYgwZFUWMLQiJCNHYJGDXG8iMmdkFj1EgUuySC3QCKICDSkSrcAUe7O+5u6/P7Y+92d25373bnZndn9z7v18uXM888O/O9XbZ852n7X1PsZ1hNMEe4ZpzWIr765MmTMX/+fMybNw+DBg3CV199hSVLlqBjR8/sTOXl5QFrug0ePBiDBw/GmjVr8Prrr2Pw4MG44IILvMdHjBiBN954Ay+99BIGDBiAl19+GYsWLcKwYcNAyeu/5y7Fgu5P49RhZ8BgCmzbdu6KTVeDdAfXovJ3oMNE73busR8CFt2227VoCQ3yA2fTe54jK/6mwfn1zfm6cq0qyayDFrfmGEL3PdkmddZd1ynycRR7xiuaTX6Dbpq8p+vNvpanz3Eqko3/3+52u4Gz7wUGXwV0PkPT63z26X88GzWHPOuHOYKvn6c1d5CfcrLB2Kq5BwaeNgY/XLYCy0/xjYWs7PILFF/7D++NHL0wyBI+cp2mKMvPsKJKeFri3M4m31l+//7VjnNs6usM39q0n7gGBxy3ifh3h4+JhucznLGy9SL4QMDSnFSsdnsmIzkm0jG2b0nQek25TaGTs58QfJmBAE0aDH5wdQrvcTGk6l/S9OnTMX369KDHXn755YCycN4Yl156KS699NIW61HyOH/UMGCUJzk3WgJ/uPbe8Agw6W7Nr+sQBpgkXyub0X5c82skspQLHwaefh8A4JYDP1iFq/UtlMLtf5dT+eNCcgTvPpFMjLu/VOzLeugq2Qy5mR9q3dy7YxcIRUxqfO1cdm+Z2638qb+1zy3o9YPnO12MujV2wcWIfwJjlt3AGbdH5Tr5Kx8Exl4A24ILUHZsO+pRCetF0e9B4BJy4IoiGswOOqBvX6w/vMXvlPFdr645g1KPAg2dN+Y7f4lbAbgakgd3kx/jil+kGiVuRVlpQMNEt1lWA9AkVzyBdLSFkcCNE9eIMCb/2CZKEaqvxm3uW3CdeA+vuc7F56XZYV17T8YpGBriWLpZCnhNgnE56uGfcv7TOgWBaXh8cXAP6YLZIOGwiME4GbdbkbQBwD6Dvvrrx1tmdp5vx+/HnrfIGXxSg0hEa0B4ojKEmDxBN1JDjwX6Oa1PyGOkAw2Jm+w3IZDL74fsfpGH8ROvwD9Mv8KSjEtxztnnxzzEWJK1mrwjiFL3zwAAy7HtAADrmuc1Swyak4L6gDLZoE0Lj/9nk9TM2m7xZrQd827nnDMLgK8lsmnipqDRd5H/d1q6MfCcwdZMTEbC2+LW8r+/lCBdXBudPrA3/uScioz2vULWaao4L9u30+Q1Nwrlb5lqEfxmqd3mey8tdo3GxZOmhn39WGHiRrqxefRTUb+G2+F7U15tvwOvOc/Bqq4zo37dRGLw67Z30uYMaDHf88NXrb6GiNNYEL0yGfX7gwgA8jr2DXms6Mbw10+i2GtscZPc/i1uvptX+3OGwWyUcc09L+CC3y8IOX4rWQRb50wr6eIksH6RosxRuTNEbe2kSYE30ySNPlOMFt/EH3pucbPBF9uk0zyTwbsa2k5cMUjc/BN0gzvw9TBEME1+Ymv4O0N8jvzH5euKLZrpyvvAxf3wyKT+eOna8Ltu92jvWyhbOJXdlC1uz2+/xrFuNYbsoOew232/EbcMewRn9Ih0BcToS+5PaEooZ5x7EfZJ7aJ6DbvN92aedu2vsWPYA/jdhaEa1+ks22d48R3ltLmGjGDL9kbGLUJ3lQTQZmaW9DqhjwXBQ8kuDVz8dH3BROCPJ2DJaR+HiChckrfFzS9x8+vuLIJ0h05mwdY504pVcgDv3KQoO1gdm9mRm5I1WkjdnOIbN6TnxK1K9vXYsTTMIupq+IkbONGZ9mPc4JeYGf1uktQJz3Mmt5FJ0KQWWtyWu8Ob2j/NYsTkUzsgLz388ZRWq++ms61embiZhScha5x8rcRdHvQcDrsn6bYLA+6e0KfVa1RHAxM30pWADzeNu5nYG97MbiHh1C6FmHNRX2Ra29YPl0j9bodyzRKT3Po7hy11lXTbkm9K8ubU9QucwU1P8nPzAsq6Tonf9OcUPrlhcXuD23cn2b/FLVjrQFKLYtfF9cbAETsGEdjdPBbqjv6syXksVt8aubsP63fR+//mXuXdNjYs8eMONcYtCmuT+i9K7p+41cCTTGQgNhPVxF3jGLcQy0mc18v3XRJsUp3WsFrM3tkobfW1imOpwvP8b3J3bPYcroaJbJxo3eQ+0cTEjXSlaXcC4agNUVMde8MsX3YYvR/uFBn3wU0tV2qJq/kvy7qaZtbdSTIfuU7D6T1L4x1G2P6degXwxxNIzylquTLFneRN3Hw/Jl1+LW41psCkPBmtcXcHABzofFnUrhFsfTeHLXD8WSwYju3S5DyWVF+Lm+HIVk3OGQ39z7wUE20PoH/9i94f3O5wukoGm+FYDb/EzSp8v1sc8LsxfPKINtfSs8bnIcSskhaD//OtbWJkMsiwNzzfjmq/53r3cqTD85psaT8p2EO93NUHAQCpQbof6wV/uZKuGJqMP6jV+Ae8s+FL1A6Tbu+m6F2fNfe3+hyKrpJBui7V1RwLKEtWKaNmJMS/xX8MeAV/dV+GjGHXxjsUioBs9oxRMvpNTgK/xK3HJHXrfCWazN/8B2+dvhjnXnKNJuebYHgO0+y34tMJy7FpyAMAlMlxo9Qti+F47XI435gatdY+twj8/HAZtZmp1mTydY/sOOxiTc4ZDeP6FuPuG6/EF/f6lrNpLzzd4aRmenBoNlGW32tb6D7s3XZIvuevug3dkBQhuuoqZ5TWXrrk+Y2X99pYT8HJI8DLvuXHSnIzmn289X9/iVpsWmHiRroiN2lxqzpWqen5HQ0DTx0Su0c2647dUT29/5el2+kAmnyYO8s3RvX68dZ49x8AirP0vRRAo2t+eTFuvv95lOaqW8iU4qNxVkD/WdVcfl0liwvawiTlQPf2Bbj0/HNhMapfGNjfa7//Ja67cSbOHtoXrnTPuN+mM9cBQP4Pz8K0/T8wbnkfzhptv8+akzJqhibn8Z+dMiNFv2PcJEnC6V3yFGOi5IbWtJ6fXqeo699Vsvu+xdpcP0QCuND4K+92ja0NjHNreB6kIC1uP4t8bCr+hXffFM78/Co1TkIkXp6gKK9td3qzj0up+C5qMWmFiRvpihHK1hfLKm1nmnQ2DDx1qFvCsO1IyUGdJT/ooY3mUCuvhM+/xU24HMCPbymOFy/T5keHXmVaff/+EqG1rZHZyK+MRCM3jDWR/XozuP2mxE+kf396kp1qxmmdcyFJkl9y3PwP0ePVsRm7+7l7MAb16KTJuQz+iW4Yiyonmtxqjbp/hkjc9mWe4t3WaokGXWt4Hk42+f2wyHkmRtn+igtO803vbxLR744oHd6s2O9V6rnJ4hTBv8sMUZy8SCv8FiZdqRSZiv3crW9oen7/gafUvJRZ3wct72v/AXC0btyGfGy3d9vldMBWrsG4uQQi+33JuyzZ8QuEkp7UmLjB/2aJZ9slpKSf/j8WDA3jCLu49zRbr/HGodYOycofyakF2q1N6t9yYkjWxEOT7nvBz3HHJcO823IbuEkiNbRy1puVY2c7FmRg87zxKMr0rQtoisPESGarp0XWKLkh3IEtoP+RRsY6pIjxE5t05dM+D2GFK3oL+rocng8KVxiLQ7Z51izgjyewrmBiwKHab15s1akzlt3m3XY5HVh7oI3MuNWgsRvHSlcf2HO7t1CbSD2pYayJ5PfDsnFWSa1ndWurGmfu9LfO3TWgLFqJW7E4rNjXcokHi9nX9TA/wbrVvpc+2bdzIvQsm26nBq9LiPGL7XMzYBMNvzeiuIagbngnJ5Hh8h97KRuQYvbcBHjAcRWcQsZD5t9FNxZXYAu4yW9B+fqffwg4XpSXCwD4m+uX0YurlfipTbpyzaSJcE59H687zwYAHBC5mp7f3ZC4OZm4ha0+SJfJVbtbN8hasvmmlRaOelQZclp1vkTTxbkDAPCs6yIMLM2ObzCU1CRDY1dJJm7RIhsCuxB+2Dlw0henPUYzTGqYuMkmM+qvWIy6Xy2CJSOxZiBtl+F7XY59/GfvdtO12yq3LG/1tfod/zxoudFogmiYPdF//cSk1fjcSrJ3AXRAua7biUE3obftZYwee0l0Q/Hr2dPI5Hcj4si/AxPHxqUcBneN7prCrcFPbdIVi9GAM3oUwFHqGUBaae2k7QUalhfIE21n1sJWMwYugJmS0bqE2u0/A9f6pyEszc/0lFT8/va7Bp6EQU7+7jMUP40LMTeukXnw5x3IWeD5fHVrPB13WxWsC+GZvQJ/+Fn2fh2LcCAM2k6+Ze15LlL6nK/pOWPB6dfis+Ng6DXoKkXrv39SXcHPbzAYvAuBu4N0zUs+nu83SZK8fzcAuGXf74i/TBqAT28fi18NLdP86t7WTQAHjp0MOG72S9xKazYEHDc4G5ZyMKVqHptWmLiRLnUt9rTAtHMd0PS8pevnAwCyhX4XEtUbyRQ466HJ0brnr6beN/ta1oGvcN7mu1t1vkTiPuQbDP+dufkZrohaSzY2JG4NLW4ZL4yARdL/APxEIhkCZ1tMSQn83HRuW6r5tYON00GQeNqiA9m+iUGqU0OvlZkapQ44DmGAQZYhGn9qR3kqfD2Q/LpKuiVfiiH8uhPLsoQOedFJjG5w+IZhuJuMxb/Q9icYjc2/2CkOz019kaLfXkBM3EiX0p2eN0++s0LT82Yc36Lp+doCye8D923XKACAu7Z1C4nKrsBpswMc39uqa+iV/IxvsPqY04c1U5Oo9ZpOTuK/sGyKFMb7kFqUkRo4xs1sCLK22tHmJy9RI2j3uxBraLU1PUf7FlvPTQ+97Ip7V+tbQquF5/wPOa7wlrkgQ5Ylb8u2q011lZQUXbGlID13oqG+wxjsdRcAAJz1NYpjj828ptlZdN371qBn/XoAgCWzIHpBthITN9Klk4d2+XY0XLT0H07Pooxfufprds5kJ/t1GeiY5flBMHTXc606Zz1a/hA/Xv5Tq66RCAqy21AXUYqLxuUAitC6my0UWm5pD8X+caQHrddJPqj5tR2OwORbkvjTDgD6tc/CO9K5AADJ6d/6ovxN0WX1A61uDWu8MXJI+FpqGlOExpanoK2jyWLLEuCVX6Bv1VeefUlWdJWEMfDmRjT8+zfDYZY9r0Xn9ycpjvUqVs5afkhkK/arX7/Gu52SGXw5JD3gu5t0qXqgb8HMxglFtNC1KAsAsMfaU7NzJjvZ7LtT2at6pSbnXF/4ixbrlB9P/pkmTSZ2aaLoMvr9GztyaH8cI0lisgFHuvpmodtzxuMxu3TjEjcKIdYUa4uyMz03xyRX878jaja3rhuroSFxs8E3vtAieV6bxhY3kcyzSr5xBbDzc6S6G1q5JBnZ8LV4SUFmXo0GSZJQ3MJNqs1uz9i6Qum4omEgq26fdzslU9uJ8bTExI10afRgX4uYrS5wgKla5oZ/8V0L2dIRLoPFl7h9mnKeJufMzm15drJ6S2LNYKaGwcCPYIqu4s69vdvffvWfOEaS3PKueNa73bj22TOlj0T9ukzcmudqmBRDdjY/o+e2Pa0bT9+4fpk9yBqx7obZFdvG5CQNmrT6tj+xNk6BBNrXbYp323Y4eM+elFT9/kbkrwbSJYvF15XOfkK7cW6N62dBCpy+mYIz+rW49b3UN8W1K0gXnbA10/31mPB0M8pL03ZmND1qrr89kRYs1jTvdvGON+MYSZLzG8PT65QzAAA33zAt6pdl4tY8l6HhdWkhcWtNN0a3W0BuSNxG92ofeG7vcgBt53VxmLMU+9XZveIUSaCsFN97tXKfZ7IwsV+ZWFqyi2IaUySYuJEuGf1aIuSVT2p34oYvNCEzcQuX0eIb41ZQ4Ov3XVdbE6x6eEL8sHAKGaJxPICLM98RaSnLcSjeISS3O/dCzN4Mc1bwH302YQpYQ6y1XEEWGRa2Vnw2J5nUVM+NwHr/njvuwNfA2YohGQ6nHSbJk/id3iNwGYjGSTqSuqtkE6Z0ZVdDZ3pJnCLx2Of2TTbif8PU+MWfAAD2hRd6y/a4C5Gf6bvhpTdM3Ej3NhzV8J+p31S1FB6j2dc3PS0tA66GtXHqa6tVnzPUb5cTSPd+ybWpbiVEMVBp6aDY/07iJE2asmZBygy9cK9FcsBu03bsbmOLm034eigY6o9qeo1EZrJ6eoxILbS4mbPVL7jsstV6t+XSIQHHvesltoHlABpZU5SJz0Frl5hdezkGBpRNz/F1Zfb//beivjMAwOLy3ezY0E45qYne8Ncr6dbPwtO6czilqzYnFMLbVVJiV8mwderu+3FnMJpQC08iV1fdmkXMg3+BVUsZvsVKk7HFzV7bch0ija3JuQAAMKz2C2/Zp1m/xIC7PotTRG3HttRTFPu11Sc0Pb/L6fmcdPr9nJNDfL62RVLDrMgGV/OJm3XHh6qv4bJ5WvPcQkLHosBJLRpndBX25J9wq5GhySLwxzJiNyFchjVwmMXbt5zt3T5R4HtPFpZ0gGRXzqPQXeyDnjFxI93aa+wEADh//1+Bw9vUn0gIuF+9FO4F4zD02BIAQE59cq4RFg2G9DzglrXA7z2vwQk5GwBQe6wVYw9DNLk9mTnL160kCccD2Gs4JTvFns2cHVBWOGQiLGbOahptHaa9iW0jfLNM1tUc1/T8jS1uLvjdjNS2N2ZCk82exG1Q7QrAGbo7ZO/9i1Vfw93Q4lYPM0wG3+uwze0Z79Y4/i3v+7+qvkaisdQpfx/88pTQC6BrTSBw7LjJb/jN6OEjsdbdDQCQX7cL/T5QTrqWcuTH6AbYSkzcSLdSGyYosTiqgOfOUHeSzR9CvDEF8o5lkH9e5S3uXfG+FiG2HbldgAzPuI1qQzYAoO54K9YkCpG4jR83AW6pcQau5GtxO1Htu7P3bP9FcYyE2hKnFJigyQYmbbFgzcxHj3E34DA863vZTmrb4uZuGOPm9OtFkttrpKbXSGQGi6/L3o5vPgAAiEgzW0cdsG1pyCUFnE7PRF0OGCDLEgbUv4CJtgcw3v5nRb2ciuWRXTeBHa9VPldmY+zSDcVNjCCsJgPqCwcDAHoe/m/A8Q9zrwko0xMmbqRb/Wv91gxzquxisOhKSFuXaBMQAQAcBs8dTP9+/RELMTnJWb2KknqMm7Oh+2eVSMW0SefHORpqK6zHA3ssGIzJP2urntRKns9Nu9aJm7NxrTAD7DevwtGzHkGX82/R9BqJzGj2m6H62wUQKsaZ2d/9LfD6ZSha82jQ443d+hu7+d9xyTBsMXTHhzPPjDzgBFUnlDeCjhYOj1MkQL3Ztwj6y85xOM/yakAdYQj9+XfWeI5xI1LF0Np++o7Qfdqn2O9u3bnbsHxHOQCg+IenWnGW4Hc8DQYZovFjKQlb3BrHo7g4xpJi6LT6FQFlMhd/jymb7Jkkw1Gr9Rg3X1dJc1FP5I6ZBhgC1xJrq0RWmXe7T/UKbPh8Edw1Yc6u6nJCbP8E5o1vAQAK9gW2zniqeW4yNq7XduWwjtj2p/HoXZLZisgTi//C4/92jsGQ/v3iFov/Yt/5l83H4tnjAyvJoRO34tyckMf0gIkbJY6juyKqXlcXukUopfuY1kbTZrVzexYqbe9sxQDeEF0lJUmCW2qcnCT5WtyE3TNzVQ7Uz8hJFKkNZVcGlLHFLbZssqfLXubeTzU9b+OyKbwZFFz/wcqWH9eP76Do9bEB9WqENaCs/L+PQnotjNaXWs8snllou8sw+C9Jah/5exRmWvHrrAX43t0NvzfdG9NYDqb39m5fOLA90i1BbmSEaHF71XkOMjP0u/g2wMSNEohj27LI6jtDt9j83xWBU/ZS5NbuUTnZRjMLxHonJ0nCrpLZ/3sg3iFQG9T/2sC1MA1GtrjFUqbkuZF41C5h28FqrNhRqcl5G9dxc7cwrqetkmUJ1SLFuz/42MeK4x8YPEmcCYHfN7Y1r4V1jdxPZ3vOISXfd1ZYflyMLPjGb5/duxgAsPDWSeh177e4dmJshwX0GPcb/MlxJf6QOz90JTl4q/TAaS/BIAdObqInTNwoYWzYdzyi+qI6+KyH34j+yAwyXSyFZ4HT1+1g8EtdUH7kuIqzhB4cLpJ4jFtGxTfxDoHaIoMR+1HYpIifgbF0KO80AED//f/GM399EKtf/j1+OtT6lnd343IAbHELKUMKPUb+tOs849aMCLzR64Dyx32VXwLoz1wd3izVbzjPDKtewnnruqDFkiQh1Rz7brt92mfjxjuewIMzQk8y0vPwxwFl/876NfqXZkUzNE0wcSPdqkaqYt/mjOyHfOZLwWeiNKWmq46JgIFnT1bsH1jzn8hP0tBV8kOMDjjU2FUyGVvciOKlRBxW7IskHEOqZ52Ofg0AMMCF/zM/g1uM7+LQxi9afV7BFrdWMRg9k5cYJBHwneNqkridlJSLSofrGedFAIB2RYUt1EwOkg4arIoyrYolAJpa5QhcEDy3yylBauoPEzfSLaekvCMc6dI0UohHmIN0iaDwpVgtin2rNXBsQIsaukrm5+bihFB+GXZ3/eS5Tvl36gLUsXrBVg6KD1lSfh6W9Rgcp0japr2DbgsoM9cdDlIzMo3LAbglTkiihtFvLUOnw644JommiZy65HhgxwIAgFVuG789JEn/qYVz6I2K/Z9FPgad/as4RRMZ/T+71GaJJv88ZRHBh16IyS8AoH/dqpDHqGUGo/IHgqvhqRZOO3Z9+iJOHtrd8kkaXx5JgjPEx1D3bc+rD1KnPjScDQDY4O4U30CoTVt9ysOQZLbQxFJ+10EBZVo0TDROTuJmV0lVTKbQiVtPsVNZWW1TUuNEGC578/WSRHNT7etF/65liv2TN32D/AwVN6HjgIkb6VbTxK3xbtf2Pfvw+ouPYf+h0IO7Xc7QH5DfuntpE2AbJTf5UHY5PAtt/vju4+j89e+BZ1pev0V4l3qQcZ38AI6KdLzuPEvrUHWnLM8zW9XunBFxjoT8Pf300+jcuTOsViuGDBmCr7/+OmTd8vJyTJkyBT179oQsy7j11luD1lu8eDH69OkDi8WCPn364J133olS9CrwR37MGYNMBiM0SN3cDV1e2VUytP3Xhu69YfRP3OqrgIZ13uy20MsJNfWeq/nP88abJFIzk3Ili9ec5yCnsKzlinGWkp7t3X43ZRJ6ti+IXzARYuJGunVSVnahG7ntzwCAIy9dgSk/P4AfX/pdyMfa60MvBbCx6GJtAmyjisu6Kvbraz1TIMtbPwQApIkwFuZuaBEVkoQFv5+C6woWwXXhX7UNVMfyM4IPcqfYW7RoEW699Vbcc889WLt2LUaPHo3x48dj797gEw7YbDYUFBTgnnvuwcCBA4PWWblyJSZPnoypU6di/fr1mDp1Kn71q1/h22+/jeafEjbJwB/5sRatdfNE4wLcTMZDat+pB77qfmfQY2aTGTbh6UWS8fd+2P24Z6kgZ8MNSX9yiOEXOQXtAQBPOScGD6Cx62AzPYGSxdg7XofVpP9/i5k5vvGGGamJ0dLWiIkb6da31pGBhULgdGwAAJxZG3p5ALtNOYvUx66h3u0hhToYOZvAMguUd9NMa18CAPR1/Ogtczf8mAjFd+dRQn66Be/+dhSmnt4RAPChaxgA4Hs5fgt4Ro3f30368MQTT+D666/HDTfcgN69e2P+/PkoKyvDM888E7R+p06d8Ne//hVXX301srKCz0A2f/58jB07FnfddRd69eqFu+66C+eccw7mz58fxb8kfBJ/5MecyxGkF4gGHwOy7RgAIEscb/3Jktioy/8QtFySZVT7TTrS6eQPqK2tgcMR+B2WIYLPAmoxel7IUzrkBr+4d8xX8re4FSZId8MUq+9GitF5spma+sPEjXTLPfr2gDLhtwi3RXLg0OLAOoAycXvccSneMP3Cu+84Ft7UvRRCk37+Q8WPAVXWPHdTmKcK/OXSo8DTGnWKO/C8ia597WYAQIrzRJwjIQCw2+1Ys2YNxo0bpygfN24cVqxYofq8K1euDDjneeed1+w5bTYbqqqqFP9FS6eStjG7na6k5ETltAPXzQUAtHf+HJXzJwu5mVbmGkm54PLeH772DgHwl4FawBVkNtbGG3KhJuXwtrglf+KWiOwisVIhTkNEunXZaV2A/yrLjh+rhP/XX+GG54Ff/iUgmXDUexI3mzCieOL9GJ7uBN68FwCwOmschoK05HYqpxg59fDb2CBmhqw/bP/LAACLO7BbZdaJrRpHpx+lDYlb6oltcY6EAKCyshIulwtFRUWK8qKiIlRUBF8HMhwVFRURn/Phhx/G3LlzA8o3btyI9PTWL2HS3297v9we+zdsCOtx+/bta/W1oyWRYhNCoLRJnQMVh2AO83UIxf913cDXtFn9g5Rt2LABRilFMW11+aEjOGrbhGAj19Z9vwoGqzLRq6/zfI+drK0L+hpU13hadBw2W9ivUaTi9poKd4v/BvX67+2H1KsxtOYzHGo3LmqvSyRqamrCqsfEjXRLDrJ6vW3rp4FlNUdhychTlDnrPHera6UUXDmsI+xON0bb/g8ZqMNzY8+LTsBtSM1FzyPtg994l1yoPnYQTTuNtft8JjDgy8AHH1jn3Rx85KOAwydEKrw/eWuPAqkhup8koJ/cJegql2OZ4Qz0iHcw5NW05VcIEbQ1OJrnvOuuuzB79mzvflVVFcrKytC3b19kZma2KhYAwGLfZv8BgyJ6aP/+wX7y6kNCxfa2cves3U8g/dd3tOoam9/sgN7yXlSInIiei4R63jTyw5cXYEDlksBrLd6uKGtfWoqMvJKg5+jUoRTZRR0UZau+tAA1QGp6RtDYT27IBg4C7XAInaL4vMfjNXXZlZO4hIpBj//e+vZ9EjV2JwZs36KL+MLtZZFY7YPU5vzRcTV2uNt594u/+3NAncqfvg8oE5947lznwNMn3WyU8eWDv8YHD05HWW5qQH2KTPqQyaj8zQ/e/dqnzwyok3dsnWdxWHeT7iHv/KbZc68vusS7feT791oVp95YzZ57Zd17xf9LgoD8/HwYDIaAlrBDhw4FtJhFori4OOJzWiwWZGZmKv6j5JYuhT9zYSgnszyTRW3pel2rz5Xsel7zd2zteh3WF1zUbD13zSG4/Ma4bZn0CaqE53dD/ckg3dwbukCGui9TfHg5AKBT/WbAFl6rSqJwNjODt97JsoRMq/6XLmiKiRvp2vAp9+Cpvv9qto7YGDjNdu6x9QFlsizBEKQVj9Qxp/i6b5WIQ0HrSA/kA/NycLLqmLesurb5Hysjf+EbH7frUHKNBTO6PV9yGen8Ua4HZrMZQ4YMwbJlyomOli1bhhEj1C/ZMHz48IBzLl26tFXnJArG0LAcQIolMSaFiCdLRh56Tv0/oP0QRXmFUI4/bPfZTO+SQseRjl79T0W95Hl+bbVBEq/G2SJDjHHrdMw3trV2Y2Avk0TmdAQZ80dRxcSNdO28vsX4v8mDUCssIetUuAO70m1K96wl9mbG1KjF1tZZU8Jvudz14zfe7YO1zU+JnO03U59LSq7e3O6GO7PZ6aH/PVNszZ49Gy+++CIWLlyIzZs3Y9asWdi7dy+mTZsGwNOF8eqrr1Y8Zt26dVi3bh1qampw+PBhrFu3Dps2bfIenzlzJpYuXYpHHnkEW7ZswSOPPIJPPvkk5JpvsVAttX6cHOmPJBp+OBsTr+UgbmTlc/Uv59mK/SPuDDjqPePS7PDMPliIowCAoiW/BhzKWatz7fsbTxz0cg7hmxgl9f2bgJNHVIeuNy5X8zNIk/ZUJW6RLFYKAF9++SWGDBkCq9WKLl264Nlnnw2oM3/+fPTs2RMpKSkoKyvDrFmzUF/f+m4ElBwOiuyAslXFlwMA3Cf2BxyzSp4Pk3btOwQcI22YzYHJxw9pwzEz+28B5fY9q7zb6ZLvS+9V5zkBda1+5y207W5llPoiNdyZleXkSkgT2eTJkzF//nzMmzcPgwYNwldffYUlS5agY0fP8hTl5eUBa7oNHjwYgwcPxpo1a/D6669j8ODBuOCCC7zHR4wYgTfeeAMvvfQSBgwYgJdffhmLFi3CsGHDYvq3+av55WuokrPw06gn4hYDaU9uaHFrmoxQaO4mn78d+56u2C+Wj6N8p2eyijxxTHHMWluO3W/dpyjrVrPGcyzEbMHOJouj1+zSx3qOWnC1sPQPaS/ixC3SxUp37dqFCy64AKNHj8batWtx991345ZbbsHixb6R0q+99hruvPNOzJkzB5s3b8aCBQuwaNEi3HXXXer/Mkoq/834ZUCZy+qZkERyBVkos6FMNrH7SLQEm2hhwMmVuOL8swPKrTs/9m77L2I6z3l1QF1ZlvCzyAcAdN7yghah6kYxKgEEn3iH4mf69OnYvXs3bDYb1qxZgzPOOMN77OWXX8YXX3yhqC+ECPhv9+7dijqXXnoptmzZArvdjs2bN+OXvwz8DIulkv5nIvO+Peh67vVxjYO0JTe0uMkG3gwKV1EH5dRQA866VLGfAhuGrp8DADBIgT1EXDt8k6QJt8u7PXj/a0Gv526yYN/m6uT5XcLELfYiTtwiXaz02WefRYcOHTB//nz07t0bN9xwA6677jo89thj3jorV67EyJEjMWXKFHTq1Anjxo3DFVdcgdWrV6v/yyipDPtVkMUzjZ6WGTlI4ua2ebo5GEzskhZNb2f/OqCsT6fACRiqcvp6t2Xh+6J79PJTg543E37LBDiSpOVd+H4AWKr1OT0yJblWzpRJ2hOi+a7jLWlM3CQDW9zC1W7A2Tgw7D5UXvxPAEDHgqZzIgNbcs9S7O9y+77Xurp2or7a0xLncjqD1lFSvu8yU5Lnd0nQheUpqiJK3NQsVhpqIdLVq1d7V6YfNWoU1qxZg1WrPN2pdu7ciSVLlmDChAkhY4nlYqUUf6d0VI5jc/52LWD09D2X3Xbg8FbgsGdtLJe9HgPdGz310otjG2gb075Tt4CyYLM0mesOe7clv0VILx7UPuh5a6Q07/aRPfFfX0UTTt8NBltdcs0sRkQtCzZW2+lq3aLMhsYWN45xi0i78bchf/BEAIDJGLg498CjSwEA32WdDwA4fPo9iuMbX/Ms4+D2mzV5fX7w2SpfMCvH2hvgClovEbmDLUhOURVR27qaxUpDLUTqdDpRWVmJkpISXH755Th8+DBGjRoFIQScTiduvvlm3HnnnSFjifZipWrpdaFBIPFj859AfXP5SRyv8bTEZNbvB546DQCw9czncWjvVoxuqOeUUlu9sGKiP2/RdKxKOUj7i9NeRN6GDYELndaf8L4OpX5fWqFem66iynuTMu/Vc7Fx4lK4Tdot4xCP502qO4p+DdtbDhxDfYi/Pd6vaUv0El+4i5US6YVTCkwQ7LZ6mIxpQWoHJ4TAu6/MhyWnPS6Y+Cu/rpJmzeIkQG7sIunw9P5o2hW16KBnjVK325e4FBbkBz3XqeMuBz7y6/bvTp5kh5OTxJ6qTtGRLiwarL5/+RdffIEHH3wQTz/9NIYNG4YdO3Zg5syZKCkpwX333RdwPiAGi5W2gh4W8gsloWPzX0C2f3/U/vQ18DPQ1fmTtzx142vIEr7EfeDgocjKVk71G5XY4iiesYkDq4Gdnu39po4484LLAACr3uyJ0+St+NHdCf3k3UhFPXo1xPnR26dggvB86YWK/S8/LMQftl/p3c/76d8ovuxxTWOP9fNWvX+rdzurQ79mr6/nf2+APuJjLwtKNO4gnZxstnqkpYWfuC1/91lcsuuPwC5gU8eOsArPD2eJLW6tUmvIQKqrOqA8v24XAKB0yHnASl95ivDctPTvKmmwZgQ9d5cefQG/VQDqbcmT7Lj9xri9iEtwQxxjaSsi6iqpZrHSUAuRGo1G5OV5Jpe47777MHXqVNxwww3o378/LrnkEjz00EN4+OGHFc3Q/rhYadvztx4vYZ71NtTe7ZlKN8MW2MprPboFAyp9n5Cp6cE/SEkbdr/FSDeafD/m/9X1UfzafjuWd/BMqW5x+8asHYcnsX7B6ZuFr6nbpyi7SVfuDFyXL9E4d/lm383uMTKOkRBRPARL3H7e81OQmqH1Xv+wd7vuwCYUuTzfg5ac0tYF18al3rYBRya9FVDeWXh6GBTn52O1YZC3vHGpGpffb1SDJXgCXpKVotjv8t+pWPbRotaGrAvOhsS1WqTg0j88H+do2oaIEjc1i5WGWoh06NChMJk8d4hqa2shy8pQDAaDd7YuIgD43ZRf4r477kWq2fOB6a4KTNwKXAcV+yYjZ9qKJluJb3KR3At9XZcfnjIKE8eNx8j+ntm72rt+9h67UngS63Fy6MmHmrbSW5yBd0ITTc4nv/duDyjNjl8gRBQXwRK3Ae+NBQDYnOGNe8qD72aZ216HNHiGDJSUddEgwjYsJQdSYe9mq5gkX5JWKBrWYnP5XjeRVhDysU7he+1TJRuGrbpVXZw6427oKnlSSkN2KrvrxkLEs0pGuljptGnTsGfPHsyePRubN2/GwoULsWDBAtx2223eOhdddBGeeeYZvPHGG9i1axeWLVuG++67DxMnToTBENgnnNou/x/033ScFsdICABOHzYC9xc/hb8P/gBD+/gmKrGaDOiWZ4Y1zdPiaYYTsJ9UPLajfCjs65QXjtImYCKiOAmWuAHAjX97B4/MmYnV2yIbP+qq9SVxaRmBMyNSZIyW5qfpH+j8IaDM5TderfewcQHHvfWarOWWKdWGqJlYGicncQUZv0nREXFzxOTJk3HkyBHMmzcP5eXl6NevX7OLlXbu3BlLlizBrFmz8NRTT6Fdu3Z48sknMWnSJG+de++9F5Ik4d5778X+/ftRUFCAiy66CA8++KAGfyIlq2vOGQQEn8wUAPC/HneCP/ejyyBLmDftqpDHTSbfHbh9a5agbPhl3v2/On+Jmc2c2yZMsDQspH7G/hcBaDvGjYgoltwI/uP2hSPXAibgvX/+hKEP/Cfs84n64wCAemGC1cTWjtYymwMTt1X5v8RpzTzG5dfilmYJPc5wD4rRA/qY2ElLjWPcmiamFD0Rt7gBkS9WOmbMGHz//few2WzYtWuXt3WukdFoxJw5c7Bjxw7U1dVh7969eOqpp5Cdna0mPGojTAYZ7wwM3ac6vbhrDKOhYKz5Zd7tE7u+Vxzrmdv8B/3d3d/1bp+EdjNKxsXmD+MdARHFmchs1+zxiw0r8Pn3m8I+X2H55wCAWimlhZoUjmCJW2Fn39jtr4Y+rTgmHPVAwwLcLiE1O0nflvaXhjyWyE4e9MxO1kEciHMkbYeqxI1IL0aMPjfksboga+ZQbBXl5WGlqw8AoNatvBuZmtr8TGqPXzUKizrcDwD4ydwjOgHGyqIrW65DREmt8Jp/4ETxcNRfHjgJRqP+750X9vm62j0z1dYxcdOEHGRMfKfzf+fdzuk4ALV3HYZbeBK0uqojcDo8YwwdLXRgGzzpdg0j1Y8+a+6PdwhtDhM3SmhF+XlYedUOLDzto4BjfU4/Pw4RUYBiz+plp+34K5w1R73FkrHlrj0923kWXm9cZDYhHd/bch0iSnqGvM7ImvZfWHuNDVknXwq9zMUPPwZf+7G9OBi0nCL3bYGvZez4Dd8CBuUNxxSzCVUNPUBqq44g44ObAABWqfkp/svy0lAhfEsT2UVydC1MkezxDqHNYeJGCW94twJcOKiDoqz+jgPISmOLmx6IFN+X1Z6F13q3D2YPavGxUsOXZiInbuXl++MdAhHpTE1Wz5DHTlQHmUXX7cKAtzhqO+r8JhvJLu0VcFiSJJwQnt4iNQe2Iq0y/KVq7LKvZdSA4EtdJZrN7g4tVyJNMXGjpCAblN0UrCnhL2hK0WVIy/dudz36pXe7uOewFh+bDIlbjTM57qwSkXbSJz8X8ljlvu0BZbX/vima4VADQ0Zhi3UaZ0TutCyy5abtsm8M3RZDgnf/b3Aw/3QAwGI59IyapC0mbpQUjMbQszlRfBlz2nu3D4tM73b/DnktPtbQ0J0ykRM3k4lrCRJREyWDQh6qrz4aUJa6JfS4uO9S2BKnlb6T7saPOedgyxlPt1w5QifkbO92umzT/PzxYJQ8ay13bN++hZqkFSZulBRkky9xu9MR2V0wiq6s0j7e7f0pvq4nRlPza+YAgNSQkHdx78bPy/8FCOE9Jvy29Ux2K8c+/DX3njhFQkS60cwMhLaaYxGdypFR2tpoqEFKRg76zXwbvc4OPaHUz7K6JGXLkHne7Y7O3d4ZKROZJDx/g5CYTsQKn2lKCia/iS7OO/PM+AVCAUq6+qZTHlS/CgBQLVJgMrc8BlGWfR9Rpcum4dCfBwIA3l+6DC88cBN+2l+hcbTaczqUg7dvnDY7TpEQUSKoP3G4xTo74UvWjLbjUYyGmsp1VQaUvdnlTy0+bvLYkfhnnm/10rqToSeiSRSSaBirxwW4Y4aJGyUFg19XyZKslltyKHbSLEZ8mHm5oqwaaTAbW/74kXOUA58LbXsAABNXXIqb3P/GxlfvwKHqeu2CjQKXQ9klJtXMrpNEFFrphr+1XEeUe7edmZwgIpbW5F8UUHbmhCktPs5okNGlxDfm2+1O/AlKvC1uMhO3WGHiRknBaOCHhp6VZClb1/z7+jene4++zR6fWPcuCh8vwqffb1EbWtQZjwZONEBEFEqwxYy3G7op9s2Sr5udtV2fptUpirpN+mNAWV5ObliPLRx2mXfb7Ur8qfR9LW5MJ2KFzzQlBdng/085McY+tSVZNmWXRochvFZRKcg4kC/nXxtQds77w3C0Roctb0JAbF/q3a0SXCiXiCLX3bUj5DHJwFb8WCppV6bYf915NmQ59JhFf13bF8PRsIaby9H82m+JQEbDDQSZ/wZjhYkbJY1lriHY4i6Do/iUeIdCTZirlYtQD3D+GPZjv7Serdgfc/ydoPX2rvss8sCi7OCi36LLYV9cDxc9HsdoiEhPfnB3CVr+rXGoYl84fd2tNw+dh5rfKj8/Zf5ojqszZ74Ydl1ZluBEY+KW+DNLijrPRDpOwXQiVvhMU9L4cfQzWNDvVfQra3maeYqtldbRqh+b0nFIWPWc1YEDxuOtaMur3u2F7gm449rLmqlNRG3JAHmnYr/G6OluN8y5Gh++OBcfvvUyAODoUd9nW7sx1yM9vwzf5U30lrHFLb7aFUT2m8PRkLi5nYnf4jbM/i0AwHpobZwjaTuYuFHSmDWuJx791aCg3esovsbf9Cd86Drdu/8nR+iplpuSDeGt0ee2n4w4rljq2T4f2anmlisSUZtTe8NylHe40Lt/4c9P4MIfZ2Lj+u+w+T/Pessz09MAAK6y4d4yhyPxx0olmqrfbgIA/KfngxE/trHF7fCxyJZ90DNL6cB4h9BmMHEjoqjLTLFg1F0foEqkAgBGX/3HsB9b0qlXy5UACLe+FukWTWYM411xIgoltbQfStu1CyivXv6CYr2vxhuTlpQ0b5mpPnDBboquzPz2wB9PYPwVv434sU54vguOrv+P1mHF3CF4WolTeo2LcyRtBxM3IoqJ7FQzXhj5BeYMXo4xPQvDflz7UydiW99ZLdZzu/SVuLlsNcoCjkMhIj+265Tjcg2n3RBQp8vBj1Fg/xkAsFX2jYnrfcoY73afM38VpQgpGmqtxQAAg0j8rpJmeFp7DZbUOEfSdjBxI6KY+f24nph7cb/IHiRJ6HHZH4Me2pE5zLst9JS4ff04jI8oZx6TnXVxCoaI9MjSYQhwdzkw5zgAwJyRH1CnUDqOnuXvAQB6un1j4qwFneC86WuIW9bBmFkUk3hJGxWZ/T0bTt9MyG9/8hUe+/M9qDhWE+JREaquAGKwTpzUMIu3JDOdiBU+00SUEILNWpU3yTdLo8upo3Een84LKHIY0+MQCBHpmjkVaByXHeH4bGO7AZByO0chKIomt9GzLIzkqPWW/fJ/F+G2+r9jxaJHW3+B7Z8Aj/cE3rym9edqVHsU2Paxotsu4Je4cW6BmGHiRkQJwSgF3j00pBdhX5qnBU86qb9ZJf0ZjOFNskJEFMwRkRHvEEgLKTkAgNMP/Rubvvmv4lDHkz+0+vT1Xzzm2dj8fqvP5fWXzsDrv4JtxbOKYkk0Jm5MJ2KFzzQRJYRDUkFAmdFkRHnJuQAC14qLm11fBS3mHUkiasmBgtBLp6zseWcMI6FoEWm+LrF9/jtZeQwS4HJ4/lNpT6XGMyw7fF063Z89iI1fveOZfMtRhwzJMwSAXSVjh880ESUE1+R/YUPu+dhx6TJUGXJwwliA1IwcwOq5C2101bdwhthwvnF10HLzIE4gQETNKy8dH/JYWUlxDCOhaHGblN3mF7/zb++2JAGHHxmEEw/1hFCZvLmEtmPbTtb6unSmuE+i72fXYt3Sf+Do46f61WI6ESuc5oyIEkJJr1NR0muRZ6fHJkA2AJIE2WgFABjctjhG52O0Ba7N8xfHZPyhf984RENEicRgTgl5TGZ366SQarUq9ietv9G7ffzYUQwxeGYRLd+7HSWd+0R8/sbui1pxNhnXBgCDv7lVeU32KIkZpshElHjMqYDRAgCQG37oGNw6mpykidv/9Fy8QyCiBGCwhE7cKDkMOOPikMfOMaz1btvr1HZ51DZxk5wtt/ydrNfHjdO2gIkbESU0g8lz99Ko08TtA/P5vBtJRGGRTaHXw7Lkd4pdIBQ1Jmsa9lh6tFjPaattsU4wWn/b7Fvc8thKUXNY46tSKEzciCihNS78aRT6vOOX265bvEMgogRRUpAX8liP3gNjGAlFU/XIe1qs41CZuEHjrpJ9K95rsU6X3qdoek0KjYkbESU0o9Uz0Nvi1sfkJE1JBnO8QyCiBJHb/XTUnXZLwA/7g3LgrLqUuFIyclqs43IFji0Lh6RxV8lwGNNzY37NtoqJGxElNEuqZ1bJMnEgzpEEJxmZuBFRmAxGpFzwAOTTb/IW7bb2gvvKt+MYFGmt66AzWqzjdqrtRRL7xI1ih4kbESU0S2qmd3vHxtVxjMRjm7u9sqBhEhUionBZLb6ZB0tmfISSrgPiGA1pLoxxz26HunHb8Whxo9jhcgBElNAsaRne7drKfQCGxi8YADClAH49XGQmbkQUIYPZitpfLAAcdqRm5Lf8AEo6boc+u/9TfDFxI6KElpLma3Fz2tROn6wdI5TjErLq98UpEiJKZKmDLo13CBRHrpNH1D1Q48lJ9rgL0VE+pOk5ST12lSSihJaSmu7dTs0MPSNbrBiEMnGTKn6MUyRERJSoqivVjdvWuquk3ZzV7PHd5/9T0+tR85i4EVFCk2QDXA0r10gmawu1g9j4LvDZg5rdpUwVyla/lUVTNDkvERElD1eQn+BflVzn3ba6a1Sdt9hdoTqmYCThDnnsONLR6fSJml6PmsfEjYgSXrlUDABwOR2RP/jNa4Cv/gLs/EKTWNKF58t2hv0WXGu/HWMvuEST8xIRUfLY1W9mQNnQqQ9gp1QGADA41HX9zxDqEr5QmmvBswh1E6iQehzjRkQJL0WyAwKwHd6l+hzumkOtv5MlBFLgmcL5hqlXoX1pRxRmqGgFJCKipNZt0hz8aMpGv7VzvGUp1hQc6nwJuux8EnA74xidT3MtbhaouFlKrcIWNyJKeHluzyDuwav/oPocGw9UtToO4fJ9iZXlZzNpIyKi4CQJ/S6+FRvOecVXJBuAhrU/Zbc+kiIZoRO3XcMfimEkBDBxIyICANgcrpYrtcDp9HUbMZpMrT4fEREluSY9ESWD57tD0kniFqqr5PdFk9D1/OkxjoaYuBFRwlud5xkc/X3J5LjG4bT7vmhNJq7fRkREzes2YLhivzFxk0X8u0oeWbUIHd3Bl7SpN+XEOBoCOMaNiJJAvbXQs2GP7zpurmO+MXZGszmOkRARUSJIyS6EfeYmGC1pkAFIOuoqmbfkppDH3Ob0kMcoetjiRkQJTyruBwDIPbExrnGkvHKBd9tk4H2xRPH000+jc+fOsFqtGDJkCL7++utm63/55ZcYMmQIrFYrunTpgmeffTagzvz589GzZ0+kpKSgrKwMs2bNQn19fbT+BCJKYOac9pBTswEAso5a3JojWzPjHUKbxMSNiBJeSa/TPP93/gy4Wz9WTS2Dq867LctS3OKg8C1atAi33nor7rnnHqxduxajR4/G+PHjsXfv3qD1d+3ahQsuuACjR4/G2rVrcffdd+OWW27B4sWLvXVee+013HnnnZgzZw42b96MBQsWYNGiRbjrrrti9WcRUYLytbjpK3E7JtKxx13oK8jvHr9g2jDeEiaihFdc1g02YYRFcqD60G5kFHeNd0iUIJ544glcf/31uOGGGwB4Wso+/vhjPPPMM3j44YcD6j/77LPo0KED5s+fDwDo3bs3Vq9ejcceewyTJk0CAKxcuRIjR47ElCmexdc7deqEK664AqtWrYrNH0VECUsyeBI3g85a3JYOfgo53U/HN+s/Ql3Fdkw548J4h9QmqWpxi0a3kuPHj2PGjBkoKSmB1WpF7969sWTJEjXhEVEbk2q1YL8oAADs+WmTqnO4D2/XMiRKAHa7HWvWrMG4ceMU5ePGjcOKFSuCPmblypUB9c877zysXr0aDodnTMqoUaOwZs0ab6K2c+dOLFmyBBMmTIjCX0FEycRg1GdXyVO7FGJc32JMnnI9rp39Z5iN7LQXDxG3uDV2K3n66acxcuRIPPfccxg/fjw2bdqEDh06BNRv7FZy44034tVXX8Xy5csxffp0FBQUeO9O2u12jB07FoWFhXjrrbdQWlqKffv2ISMjo/V/IRG1CTXwrJnmtp2EzeHEylWrMGjgYGSnp4T1+NP2vQjg8ShGSHpTWVkJl8uFoqIiRXlRUREqKiqCPqaioiJofafTicrKSpSUlODyyy/H4cOHMWrUKAgh4HQ6cfPNN+POO+8MGYvNZoPNZvPuV1W1fl1BIko8stEzI7FRxH9yEn8ma2q8QyCoSNyi0a1k4cKFOHr0KFasWAFTw9pHHTt2VPs3EVEbZDGZABdQX3UEn7/2Z5y/+1F88vU4nHvnm/EOjXROkpTjEYUQAWUt1fcv/+KLL/Dggw/i6aefxrBhw7Bjxw7MnDkTJSUluO+++4Ke8+GHH8bcuXMDyjdu3Ij09PjN3rZvX/CpwPWAsanD2NSJVWyHDleiHzzruG3YsCGsx/jH1t+vPNzHh+J/rr37K3DcFvn59PyaAvqJr6amJqx6ESVujd1Kmt41VNOtZMGCBXA4HDCZTHj//fcxfPhwzJgxA++99x4KCgowZcoU3HHHHTAYDJGESERtVE/XNgDAaevuxjF4Zrs6t35pPEMincvPz4fBYAhoXTt06FBAq1qj4uLioPWNRiPy8vIAAPfddx+mTp3qvcHZv39/nDx5EjfddBPuueceyHJgF6O77roLs2fP9u5XVVWhrKwMffv2RWZmfGdv69+/f8uV4oSxqcPY1IlFbFttB4ENgFlyRnQ9b93FQcrU8jtX334DkV1Qouo0en5NAX3EF24vi4g6qEajWwng6f//1ltvweVyYcmSJbj33nvx+OOP48EHHwwZi81mQ1VVleI/IiIASBdxXs9NcEbJRGA2mzFkyBAsW7ZMUb5s2TKMGDEi6GOGDx8eUH/p0qUYOnSot8dIbW1tQHJmMBgghPC2zjVlsViQmZmp+I+I2h5DQ1fJ9uIg3O7gnxfxYLKGN+yAokvVrJJadytxu90oLCzE888/D4PBgCFDhuDAgQN49NFHcf/99wc9J7uVRI6xqcPY1Il1bNWm4RjhWIlKkYl8yXcjJ1hXkah0KxHCe64apGCvynPp+TUF9BNfuN1KWjJ79mxMnToVQ4cOxfDhw/H8889j7969mDZtGgBPS9j+/fvxyiuvAACmTZuGv//975g9ezZuvPFGrFy5EgsWLMC//vUv7zkvuugiPPHEExg8eLC3q+R9992HiRMnshcJETVLkn0/zffu/QmdOnVTf7JP5wEjbgFSslsdV+OkKRRfESVu0epWUlJSApPJpPhC6927NyoqKmC322E2mwPOy24l6jA2dRibOrGMbc3uXwBrVuIkUpEPX+IWKgatu5UIpw1427N9Ukpt1bn0/JoC+ohPq14WkydPxpEjRzBv3jyUl5ejX79+WLJkiXecdXl5uWJNt86dO2PJkiWYNWsWnnrqKbRr1w5PPvmkd8w2ANx7772QJAn33nsv9u/fj4KCAlx00UXN9iIhIgIAg9H301y2t/IG1dePw1G5E6bJL0f8UOF2w7/ZRZZ500kPIkrc/LuVXHLJJd7yZcuW4eKLLw76mOHDh+ODDz5QlDXtVjJy5Ei8/vrrcLvd3u4l27ZtQ0lJSdCkDfB0K7FYLJGET0RJzJiaBQDoKClvFNkdTphN0V+y0lZ3smFeS6BO4uxbiWT69OmYPn160GMvv/xyQNmYMWPw/fffhzyf0WjEnDlzMGfOHK1CJKI2wr/FTQuObZ9ATVuZ02lXPC7Y2FyKvYhfhdmzZ+PFF1/EwoULsXnzZsyaNSugW8nVV1/trT9t2jTs2bMHs2fPxubNm7Fw4UIsWLAAt912m7fOzTffjCNHjmDmzJnYtm0bPvroIzz00EOYMWOGBn8iEbUF5obErakFb74bk+vban13Rh2ytZmaREREwfm3uIUYEhuRVFe1qsfZ6usU+2xx04eI0/podCspKyvD0qVLMWvWLAwYMADt27fHzJkzcccdd2jwJxJRW2BJzwlafvO26wFcGvXr2+z13m23FP0WPiIiSj4Wk187l9sVtzgctnrFfnNzWVDsqPp1oXW3EsDTpfKbb75REw4REbILS+N6fafD6d1m4kZERGoUtO/s3ZaN8fsucdibJG7sKqkLfBWIKCnkFLQLWr7T0DloudbcLod328XEjYiI1DBa4GhoV3G59NPiRvrAxI2IkoIUov/9AZEXk+u7/bq0CIljAYiISJ0TUgYAoOr48bjF4LT7xrhtSD0tbnGQEhM3IkoauzJOCSgb5V4dk2v7t7gty7ykmZpEREShVZraAwBsh7dH9kAtZjNp4HL6vtN4M1I/mLgRUdIouvRx7/b2ovExvbZw+o1x63pOTK9NRETJw27wLCnjtkfWXVFomLi5XRy3rUdM3IgoaaR2PAW4cx8w5zhqe3jWltwVozFuqD/h3bzl7O6xuSYRESUdl+xZp1g4bTG75ppdh3Co2m92ZL/EjS1u+sHEjYiSizUTkCTIBs+UysJR18IDtJHzna+1L8XMLzkiIlJHGMwAALczNi1uazdtRbeXB+LTv1zpLWPipk9M3IgoKbkaPt66yBWoPF7lLbc5ozNLl6jcEZXzEhFR2+I2eFrc4IhNi5tt+VPIkmpxheETb5lws6ukHjFxI6KkVHviiHe7cp9ngPePP6zBznmDsGn5e5pfzyTsmp+TiIjaHsloBQA4bbURPU5ti5vkCvz+cvuN2xYyEze9YOJGREmpd0m6d/vHz17H6k3b0O/ts9Fb3ovJFY9qfr0qpGp+TiIianuMaTkAAFF7NCbXM7gCW/bYVVKfmLgRUVLKOWWSd3vQkSUY+u9To3q9L1LPBwCcFJaoXoeIiJKbOasIAGCsq4zwkZG3uAm3G+mV6wLK7SePe7dzT5kY8XkpOpi4EVFyMpq9m93kAwGHy09oOGnJ0V04PXU/AGCZmUsBEBGRepbsEgBAmjOyFjc1XSVXLPkneomdAeUFq/7s3e428tKIz0vRwcSNiJLW7u7XhDz28F+f1O5CTw5Cl8rPAQDpOYXanZeIiNocS04xACDLfSyyB6pI3FI2LQpa3kH43fCUpIjPS9HBxI2IklZdp3MBADvljgHHnnQ/pM1FmnxR2kzZ2pyXiIjapLQcT4tbnjgBp8sNl1tg3b7jcLjczT5OzdQkRpey94nLrd0i3qQ9Jm5ElLRko2e8Wa7rSAs11fMfwA0ALktW1K5FRETJLz2vHQAgU6pFVc1JzP9kG6Y89Snuf+/HFh4ZedJlapK4OVxufPvkVO++S7C1TU+YuBFR0jKYPIlbtlQT9Ljd1vo1cpwO5TTKRpO11eckIqK2y5iWC4fwzORYfeQAdn/xCjZZr4N5zYvNPi5kT8ntn4Q4AJjdykW+azZ8hGFH3/furyn4RVgxU2wwcSOipGUwmZo9vnXbZtXnPvDjV6iq2A2nTZkUplg4bTIREbWCJKFa8ixpU1t1FH8z/x0AMNf0D3Xne/+3QYttb89AV/cu5aWP7VbsC9kM0g8mbkSUtIwm5dT8e6T2+KbPfd79/ovHqDrv/q1r0O6ti5D57ECc+PxvimOZmewqSURErVMvpwAA7LXVYT9GiOBj4FxNuvQDgPPkMVh+eDXwuuYcxb5kSQv7+hR9TNyIKGnJRmWLW677KE7/1W2tPu/+H7/2brs2LG5yTd6dJCKi1rHJqQAAe21Vq891sq4+oKzup+VB69ZLyu7+Ukp2q69P2mHiRkRJq2kSlSFps3ZbTs0O7/aa/F8ojp0oPE2TaxARUdt1zOm58bi7/JCifMeh4GO2gdDruMkisMVtz+bvgtZ1OhyKfUNqTtB6FB9M3IgoaRkMzY9xU+Pkti/Rfdc/vfvtM5Qfo/06FGh+TSIialt6iD0AgJNbP1eU/+5fayM+lwmBiduxqpNB61Yd3qt8bHpuxNej6GHiRkRJKzszQ7G/usvNAICvTntO9Tm3ffZPxf7Qn/6u2M9PV46rIyIiilS65OneeK1xqaK848HQM0SGmlbSAkdAmey2B6kJnLrpYeVjM5i46QkTNyJKWubMQsW+sbAnACCnrC+25p6p6pwuW+huKv90nqvqnEREROF4wLRQk/PsSe0XVj1rRp4m1yNtMHEjouQlKRcOlTOKvdsnik5XdUqDM/Q4ud3D5qk6JxERkb+txRcFLS+QmpusJPwFuAeknwirniWNMyXrCRM3ImozsjPTvduyWd0Ux7Ir+KLd/xEjcN9FfVWdk4iIyJ8rr0fEjwm5AHcQ/db/Kax6KamZEcdB0cPEjYjajMKug73baVlBun8sfxI4tqfZc8hu5ViBk/BMnZzdY2TrAyQiIgJgze8QtNwhaT/pVrNxpDNx0xMmbkSU1HadNte7bTL5lgfI6RZk2v5l9wELxjZ7vv71qxX7ZtGQyBmM6oMkIiLyY8gJnritSTsj5GNCLcDdGmYrF+DWEyZuRJTUSkf8yrst+yVXxWXdgj+g5mBE5zdJLgCAFIWlB4iIqG1ym9KDlh85Ue3dPlHnwFOf78DBmsDp/jXTZKw4xRcTNyJKaqbsdhDXLoG44VNIst9HniThB+sQza7DxI2IiLRSmpsatDwTtai1exK1+979Ea99vBy3f1wOIPQC3C2pvmkVtpj6qAuUYoqJGxElPanTSEilQwPKhYqPwAMIvsC2ZDAHLSciIoqUKa+LYv+7Tr8BAIw2/Ig6m6eLft62RVhhvQWznK1bIiCjXU8IiSlBIuCrRERtV4RdQI4/NwHtcDjoMdnIFjciItKIORX4wy7gjt3AH09ANqd4D23fVwEAuEW8BgC42rgMgPoWN0DdjUyKPb5KRNRmpdiPhl9ZCGSX/8+7W4lsxWG2uBERkaZSc4GUHADAgHYZ3uJbXlmOjzdWwKU+T0ON8MyIfJfjegCAAMeyJQImbkTUZmW5j4df2e1S7DqhnEWSLW5ERBQtpkLfum4j5R9x7z8/RX6TxbhDtbi5RWBSdkLyJIJjzzoXAJBl2x9Q59CQWarjpejg/NVE1GYdNpeiyFYZXmWXXbFbDOXjJCZuREQULb0u9G7+n/kZ7HQXh/1QWRKem4+ywVtmhudmZPs8TwJXKim/074d8TyGjZvcmogpCtjiRkRtllsK/96VaJK4NWVgV0kiIooWWfmTvYtcodivsTmbH+Pmcih2DfDMTCkbQ3x3mVKCl1NcMXEjojZLSIaWKzVwOZpP3NhVkoiIoslmDT6rMQAMmvNR8w92N03cPIt1GxsSt53F4xXH/dc9Jf1g4kZEbZY7gsRtw15lN5KnnRMV+7KJiRsREUXPrtPmAgD2ye0Djn1svgPf7zkW8rGiSYtbFmoA+L67jpedozhuMIT//Uixw8SNiNqs+g5nhF236uRJxX6nIecr9tlVkoiIokmY0wEAdhHYGtZVLsfHH/475GMddr9eIz/46jW2uEmy8pwGA29G6hHbQYmozTp10m349sNMOPevxcjKN5utK5y+L73/Xfw/FKbnAut9xw0mS7TCJCIi8nbJN7jtCDZ7/+X2xUHLAcDpsMEMAJXbgbdv9JYbDJ42nPqfvlbUl9jipktscSOiNstoMmHYJTMg5XVtsa7TYQMAHBaZOLV/H/TrWKQ4bgg1wJuIiEgDckMrWCrqgh5PEcHLAcDp8HSVdL96qaLcZc4CAOSZlUveGI1M3PSIiRsRtXnClKosaLJmGwCkGjwDuR0wwmyQYTUb8aTzF97jUmpONEMkIqI2rnHCkELpeNDjPeTAtdgaORsm2JKP71aUF+bnAQCyRt2kKDfI7CqpR6oSt6effhqdO3eG1WrFkCFD8PXXXzdb/8svv8SQIUNgtVrRpUsXPPvssyHrvvHGG5AkCb/4xS/UhEZEFLmUXMXuoffvD6iSZfH0P3EIIyTJs93z8j/jLsf1uMJ+D0ralUU/TiIiarNko/oRTrkvDUf9iucCyk0NXSWLug5oci22uOlRxInbokWLcOutt+Kee+7B2rVrMXr0aIwfPx579+4NWn/Xrl244IILMHr0aKxduxZ33303brnlFixevDig7p49e3Dbbbdh9OjRkf8lREQqWbMLFfuF6/4eUKfrsusAAB3lQ96y8/qVYO7cx/D6g7fDbGQHBiIiih65yYQhX7oGAH88gQ+yrgzr8dalfwh90JKh2OXkJPoU8S+NJ554Atdffz1uuOEG9O7dG/Pnz0dZWRmeeeaZoPWfffZZdOjQAfPnz0fv3r1xww034LrrrsNjjz2mqOdyuXDllVdi7ty56NKli7q/hohIhfTMlrs5Wh3Hg5abjbK3BY6IiCha8jOV3frbS55lajqm2jS/loEtbroUUeJmt9uxZs0ajBs3TlE+btw4rFixIuhjVq5cGVD/vPPOw+rVq+Fw+NaUmDdvHgoKCnD99ddHEhIRUaulpGbGOwQiIqJmpaUoE7du8gEAQE5RZ82vZWSLmy5FlLhVVlbC5XKhqEg5m1pRUREqKiqCPqaioiJofafTicpKz52C5cuXY8GCBXjhhRfCjsVms6GqqkrxHxGRGinpTNzasmiM2z5+/DhmzJiBkpISWK1W9O7dG0uWLInWn0BEbUFOp6DFJzqN1+T0y7vO8m6zxU2fVI1ybNotSAjRbFehYPUby6urq3HVVVfhhRdeQH5+ftgxPPzww5g7d25A+caNG5Genh72ebS2b9++uF27JYxNHcamTiLFVl9fh4ImdTZs2KDY79/MMS3p+XkD9BNfTU2NJudpHLf99NNPY+TIkXjuuecwfvx4bNq0CR06dAio3zhu+8Ybb8Srr76K5cuXY/r06SgoKMCkSZMAeHqnjB07FoWFhXjrrbdQWlqKffv2ISMjI+B8RERhMyh/tu8vuxDtAQiDNsvRpJf0AH7ybBsNXOpZjyJ6VfLz82EwGAJa1w4dOhTQqtaouLg4aH2j0Yi8vDxs3LgRu3fvxkUXXeQ97nZ7pt02Go3YunUrunYNXGPprrvuwuzZs737VVVVKCsrQ9++fZGZGd+75/3792+5UpwwNnUYmzqJEptwu4GPQh8HACxu5pjG9Py8AfqIT6teFv7jtgFg/vz5+Pjjj/HMM8/g4YcfDqjvP24bAHr37o3Vq1fjscce8yZuCxcuxNGjR7FixQqYTJ7uRh07dtQkXiKiRkfanYX2rXj83cbb8JDfvsls8W6np1gCH0BxF1FXSbPZjCFDhmDZsmWK8mXLlmHEiBFBHzN8+PCA+kuXLsXQoUNhMpnQq1cvbNiwAevWrfP+N3HiRJx11llYt24dysqCT7FtsViQmZmp+I+ISA1JDvwoFA03kCh5RWvc9vvvv4/hw4djxowZKCoqQr9+/fDQQw/B5QpcH7ARu/8TUaRkU+iWto8Kf4N97qZ9SYB1bs8EgL+z/xbX/2aW4liPQaNwwlyM4wVDYc0K3iBD8RVxO+js2bMxdepUDB06FMOHD8fzzz+PvXv3Ytq0aQA8LWH79+/HK6+8AgCYNm0a/v73v2P27Nm48cYbsXLlSixYsAD/+te/AABWqxX9+vVTXCM7OxsAAsqJiGLF7rDBYkkJKN9m6IYecYiHtBeNcdslJSXYuXMnPvvsM1x55ZVYsmQJtm/fjhkzZsDpdOL++wPXCATY/V8NxqYOY1NHL7H593c4VHkCGzZswL59+9C0H0TZqKtQ4boSZe+doSjPNLoANzChXxFqK3ZhQ9OPugvfBCQJ+zZu1CRevTxvoeglvnC7/0ecuE2ePBlHjhzBvHnzUF5ejn79+mHJkiXebiDl5eWKNd06d+6MJUuWYNasWXjqqafQrl07PPnkk94uJUREeuSw+xI3t8vl7Z5wJJ1pW7LRctw24OnuX1hYiOeffx4GgwFDhgzBgQMH8Oijj4ZM3Nj9Xx3Gpg5jU0cPsbmOz4Xh0zkAgEG9uyG3ISZRfjqkfd946w0Y0LCg9nvKx6eIegBAcUlJzP4ePTxvzdFDfOH2slA18nD69OmYPn160GMvv/xyQNmYMWPw/fffh33+YOcgIoolp80GNMwlsXPDcnRrKM8efWPcYiJtRWPcNgCUlJTAZDLBYPDNyta7d29UVFTAbrfDbA7s3mSxWGCxcEwJETXPcMpVQEPilpuZ5i2XfvE08LdTAup/6RqAMYYfvPsl4qCnvsRZIxNRxAtwExG1BfXVldi/5BE4T1Sg27u+yZOy0wK7T1Jiisa4bQAYOXIkduzY4Z1oCwC2bduGkpKSoEkbEVHYrFm+7Xy/HiB5XbHLELie2xzLbZjnmBp4HiNvFCUiJm5EREEU/2ME2q96CMb/66koL+l1epwiomiYPXs2XnzxRSxcuBCbN2/GrFmzAsZtX3311d7606ZNw549ezB79mxs3rwZCxcuxIIFC3Dbbbd569x88804cuQIZs6ciW3btuGjjz7CQw89hBkzZsT87yOiJGMwAVe9DVy1GMgoVhxKT7UGVH/6urOwtfNVAeWyJS2gjPSPizQQEUWimbFPlHiiMW67rKwMS5cuxaxZszBgwAC0b98eM2fOxB133BHzv4+IklC3c4IW5429DXj7eji6ngdTQ1mfdpl47YbTgT8q65qtTNwSERM3IiJq06Ixbnv48OH45ptvmq1DRKQlecClQLuBMOV0arGuJTUj+gGR5thVkoiIiIgoGeR393SnbOK//Z5Q7JtT2OKWiJi4ERGFaf15b8U7BCIioogNP2eiYt/KFreExMSNiAjAEdHyl1i/U8+KQSRERETaysopUOybLZwhORExcSMiAnDgik/xZpc/YVVa8OSsSsqAwchhwURElPiM/D5LSEzciIgA9O/VE5dd/Tv0uv55fNtpWsDxHafOi0NURERE2njP5VufUuYMyQmJiRsRkZ/M3EIMu/YR4I8nFOXW7KI4RURERNR6Vquve6RRZuKWiJi4ERGFIbukS7xDICIiUs1q8G3LTNwSEhM3IqIQVqWM9m4bTOY4RkJERNQ6qSYma4mOiRsRUQgpssO7LcuGZmoSERHpW5UxN94hUCsxcSMiCsE0do53Oy2HY9yIiChxuUf/Ae+6RmCu4bfxDoVU4lygREQh9Bo0AuuztsAtBAancM0bIiJKXGNP6Y5PrC/jmsL0eIdCKjFxIyJqxsDOJfEOgYiISBPn9mHvkUTGrpJEREREREQ6x8SNiIiIiIhI55i4ERERERER6RwTNyIiIiIiIp1j4kZERERERKRzTNyIiIiIiIh0jokbERERERGRzjFxIyIiIiIi0jkmbkRERERERDrHxI2IiIiIiEjnmLgRERERERHpHBM3IiIiIiIinWPiRkREREREpHNM3IiIiIiIiHSOiRsREREREZHOGeMdgFaEEACAqqqquMZRU1MT9xhCYWzqMDZ1GJs6eo4N0E98jTE0fvYnG36ntYyxqcPY1GFs6ug5NkA/8YX7nZY0iVt1dTUAoKysLM6REBFRrFRXVyMrKyveYWiO32lERG1PS99pkkiS25VutxsHDhxARkYGJEmKSwxVVVUoKyvDvn37kJmZGZcYQmFs6jA2dRibOnqODdBXfEIIVFdXo127dpDl5Ov1z++05jE2dRibOoxNHT3HBugrvnC/05KmxU2WZZSWlsY7DABAZmZm3P8BhMLY1GFs6jA2dfQcG6Cf+JKxpa0Rv9PCw9jUYWzqMDZ19BwboJ/4wvlOS77blEREREREREmGiRsREREREZHOMXHTkMViwZw5c2CxWOIdSgDGpg5jU4exqaPn2AD9x0fa0vPrzdjUYWzqMDZ19BwboP/4gkmayUmIiIiIiIiSFVvciIiIiIiIdI6JGxERERERkc4xcSMiIiIiItI5Jm5EREREREQ6x8SNiIiIiIhI54zxDiCRHTp0CBs3bsSQIUOQmZmJgwcP4h//+AfcbjcmTJiA/v37xzW+7du3Y8WKFaioqIAkSSgqKsKIESPQvXv3uMaVaH7961/jwQcfRLt27eIditfx48fx5ptvYu/evejYsSMuu+wyZGVlxS0evhfaDj2+H0gbfB+3DXp8D/M7LTJ8L2hHj++HZglS5fPPPxdpaWlCkiRRUlIi1q9fL0pLS0X37t1Fz549hcViER9//HFcYjt+/LiYOHGikCRJZGdnix49eoju3buL7OxsIcuyuPjii8WJEyfiEpvdbhe333676Nq1qzj11FPFwoULFccrKiqELMtxiW39+vVB/zOZTOKdd97x7sfDpEmTxOLFi4UQQmzcuFHk5+eLgoICMWzYMFFUVCSKi4vFpk2b4hIb3wvq6Pm9IIS+3w+kPb6P1dHz+1jP72F+p6nD94J6en4/RIKJm0ojR44UM2bMENXV1eLRRx8VpaWlYsaMGd7jt912mxgxYkRcYps6daro37+/+OabbwKOffPNN2LAgAHi6quvjkNkQsyZM0cUFRWJRx99VNxzzz0iKytL3HTTTd7jFRUVQpKkuMQmSZKQZVlIkhTwX2N5vD508vPzxbZt24QQQowfP15MmTJF2Gw2IYTnw/L6668X48aNi0tsfC+oo+f3ghD6fj+Q9vg+VkfP72M9v4f5naYO3wvq6fn9EAkmbiplZmaKHTt2CCGEcDgcwmg0irVr13qPb9u2TWRlZcUltqysrKBv6kYrV66MW2zdunUTH3zwgXd/x44donv37uLaa68Vbrc7rndkBg4cKCZMmCA2b94sdu/eLXbv3i127doljEajWLZsmbcsHlJSUrz/3kpKSsT333+vOL5169a4vaZ8L6ij5/eCEPp+P5D2+D5WR8/vYz2/h/mdpg7fC+rp+f0QCU5OopLZbEZ9fT0AwG63w+12e/cBoK6uDiaTKV7hQZIkVceibf/+/ejXr593v2vXrvjiiy+wcuVKTJ06FS6XK26xrVq1Ct26dcOkSZNw9OhRdOzYEZ06dQIAtGvXDh07dkTHjh3jEtuAAQPw2WefAQCKi4uxZ88exfE9e/YgJSUlHqHxvaCSnt8LgL7fD6Q9vo/V0fP7WM/vYX6nqcf3gjp6fj9EJN6ZY6K6+OKLxYUXXij+97//iZtuukkMHTpUTJgwQdTU1IiTJ0+KSy+9VJx//vlxie2qq64SAwYMEN99913Ase+++04MGjRITJ06NQ6RCdG5c2fxySefBJTv379f9OjRQ5x77rlxb6pesmSJKC0tFQ899JBwuVzCaDSKjRs3xjWmDz/8UOTm5oqXXnpJvPTSS6JTp07ixRdfFMuXLxcLFy4UZWVl4vbbb49LbHwvqJMI7wUh9Pl+IO3xfaxOIryP9fge5neaOnwvtJ4e3w+RYOKm0rZt20S3bt2EJEmib9++Yv/+/WLixInCaDQKo9EoCgoKxJo1a+IS27Fjx8T5558vJEkSOTk5omfPnqJXr14iJydHyLIsxo8fL44dOxaX2K6//npx3XXXBT32888/i27duunijV1RUSHGjx8vRo0apZs39VtvvSVKS0sD+mhbrVZx6623CqfTGZe4+F5QJ1HeC0Lo8/1A2uL7WJ1EeR/r8T3M77TI8b2gDT2+H8IlCSFEvFv9EtmRI0eQl5fn3f/0009RV1eH4cOHK8rjYcuWLVi5ciUqKioAeLojDB8+HL169YpbTHv27MGWLVtw3nnnBT1eXl6OpUuX4pprrolxZME9+eST+Pzzz/G3v/0NpaWl8Q4HLpcL33//PXbu3Am3242SkhIMGTIEGRkZ8Q6N74UIJdp7AdDf+4G0x/dxZBLtfay39zC/09The0Ebens/hIOJGxERERERkc5xcpJWEEJg2bJlmDt3Lm6++WZMnz4dc+fOxSeffAI958PHjh3DK6+8Eu8wgmJs6jC25rnd7pDle/fujXE0gTGEKo93bI1xhCrXQ3ykHX6naY+xqcPYmqfnz2U9x9YYR6hyPcTXovj10kxsP//8sxg0aJAwGAxi4MCBYty4cWLs2LFi4MCBwmAwiFNOOUX8/PPP8Q4zqHXr1ummn3FTjE0dxhbciRMnxGWXXSasVqsoLCwU999/v2LcK5PnXwAABrhJREFURDynJ9ZzbIkQH2mL32nRwdjUYWzB6flzWc+xJUJ84TLGO3FMVNOnT0dubi727duHkpISxbHy8nJcddVVmDFjBt59992Yx1ZVVdXs8erq6hhFEoixqcPY1Lnvvvuwfv16/POf/8Tx48fxpz/9CWvWrMHbb78Ns9kMAHFrSdBzbIkQH2mL32nqMDZ1GJs6ev5c1nNsiRBf2OKZNSaytLQ0sW7dupDHv//+e5GWlhbDiHwaV38P9V88V4dnbIwtljp06CA+//xz735lZaUYNmyYGDdunKivr4/rHTY9x5YI8ZG2+J3G2Bib/mPT8+eynmNLhPjCxRY3lVJSUnD06NGQx48dOxa3xSMzMjJwzz33YNiwYUGPb9++Hb/5zW9iHJUHY1OHsalTWVmpWFAzLy8Py5Ytw3nnnYcLLrgAL774Ylzi0ntsgP7jI23xO00dxqYOY1NHz5/Leo4N0H984WLiptLll1+Oa665Bk888QTGjh2LrKwsAMCJEyewbNky/P73v8eUKVPiEtspp5wCABgzZkzQ49nZ2XFrDmZs6jA2dcrKyrB582Z07tzZW5aRkYGlS5di3LhxuOSSS+ISl95jA/QfH2mL32nqMDZ1GJs6ev5c1nNsgP7jCxdnlVTp8ccfx4QJE3DllVciNzcXKSkpSElJQW5uLq688kpMmDABjz76aFximzJlCqxWa8jjxcXFmDNnTgwj8mFs6jA2dcaNG4eXXnopoDw9PR0ff/xxs3FHm55jA/QfH2mL32nqMDZ1GJs6ev5c1nNsgP7jCxfXcWulqqoqrF69GgcPHgTgeUMPGTIEmZmZcY6MiI4dO4YDBw6gb9++QY/X1NRgzZo1Ie+sRpOeYwP0Hx9FB7/TiPRLz5/Leo4N0H984WLiRkREREREpHMc49YKJ0+exOuvv44VK1agoqICkiShqKgII0eOxBVXXIG0tDTGxtgYG2NLyNgSIT7Slp5fb8bG2BgbY0v2+MLBFjeVNm3ahLFjx6K2thZjxoxBUVERhBA4dOgQvvzyS6SlpWHp0qXo06cPY2NsjI2xJVRsiRAfaUvPrzdjY2yMjbEle3xhi/Z6A8nqzDPPFJdffrmw2WwBx2w2m7jiiivEmWeeGYfIGJtajE0dxqaOnmMTQv/xkbb0/HozNnUYmzqMTR09xyaE/uMLFxM3lVJSUsTGjRtDHt+wYYNISUmJYUQ+jE0dxqYOY1NHz7EJof/4SFt6fr0ZmzqMTR3Gpo6eYxNC//GFi8sBqJSTk4Pt27eHPL5jxw7k5OTEMCIfxqYOY1OHsamj59gA/cdH2tLz683Y1GFs6jA2dfQcG6D/+MIW78wxUc2ZM0dkZWWJRx99VKxbt06Ul5eLiooKsW7dOvHoo4+KnJwcMXfuXMbG2BgbY0u42BIhPtKWnl9vxsbYGBtjS/b4wsXErRX+/Oc/i5KSEiFJkpBlWciyLCRJEiUlJeKRRx5hbIyNsTG2hI0tEeIjben59WZsjI2xMbZkjy8cnFVSA7t27UJFRQUAz2KlnTt3jnNEPoxNHcamDmNTR8+xAfqPj7Sl59ebsanD2NRhbOroOTZA//E1h4kbERERERGRznFyklaoq6vD//73P2zatCngWH19PV555ZU4ROXB2NRhbOowNnX0HBug//hIW3p+vRmbOoxNHcamjp5jA/QfX1ji21MzcW3dulV07NjR2092zJgx4sCBA97jFRUVQpZlxsbYGBtjS7jYEiE+0paeX2/GxtgYG2NL9vjCxRY3le644w70798fhw4dwtatW5GZmYmRI0di79698Q6NsTE2xsbYWk3v8ZG29Px6MzbGxtgYW2vpPb6wxTtzTFSFhYXihx9+UJRNnz5ddOjQQfz0009xzdwZG2NjbIyttfQeH2lLz683Y2NsjI2xtZbe4wuXMd6JY6Kqq6uD0ah8+p566inIsowxY8bg9ddfj1NkjE0txqYOY1NHz7EB+o+PtKXn15uxqcPY1GFs6ug5NkD/8YWLiZtKvXr1wurVq9G7d29F+d/+9jcIITBx4sQ4RcbY1GJs6jA2dfQcG6D/+Ehben69GZs6jE0dxqaOnmMD9B9f2GLdxJcsHnroITF+/PiQx2+++WYhSVIMI/JhbOowNnUYmzp6jk0I/cdH2tLz683Y1GFs6jA2dfQcmxD6jy9cXMeNiIiIiIhI5zirJBERERERkc4xcSMiIiIiItI5Jm5EREREREQ6x8SNiIiIiIhI55i4ERERERER6RwTNyIiIiIiIp1j4kZERERERKRzTNyIiIiIiIh07v8BOzvcX/D4UVIAAAAASUVORK5CYII=",
       "text/plain": [
        "<Figure size 888.889x500 with 2 Axes>"
       ]
@@ -201,7 +198,7 @@
    "source": [
     "fig = plt.figure(figsize=(5 * (16 / 9), 5))\n",
     "ax = plt.subplot2grid((1, 2), (0, 0))\n",
-    "mat = \"24m\"\n",
+    "mat = 24\n",
     "ax.plot(acm.curve[mat], label='Observed')\n",
     "ax.plot(acm.miy[mat], label='Fitted')\n",
     "ax.set_title(f\"{mat} DI Futures\")\n",
@@ -212,7 +209,7 @@
     "ax.legend(frameon=True, loc=\"best\")\n",
     "\n",
     "ax = plt.subplot2grid((1, 2), (0, 1))\n",
-    "mat = \"60m\"\n",
+    "mat = 60\n",
     "ax.plot(acm.curve[mat], label='Observed')\n",
     "ax.plot(acm.miy[mat], label='Fitted')\n",
     "ax.set_title(f\"{mat} DI Futures\")\n",
@@ -237,13 +234,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 13,
    "id": "16683782-c5e3-40d9-8503-b4e7880dab2a",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 888.889x500 with 2 Axes>"
       ]
@@ -255,7 +252,7 @@
    "source": [
     "fig = plt.figure(figsize=(5 * (16 / 9), 5))\n",
     "ax = plt.subplot2grid((1, 2), (0, 0))\n",
-    "mat = \"24m\"\n",
+    "mat = 24\n",
     "ax.plot(acm.curve[mat], label='Observed')\n",
     "ax.plot(acm.rny[mat], label='Risk-Neutral')\n",
     "ax.set_title(f\"{mat} DI Futures VS Risk-Neutral\")\n",
@@ -266,7 +263,7 @@
     "ax.legend(frameon=True, loc=\"best\")\n",
     "\n",
     "ax = plt.subplot2grid((1, 2), (0, 1))\n",
-    "mat = \"60m\"\n",
+    "mat = 60\n",
     "ax.plot(acm.curve[mat], label='Observed')\n",
     "ax.plot(acm.rny[mat], label='Risk-Neutral')\n",
     "ax.set_title(f\"{mat} DI Futures VS Risk-Neutral\")\n",
@@ -291,13 +288,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 16,
    "id": "af870dc7-d649-418c-9e27-d8a53875ad72",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 888.889x500 with 1 Axes>"
       ]
@@ -309,8 +306,9 @@
    "source": [
     "fig = plt.figure(figsize=(5 * (16 / 9), 5))\n",
     "ax = plt.subplot2grid((1, 1), (0, 0))\n",
-    "ax.plot(acm.tp[\"24m\"], label='24m')\n",
-    "ax.plot(acm.tp[\"60m\"], label='60m')\n",
+    "ax.plot(acm.tp[24], label='2y')\n",
+    "ax.plot(acm.tp[60], label='5y')\n",
+    "ax.axhline(0, color=\"black\", lw=0.5)\n",
     "ax.set_title(f\"Term Premium for DI Futures\")\n",
     "ax.xaxis.grid(color=\"grey\", linestyle=\"-\", linewidth=0.5, alpha=0.5)\n",
     "ax.yaxis.grid(color=\"grey\", linestyle=\"-\", linewidth=0.5, alpha=0.5)\n",
@@ -333,13 +331,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 18,
    "id": "49a99120-cf75-4070-aeb5-da60ad7a746e",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 888.889x500 with 1 Axes>"
       ]
@@ -351,9 +349,9 @@
    "source": [
     "fig = plt.figure(figsize=(5 * (16 / 9), 5))\n",
     "ax = plt.subplot2grid((1, 1), (0, 0))\n",
-    "ax.plot(acm.tp[\"60m\"], label='Term Premium')\n",
-    "ax.plot(acm.er_hist_d[\"60m\"], label='Expected Return')\n",
-    "ax.set_title(f\"Term Premium VS Expected Return\")\n",
+    "ax.plot(acm.tp[60], label='Term Premium')\n",
+    "ax.plot(acm.er_hist[60], label='Expected Return')\n",
+    "ax.set_title(f\"Term Premium VS Expected Return for 5y DI\")\n",
     "ax.xaxis.grid(color=\"grey\", linestyle=\"-\", linewidth=0.5, alpha=0.5)\n",
     "ax.yaxis.grid(color=\"grey\", linestyle=\"-\", linewidth=0.5, alpha=0.5)\n",
     "ax.xaxis.set_major_formatter(mdates.DateFormatter(\"%Y\"))\n",
@@ -369,18 +367,19 @@
    "id": "92b21311-075b-4635-bcab-97d348df86ba",
    "metadata": {},
    "source": [
-    "# Forward Curve"
+    "# Forward Curve\n",
+    "This view is interesting to see what is priced as central bank moves, both in the market and the risk neutral versions"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 11,
    "id": "837008a2-ee6f-4626-9cd3-e413b5d56797",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 888.889x500 with 1 Axes>"
       ]
@@ -408,54 +407,6 @@
     "plt.tight_layout()\n",
     "plt.show()"
    ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "0c8b44ec-e55c-4b01-8dfe-0fcc17bd55f4",
-   "metadata": {},
-   "source": [
-    "# Point in Time Estimates\n",
-    "Since the models runs fast, it is not computationally intensive to generate point-in-time estimates of the term premium. The chart below compares the most recent estimate of the full history, with the point-in-time latest. In the example below, we start the computations with a 5-year window and use an expanding window for the subsequent days."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 27,
-   "id": "6161d1a1-e54a-47da-ae45-7bcbf0f461eb",
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 888.889x500 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "df_pit = pd.read_csv(\n",
-    "    \"https://raw.githubusercontent.com/gusamarante/pyacm/refs/heads/main/sample_data/pit_tp.csv\",\n",
-    "    index_col=0,\n",
-    ")\n",
-    "df_pit.index = pd.to_datetime(df_pit.index)\n",
-    "\n",
-    "fig = plt.figure(figsize=(5 * (16 / 9), 5))\n",
-    "ax = plt.subplot2grid((1, 1), (0, 0))\n",
-    "ax.plot(acm.tp[\"60m\"], label='Latest Estimate')\n",
-    "ax.plot(df_pit[\"60m\"], label='Point-in-Time Estimate')\n",
-    "ax.set_title(f\"Term Premium 60m\")\n",
-    "ax.xaxis.grid(color=\"grey\", linestyle=\"-\", linewidth=0.5, alpha=0.5)\n",
-    "ax.yaxis.grid(color=\"grey\", linestyle=\"-\", linewidth=0.5, alpha=0.5)\n",
-    "ax.xaxis.set_major_formatter(mdates.DateFormatter(\"%Y\"))\n",
-    "ax.tick_params(rotation=90, axis=\"x\")\n",
-    "ax.legend(frameon=True, loc=\"best\")\n",
-    "\n",
-    "plt.tight_layout()\n",
-    "plt.show()"
-   ]
   }
  ],
  "metadata": {
diff --git a/example_us.py b/example_us.py
new file mode 100644
index 0000000..75255db
--- /dev/null
+++ b/example_us.py
@@ -0,0 +1,56 @@
+"""
+This file replicates the term premium estimates from the original paper. The
+file `us_data.xlsx` contains data from the authors' original matlab replication
+files. The output of this script matches the one from the original.
+
+For the updated US term premium estimates, visit the NY FED website.
+"""
+from pyacm import NominalACM
+import pandas as pd
+import matplotlib.pyplot as plt
+
+
+ylds_d = pd.read_excel("sample_data/us_data.xlsx", index_col=0, sheet_name="daily")
+ylds_d.index = pd.to_datetime(ylds_d.index)
+ylds_d = ylds_d / 100
+
+ylds_m = pd.read_excel("sample_data/us_data.xlsx", index_col=0, sheet_name="monthly")
+ylds_m.index = pd.to_datetime(ylds_m.index)
+ylds_m = ylds_m.resample("M").last()
+ylds_m = ylds_m / 100
+
+acm = NominalACM(
+    curve=ylds_d,
+    curve_m=ylds_m,
+    n_factors=5,
+    selected_maturities=[6, 12, 24, 36, 48, 60, 72, 84, 96, 108, 120],
+)
+
+
+# =================
+# ===== Chart =====
+# =================
+size = 7
+fig = plt.figure(figsize=(size * (16 / 7.3), size))
+
+ax = plt.subplot2grid((1, 2), (0, 0))
+ax.plot(ylds_d[120], label="Actual Yield", lw=1)
+ax.plot(acm.miy[120], label="Fitted Yield", lw=1, ls='--')
+ax.set_title("10-Year Model Fit")
+ax.xaxis.grid(color="grey", linestyle="-", linewidth=0.5, alpha=0.5)
+ax.yaxis.grid(color="grey", linestyle="-", linewidth=0.5, alpha=0.5)
+ax.tick_params(rotation=90, axis="x")
+ax.legend(loc="upper right")
+
+ax = plt.subplot2grid((1, 2), (0, 1))
+ax.plot(ylds_d[120], label="Yield", lw=1)
+ax.plot(acm.rny[120], label="Risk Neutral Yield", lw=1)
+ax.plot(acm.tp[120], label="Term Premium", lw=1)
+ax.set_title("10-Year Yield Decomposition")
+ax.xaxis.grid(color="grey", linestyle="-", linewidth=0.5, alpha=0.5)
+ax.yaxis.grid(color="grey", linestyle="-", linewidth=0.5, alpha=0.5)
+ax.tick_params(rotation=90, axis="x")
+ax.legend(loc="upper right")
+
+plt.tight_layout()
+plt.show()
diff --git a/pit_estimates.py b/pit_estimates.py
deleted file mode 100644
index 2b547df..0000000
--- a/pit_estimates.py
+++ /dev/null
@@ -1,42 +0,0 @@
-"""
-Generate point-in-time estimates.
-
-For each date, rerun the model and save the latest estimate of expected return
-and term premium
-"""
-from tqdm import tqdm
-import pandas as pd
-from pyacm import NominalACM
-
-
-min_obs = 252 * 5
-
-# Read the data
-yield_curve = pd.read_csv(
-    "sample_data/di monthly maturities.csv",
-    index_col=0,
-)
-yield_curve = yield_curve.iloc[:, :121]  # maturities up to 10y
-yield_curve = yield_curve.dropna()
-yield_curve.index = pd.to_datetime(yield_curve.index)
-yield_curve = yield_curve[yield_curve.index >= "2007-03-01"]
-
-tp = pd.DataFrame(columns=yield_curve.columns)
-er = pd.DataFrame(columns=yield_curve.columns)
-
-for d in tqdm(yield_curve.index):
-
-    aux_curve = yield_curve.loc[:d]
-    if aux_curve.shape[0] < min_obs:
-        continue
-
-    acm = NominalACM(
-        curve=aux_curve,
-        n_factors=5,
-    )
-
-    tp.loc[d] = acm.tp.loc[d]
-    er.loc[d] = acm.er_hist_d.loc[d]
-
-tp.to_csv("sample_data/pit_tp.csv")
-er.to_csv("sample_data/pit_er.csv")
diff --git a/pyacm/acm.py b/pyacm/acm.py
index 90f9425..5d412b7 100644
--- a/pyacm/acm.py
+++ b/pyacm/acm.py
@@ -3,8 +3,7 @@
 
 from numpy.linalg import inv
 from sklearn.decomposition import PCA
-
-from pyacm.utils import vec, vec_quad_form, commutation_matrix
+from statsmodels.tools.tools import add_constant
 
 
 class NominalACM:
@@ -39,22 +38,19 @@ class NominalACM:
         Yield curve data resampled to a monthly frequency by averageing
         the observations
 
-    t: int
-        Number of observations in the timeseries dimension
+    t_m: int
+        Number of observations in the monthly timeseries dimension
+
+    t_d: int
+        Number of observations in the daily timeseries dimension
 
     n: int
-        Number of observations in the cross-sectional dimension. Same
-        as number of maturities available after returns are computed
+        Number of observations in the cross-sectional dimension, the number of
+        maturities available
 
     rx_m: pd.DataFrame
         Excess returns in monthly frquency
 
-    rf_m: pandas.Series
-        Risk-free rate in monthly frequency
-
-    rf_d: pandas.Series
-        Risk-free rate in daily frequency
-
     pc_factors_m: pandas.DataFrame
         Principal components in monthly frequency
 
@@ -67,23 +63,26 @@ class NominalACM:
     pc_factors_d: pandas.DataFrame
         Principal components in daily frequency
 
-    pc_loadings_d: pandas.DataFrame
-        Factor loadings of the daily PCs
-
-    pc_explained_d: pandas.Series
-        Percent of total variance explained by each monthly principal component
-
     mu, phi, Sigma, v: numpy.array
         Estimates of the VAR(1) parameters, the first stage of estimation.
         The names are the same as the original paper
 
-    a, beta, c, sigma2: numpy.array
+    beta: numpy.array
         Estimates of the risk premium equation, the second stage of estimation.
-        The names are the same as the original paper
+        The name is the same as the original paper
 
     lambda0, lambda1: numpy.array
-        Estimates of the price of risk parameters, the third stage of estimation.
-        The names are the same as the original paper
+        Estimates of the price of risk parameters, the third stage of
+        estimation.
+
+    delta0, delta1: numpy.array
+        Estimates of the short rate equation coefficients.
+
+    A, B: numpy.array
+        Affine coefficients for the fitted yields of different maturities
+
+    Arn, Brn: numpy.array
+        Affine coefficients for the risk neutral yields of different maturities
 
     miy: pandas.DataFrame
         Model implied / fitted yields
@@ -97,20 +96,17 @@ class NominalACM:
     er_loadings: pandas.DataFrame
         Loadings of the expected reutrns on the principal components
 
-    er_hist_m: pandas.DataFrame
-        Historical estimates of expected returns, computed in-sample, in monthly frequency
-
-    er_hist_d: pandas.DataFrame
-        Historical estimates of expected returns, computed in-sample, in daily frequency
-
-    z_lambda: pandas.DataFrame
-        Z-stat for inference on the price of risk parameters
-
-    z_beta: pandas.DataFrame
-        Z-stat for inference on the loadings of expected returns
+    er_hist: pandas.DataFrame
+        Historical estimates of expected returns, computed in-sample.
     """
 
-    def __init__(self, curve, n_factors=5):
+    def __init__(
+            self,
+            curve,
+            curve_m=None,
+            n_factors=5,
+            selected_maturities=None,
+    ):
         """
         Runs the baseline varsion of the ACM term premium model. Works for data
         with monthly frequency or higher.
@@ -119,40 +115,93 @@ def __init__(self, curve, n_factors=5):
         ----------
         curve : pandas.DataFrame
             Annualized log-yields. Maturities (columns) must start at month 1
-            and be equally spaced in monthly frequency. The labels of the
-            columns do not matter, they be kept the same. Observations (index)
-            must be of monthly frequency or higher. The index must be a
-            pandas.DateTimeIndex.
+            and be equally spaced in monthly frequency. Column labels must be
+            integers from 1 to n. Observations (index) must be a pandas
+            DatetimeIndex with daily frequency.
+
+        curve_m: pandas.DataFrame
+            Annualized log-yields in monthly frequency to be used for the
+            parameters estimates. This is here in case the user wants to use a
+            different curve for the parameter estimation. If None is passed,
+            the input `curve` is resampled to monthly frequency. If something
+            is passed, maturities (columns) must start at month 1 and be
+            equally spaced in monthly frequency. Column labels must be
+            integers from 1 to n. Observations (index) must be a pandas
+            DatetimeIndex with monthly frequency.
 
         n_factors : int
             number of principal components to used as state variables.
+
+        selected_maturities: list of int
+            the maturities to be considered in the parameter estimation steps.
+            If None is passed, all the maturities are considered. The user may
+            choose smaller set of yields to consider due to, for example,
+            liquidity and representativeness of certain maturities.
         """
 
+        self._assertions(curve, curve_m, selected_maturities)
+
+
+
         self.n_factors = n_factors
         self.curve = curve
-        self.curve_monthly = curve.resample('M').mean()
-        self.t = self.curve_monthly.shape[0] - 1
-        self.n = self.curve_monthly.shape[1]
-        self.rx_m, self.rf_m = self._get_excess_returns()
-        self.rf_d = self.curve.iloc[:, 0] * (1 / 12)
-        self.pc_factors_m, self.pc_loadings_m, self.pc_explained_m = self._get_pcs(self.curve_monthly)
-        self.pc_factors_d, self.pc_loadings_d, self.pc_explained_d = self._get_pcs(self.curve)
-        self.mu, self.phi, self.Sigma, self.v = self._estimate_var()
-        self.a, self.beta, self.c, self.sigma2 = self._excess_return_regression()
-        self.lambda0, self.lambda1 = self._retrieve_lambda()
-
-        if self.curve.index.freqstr == 'M':
-            X = self.pc_factors_m
-            r1 = self.rf_m
+
+        if selected_maturities is None:
+            self.selected_maturities = curve.columns
+        else:
+            self.selected_maturities = selected_maturities
+
+        if curve_m is None:
+            self.curve_monthly = curve.resample('M').mean()
         else:
-            X = self.pc_factors_d
-            r1 = self.rf_d
+            self.curve_monthly = curve_m
 
-        self.miy = self._affine_recursions(self.lambda0, self.lambda1, X, r1)
-        self.rny = self._affine_recursions(0, 0, X, r1)
+        self.t_d = self.curve.shape[0]
+        self.t_m = self.curve_monthly.shape[0] - 1
+        self.n = self.curve.shape[1]
+        self.pc_factors_m, self.pc_factors_d, self.pc_loadings_m, self.pc_explained_m = self._get_pcs(self.curve_monthly, self.curve)
+
+        self.rx_m = self._get_excess_returns()
+
+        # ===== ACM Three-Step Regression =====
+        # 1st Step - Factor VAR
+        self.mu, self.phi, self.Sigma, self.v, self.s0 = self._estimate_var()
+
+        # 2nd Step - Excess Returns
+        self.beta, self.omega, self.beta_star = self._excess_return_regression()
+
+        # 3rd Step - Convexity-adjusted price of risk
+        self.lambda0, self.lambda1, self.mu_star, self.phi_star = self._retrieve_lambda()
+
+        # Short Rate Equation
+        self.delta0, self.delta1 = self._short_rate_equation(
+            r1=self.curve_monthly.iloc[:, 0],
+            X=self.pc_factors_m,
+        )
+
+        # Affine Yield Coefficients
+        self.A, self.B = self._affine_coefficients(
+            lambda0=self.lambda0,
+            lambda1=self.lambda1,
+        )
+
+        # Risk-Neutral Coefficients
+        self.Arn, self.Brn = self._affine_coefficients(
+            lambda0=np.zeros(self.lambda0.shape),
+            lambda1=np.zeros(self.lambda1.shape),
+        )
+
+        # Model Implied Yield
+        self.miy = self._compute_yields(self.A, self.B)
+
+        # Risk Neutral Yield
+        self.rny = self._compute_yields(self.Arn, self.Brn)
+
+        # Term Premium
         self.tp = self.miy - self.rny
-        self.er_loadings, self.er_hist_m, self.er_hist_d = self._expected_return()
-        self.z_lambda, self.z_beta = self._inference()
+
+        # Expected Return
+        self.er_loadings, self.er_hist = self._expected_return()
 
     def fwd_curve(self, date=None):
         """
@@ -174,14 +223,13 @@ def fwd_curve(self, date=None):
         df = pd.concat(
             [
                 fwd_mkt.rename("Observed"),
-                fwd_miy.rename("Model Implied"),
+                fwd_miy.rename("Fitted"),
                 fwd_rny.rename("Risk-Neutral"),
             ],
             axis=1,
         )
         return df
 
-
     @staticmethod
     def _compute_fwd_curve(curve):
         aux_curve = curve.reset_index(drop=True)
@@ -192,95 +240,191 @@ def _compute_fwd_curve(curve):
         fwds = pd.Series(fwds.values, index=curve.index)
         return fwds
 
+    @staticmethod
+    def _assertions(curve, curve_m, selected_maturities):
+        # Selected maturities are available
+        if selected_maturities is not None:
+            assert all([col in curve.columns for col in selected_maturities]), \
+                "not all `selected_columns` are available in `curve`"
+
+        # Consecutive monthly maturities
+        cond1 = curve.columns[0] != 1
+        cond2 = not all(np.diff(curve.columns.values) == 1)
+        if cond1 or cond2:
+            msg = "`curve` columns must be consecutive integers starting from 1"
+            raise AssertionError(msg)
+
+        # Only if `curve_m` is passed
+        if curve_m is not None:
+
+            # Same columns
+            assert curve_m.columns.equals(curve.columns), \
+                "columns of `curve` and `curve_m` must be the same"
+
+            # Monthly frequency
+            assert pd.infer_freq(curve_m.index) == 'M', \
+                "`curve_m` must have a DatetimeIndex with monthly frequency"
+
     def _get_excess_returns(self):
         ttm = np.arange(1, self.n + 1) / 12
         log_prices = - self.curve_monthly * ttm
         rf = - log_prices.iloc[:, 0].shift(1)
         rx = (log_prices - log_prices.shift(1, axis=0).shift(-1, axis=1)).subtract(rf, axis=0)
-        rx = rx.dropna(how='all', axis=0).dropna(how='all', axis=1)
-        return rx, rf.dropna()
+        rx = rx.shift(1, axis=1)
+
+        rx = rx.dropna(how='all', axis=0)
+        rx[1] = 0
+        return rx
+
+    def _get_pcs(self, curve_m, curve_d):
+
+        # The authors' code shows that they ignore the first 2 maturities for
+        # the PC estimation.
+        curve_m_cut = curve_m.iloc[:, 2:]
+        curve_d_cut = curve_d.iloc[:, 2:]
+
+        mean_yields = curve_m_cut.mean()
+        curve_m_cut = curve_m_cut - mean_yields
+        curve_d_cut = curve_d_cut - mean_yields
 
-    def _get_pcs(self, curve):
         pca = PCA(n_components=self.n_factors)
-        pca.fit(curve)
+        pca.fit(curve_m_cut)
         col_names = [f'PC {i + 1}' for i in range(self.n_factors)]
-        df_loadings = pd.DataFrame(data=pca.components_.T,
-                                   columns=col_names,
-                                   index=curve.columns)
+        df_loadings = pd.DataFrame(
+            data=pca.components_.T,
+            columns=col_names,
+            index=curve_m_cut.columns,
+        )
+
+        df_pc_m = curve_m_cut @ df_loadings
+        sigma_factor = df_pc_m.std()
+        df_pc_m = df_pc_m / df_pc_m.std()
+        df_loadings = df_loadings / sigma_factor
+
+        # Enforce average positive loadings
+        sign_changes = np.sign(df_loadings.mean())
+        df_loadings = sign_changes * df_loadings
+        df_pc_m = sign_changes * df_pc_m
 
-        # Normalize the direction of the eigenvectors
-        signal = np.sign(df_loadings.iloc[-1])
-        df_loadings = df_loadings * signal
-        df_pc = (curve - curve.mean()) @ df_loadings
+        # Daily frequency
+        df_pc_d = curve_d_cut @ df_loadings
 
         # Percent Explained
-        df_explained = pd.Series(data=pca.explained_variance_ratio_,
-                                 name='Explained Variance',
-                                 index=col_names)
+        df_explained = pd.Series(
+            data=pca.explained_variance_ratio_,
+            name='Explained Variance',
+            index=col_names,
+        )
 
-        return df_pc, df_loadings, df_explained
+        return df_pc_m, df_pc_d, df_loadings, df_explained
 
     def _estimate_var(self):
         X = self.pc_factors_m.copy().T
         X_lhs = X.values[:, 1:]  # X_t+1. Left hand side of VAR
-        X_rhs = np.vstack((np.ones((1, self.t)), X.values[:, 0:-1]))  # X_t and a constant.
+        X_rhs = np.vstack((np.ones((1, self.t_m)), X.values[:, 0:-1]))  # X_t and a constant.
 
         var_coeffs = (X_lhs @ np.linalg.pinv(X_rhs))
-        mu = var_coeffs[:, [0]]
+
         phi = var_coeffs[:, 1:]
 
+        # Leave the estimated constant
+        # mu = var_coeffs[:, [0]]
+
+        # Force constant to zero
+        mu = np.zeros((self.n_factors, 1))
+        var_coeffs[:, [0]] = 0
+
+        # Residuals
         v = X_lhs - var_coeffs @ X_rhs
-        Sigma = v @ v.T / self.t
+        Sigma = v @ v.T / (self.t_m - 1)
+
+        s0 = np.cov(v).reshape((-1, 1))
 
-        return mu, phi, Sigma, v
+        return mu, phi, Sigma, v, s0
 
     def _excess_return_regression(self):
+
+        if self.selected_maturities is not None:
+            rx = self.rx_m[self.selected_maturities].values
+        else:
+            rx = self.rx_m.values
+
         X = self.pc_factors_m.copy().T.values[:, :-1]
-        Z = np.vstack((np.ones((1, self.t)), self.v, X))  # Innovations and lagged X
-        abc = self.rx_m.values.T @ np.linalg.pinv(Z)
-        E = self.rx_m.values.T - abc @ Z
-        sigma2 = np.trace(E @ E.T) / (self.n * self.t)
+        Z = np.vstack((np.ones((1, self.t_m)), X, self.v)).T  # Lagged X and Innovations
+        abc = inv(Z.T @ Z) @ (Z.T @ rx)
+        E = rx - Z @ abc
+        omega = np.var(E.reshape(-1, 1)) * np.eye(len(self.selected_maturities))
 
-        a = abc[:, [0]]
-        beta = abc[:, 1:self.n_factors + 1].T
-        c = abc[:, self.n_factors + 1:]
+        abc = abc.T
+        beta = abc[:, -self.n_factors:]
 
-        return a, beta, c, sigma2
+        beta_star = np.zeros((len(self.selected_maturities), self.n_factors**2))
+
+        for i in range(len(self.selected_maturities)):
+            beta_star[i, :] = np.kron(beta[i, :], beta[i, :]).T
+
+        return beta, omega, beta_star
 
     def _retrieve_lambda(self):
-        BStar = np.squeeze(np.apply_along_axis(vec_quad_form, 1, self.beta.T))
-        lambda1 = np.linalg.pinv(self.beta.T) @ self.c
-        lambda0 = np.linalg.pinv(self.beta.T) @ (self.a + 0.5 * (BStar @ vec(self.Sigma) + self.sigma2))
-        return lambda0, lambda1
+        rx = self.rx_m[self.selected_maturities]
+        factors = np.hstack([np.ones((self.t_m, 1)), self.pc_factors_m.iloc[:-1].values])
 
-    def _affine_recursions(self, lambda0, lambda1, X_in, r1):
-        X = X_in.T.values[:, 1:]
-        r1 = vec(r1.values)[-X.shape[1]:, :]
+        # Orthogonalize factors with respect to v
+        v_proj = self.v.T @ np.linalg.pinv(self.v @ self.v.T) @ self.v
+        factors = factors - v_proj @ factors
 
-        A = np.zeros((1, self.n))
-        B = np.zeros((self.n_factors, self.n))
+        adjustment = self.beta_star @ self.s0 + np.diag(self.omega).reshape(-1, 1)
+        rx_adjusted = rx.values + (1 / 2) * np.tile(adjustment, (1, self.t_m)).T
+        Y = (inv(factors.T @ factors) @ factors.T @ rx_adjusted).T
 
-        delta = r1.T @ np.linalg.pinv(np.vstack((np.ones((1, X.shape[1])), X)))
-        delta0 = delta[[0], [0]]
-        delta1 = delta[[0], 1:]
+        # Compute Lambda
+        X = self.beta
+        Lambda = inv(X.T @ X) @ X.T @ Y
+        lambda0 = Lambda[:, 0]
+        lambda1 = Lambda[:, 1:]
 
-        A[0, 0] = - delta0
-        B[:, 0] = - delta1
+        muStar = self.mu.reshape(-1) - lambda0
+        phiStar = self.phi - lambda1
 
-        for i in range(self.n - 1):
-            A[0, i + 1] = A[0, i] + B[:, i].T @ (self.mu - lambda0) + 1 / 2 * (B[:, i].T @ self.Sigma @ B[:, i] + 0 * self.sigma2) - delta0
-            B[:, i + 1] = B[:, i] @ (self.phi - lambda1) - delta1
+        return lambda0, lambda1, muStar, phiStar
 
-        # Construct fitted yields
-        ttm = np.arange(1, self.n + 1) / 12
-        fitted_log_prices = (A.T + B.T @ X).T
-        fitted_yields = - fitted_log_prices / ttm
-        fitted_yields = pd.DataFrame(
-            data=fitted_yields,
-            index=self.curve.index[1:],
+    @staticmethod
+    def _short_rate_equation(r1, X):
+        r1 = r1 / 12
+        X = add_constant(X)
+        Delta = inv(X.T @ X) @ X.T @ r1
+        delta0 = Delta.iloc[0]
+        delta1 = Delta.iloc[1:].values
+        return delta0, delta1
+
+    def _affine_coefficients(self, lambda0, lambda1):
+        lambda0 = lambda0.reshape(-1, 1)
+
+        A = np.zeros(self.n)
+        B = np.zeros((self.n, self.n_factors))
+
+        A[0] = - self.delta0
+        B[0, :] = - self.delta1
+
+        for n in range(1, self.n):
+            Bpb = np.kron(B[n - 1, :], B[n - 1, :])
+            s0term = 0.5 * (Bpb @ self.s0 + self.omega[0, 0])
+
+            A[n] = A[n - 1] + B[n - 1, :] @ (self.mu - lambda0) + s0term + A[0]
+            B[n, :] = B[n - 1, :] @ (self.phi - lambda1) + B[0, :]
+
+        return A, B
+
+    def _compute_yields(self, A, B):
+        A = A.reshape(-1, 1)
+        multiplier = np.tile(self.curve.columns / 12, (self.t_d, 1)).T
+        yields = (- ((np.tile(A, (1, self.t_d)) + B @ self.pc_factors_d.T) / multiplier).T).values
+        yields = pd.DataFrame(
+            data=yields,
+            index=self.curve.index,
             columns=self.curve.columns,
         )
-        return fitted_yields
+        return yields
 
     def _expected_return(self):
         """
@@ -291,93 +435,20 @@ def _expected_return(self):
         expected returns
         """
         stds = self.pc_factors_m.std().values[:, None].T
-        er_loadings = (self.beta.T @ self.lambda1) * stds
+        er_loadings = (self.B @ self.lambda1) * stds
         er_loadings = pd.DataFrame(
             data=er_loadings,
             columns=self.pc_factors_m.columns,
-            index=self.curve.columns[:-1],
-        )
-
-        # Monthly
-        exp_ret = (self.beta.T @ (self.lambda1 @ self.pc_factors_m.T + self.lambda0)).values
-        conv_adj = np.diag(self.beta.T @ self.Sigma @ self.beta) + self.sigma2
-        er_hist = (exp_ret + conv_adj[:, None]).T
-        er_hist_m = pd.DataFrame(
-            data=er_hist,
-            index=self.pc_factors_m.index,
-            columns=self.curve.columns[:er_hist.shape[1]]
+            index=range(1, self.n + 1),
         )
 
-        # Higher frequency
-        exp_ret = (self.beta.T @ (self.lambda1 @ self.pc_factors_d.T + self.lambda0)).values
-        conv_adj = np.diag(self.beta.T @ self.Sigma @ self.beta) + self.sigma2
+        # Historical estimate
+        exp_ret = (self.B @ (self.lambda1 @ self.pc_factors_d.T + self.lambda0.reshape(-1, 1))).values
+        conv_adj = np.diag(self.B @ self.Sigma @ self.B.T) + self.omega[0, 0]
         er_hist = (exp_ret + conv_adj[:, None]).T
         er_hist_d = pd.DataFrame(
             data=er_hist,
             index=self.pc_factors_d.index,
-            columns=self.curve.columns[:er_hist.shape[1]]
+            columns=self.curve.columns,
         )
-
-        return er_loadings, er_hist_m, er_hist_d
-
-    def _inference(self):
-        # TODO I AM NOT SURE THAT THIS SECTION IS CORRECT
-
-        # Auxiliary matrices
-        Z = self.pc_factors_m.copy().T
-        Z = Z.values[:, 1:]
-        Z = np.vstack((np.ones((1, self.t)), Z))
-
-        Lamb = np.hstack((self.lambda0, self.lambda1))
-
-        rho1 = np.zeros((self.n_factors + 1, 1))
-        rho1[0, 0] = 1
-
-        A_beta = np.zeros((self.n_factors * self.beta.shape[1], self.beta.shape[1]))
-
-        for ii in range(self.beta.shape[1]):
-            A_beta[ii * self.beta.shape[0]:(ii + 1) * self.beta.shape[0], ii] = self.beta[:, ii]
-
-        BStar = np.squeeze(np.apply_along_axis(vec_quad_form, 1, self.beta.T))
-
-        comm_kk = commutation_matrix(shape=(self.n_factors, self.n_factors))
-        comm_kn = commutation_matrix(shape=(self.n_factors, self.beta.shape[1]))
-
-        # Assymptotic variance of the betas
-        v_beta = self.sigma2 * np.kron(np.eye(self.beta.shape[1]), inv(self.Sigma))
-
-        # Assymptotic variance of the lambdas
-        upsilon_zz = (1 / self.t) * Z @ Z.T
-        v1 = np.kron(inv(upsilon_zz), self.Sigma)
-        v2 = self.sigma2 * np.kron(inv(upsilon_zz), inv(self.beta @ self.beta.T))
-        v3 = self.sigma2 * np.kron(Lamb.T @ self.Sigma @ Lamb, inv(self.beta @ self.beta.T))
-
-        v4_sim = inv(self.beta @ self.beta.T) @ self.beta @ A_beta.T
-        v4_mid = np.kron(np.eye(self.beta.shape[1]), self.Sigma)
-        v4 = self.sigma2 * np.kron(rho1 @ rho1.T, v4_sim @ v4_mid @ v4_sim.T)
-
-        v5_sim = inv(self.beta @ self.beta.T) @ self.beta @ BStar
-        v5_mid = (np.eye(self.n_factors ** 2) + comm_kk) @ np.kron(self.Sigma, self.Sigma)
-        v5 = 0.25 * np.kron(rho1 @ rho1.T, v5_sim @ v5_mid @ v5_sim.T)
-
-        v6_sim = inv(self.beta @ self.beta.T) @ self.beta @ np.ones((self.beta.shape[1], 1))
-        v6 = 0.5 * (self.sigma2 ** 2) * np.kron(rho1 @ rho1.T, v6_sim @ v6_sim.T)
-
-        v_lambda_tau = v1 + v2 + v3 + v4 + v5 + v6
-
-        c_lambda_tau_1 = np.kron(Lamb.T, inv(self.beta @ self.beta.T) @ self.beta)
-        c_lambda_tau_2 = np.kron(rho1, inv(self.beta @ self.beta.T) @ self.beta @ A_beta.T @ np.kron(np.eye(self.beta.shape[1]), self.Sigma))
-        c_lambda_tau = - c_lambda_tau_1 @ comm_kn @ v_beta @ c_lambda_tau_2.T
-
-        v_lambda = v_lambda_tau + c_lambda_tau + c_lambda_tau.T
-
-        # extract the z-tests
-        sd_lambda = np.sqrt(np.diag(v_lambda).reshape(Lamb.shape, order='F'))
-        sd_beta = np.sqrt(np.diag(v_beta).reshape(self.beta.shape, order='F'))
-
-        z_beta = pd.DataFrame(self.beta / sd_beta, index=self.pc_factors_m.columns, columns=self.curve.columns[:-1]).T
-        z_lambda = pd.DataFrame(Lamb / sd_lambda, index=self.pc_factors_m.columns, columns=[f"lambda {i}" for i in range(Lamb.shape[1])])
-
-        return z_lambda, z_beta
-
-
+        return er_loadings, er_hist_d
diff --git a/sample_data/di monthly maturities.csv b/sample_data/di monthly maturities.csv
index 109d3ba..d520846 100644
--- a/sample_data/di monthly maturities.csv	
+++ b/sample_data/di monthly maturities.csv	
@@ -1,4569 +1,4569 @@
-reference_date,1m,2m,3m,4m,5m,6m,7m,8m,9m,10m,11m,12m,13m,14m,15m,16m,17m,18m,19m,20m,21m,22m,23m,24m,25m,26m,27m,28m,29m,30m,31m,32m,33m,34m,35m,36m,37m,38m,39m,40m,41m,42m,43m,44m,45m,46m,47m,48m,49m,50m,51m,52m,53m,54m,55m,56m,57m,58m,59m,60m,61m,62m,63m,64m,65m,66m,67m,68m,69m,70m,71m,72m,73m,74m,75m,76m,77m,78m,79m,80m,81m,82m,83m,84m,85m,86m,87m,88m,89m,90m,91m,92m,93m,94m,95m,96m,97m,98m,99m,100m,101m,102m,103m,104m,105m,106m,107m,108m,109m,110m,111m,112m,113m,114m,115m,116m,117m,118m,119m,120m,121m,122m,123m,124m,125m,126m,127m,128m,129m,130m,131m,132m,133m,134m,135m,136m,137m,138m,139m,140m,141m,142m,143m,144m,145m,146m,147m,148m,149m,150m,151m,152m,153m,154m,155m,156m,157m,158m,159m,160m,161m,162m,163m,164m,165m,166m,167m,168m,169m,170m,171m,172m,173m,174m,175m,176m,177m,178m,179m,180m
-2006-06-01,0.1516995616263841,0.1512999950376943,0.15129994972970606,0.15090243791272195,0.15073616919556243,0.15062973785152978,0.15058064114762293,0.15101500089578446,0.1513529496188879,0.15170222939263778,0.15266944802329752,0.15347608401634139,0.15420158603854262,0.15506087832789595,0.15580611576947812,0.15642988289849913,0.15672375307809272,0.15698503370742434,0.1572383848151948,0.1575777614244771,0.15788490221136486,0.15819509642731222,0.15857301302649174,0.15891954490213944,0.15924063705581615,0.15954237765277712,0.15982183712324738,0.16004573331416205,0.160047616893654,0.16004937490393933,0.16005361205326296,0.1601078164954688,0.1601587381271108,0.16019999314918776,0.16019999596494694,0.16019999862427525,0.1601958571197344,0.16017902184705335,0.16016305014751064,0.16012022987176366,0.15991768052076472,0.15972480925494015,0.15957888925859942,0.15966214616480245,0.15974170834922607,0.15979999626844177,0.1597999944962707,0.15979999279793988,0.1597804709143691,0.1597139077528582,0.15964995850987895,0.15961338507063094,0.15968207752558783,0.15974822966143098,0.1598071369277041,0.15984372760998444,0.1598790355030253,0.15991312690239745,0.1599460636127592,0.15997790332179718,0.16002585210817477,0.16011444762056337,0.1602002370245701,0.16028335155946527,0.16036391440622988,0.16044204129669137,0.16051637619918924,0.1605839104137372,0.16064949087563285,0.16071320115845822,0.16077512013622686,0.160835322309141,0.1608938781026228,0.16095085414214227,0.16100631350609973,0.1610603159587778,0.16111291816517204,0.1611641738893257,0.16120543866081283,0.16122420570279328,0.16124250965318732,0.16126036744381533,0.1612777951910096,0.1612948082441239,0.16131142123062436,0.16132764809803346,0.16134350215298543,0.1613589960976185,0.16137414206351575,0.16138895164338485,0.16140224828737315,0.16141149686958678,0.16142054662884964,0.1614294039083246,0.16143807478418748,0.1614465650795287,0.16145488037739297,0.16146302603302343,0.1614710071853631,0.16147882876786523,0.16148649551866323,0.1614940119901429,0.1615053350615263,0.161533077414882,0.16156029198626887,0.16158699369487795,0.16161319690284048,0.16163891544098807,0.1616641626331945,0.16168895131939354,0.16171329387735178,0.16173720224327814,0.16176068793134024,0.1617837620521525,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2006-06-02,0.15174981885699257,0.15129867384628803,0.15128346778463797,0.15070771584423337,0.1508107461645649,0.15087943816971983,0.15097938978776315,0.15147744201099034,0.15186496495725677,0.1522602813634939,0.15304881433547957,0.15370633734055184,0.15431368837909298,0.1550346960568938,0.15565993365549113,0.1562188020459574,0.156777161108137,0.1572737066363703,0.15766432697530663,0.1577985869036298,0.1579200735890558,0.1580585833728505,0.1582521644875654,0.15842964226909428,0.15860604108757625,0.15879408171910803,0.1589682206264218,0.15909324104419031,0.15905903791318887,0.15902711590151997,0.15900001443542067,0.15900001020229548,0.1590000062257233,0.15900708225133764,0.1590429839273113,0.15907689208687037,0.15909004898007573,0.1590564607649727,0.15902459592217077,0.1589795865169994,0.1588756672373186,0.15877670515764652,0.15871392625651892,0.1587851397191351,0.1588531922282186,0.15888974126636657,0.15885488448025242,0.15882148104402427,0.1587999767871282,0.15879998132931217,0.1587999856933715,0.15880834790853648,0.15884263622489958,0.15887565556251704,0.15890889829439891,0.15894542776133558,0.15898067658412662,0.15901471094753217,0.15904759255290357,0.15907937899149882,0.15917557460148402,0.1593974855983573,0.15961239228237512,0.15982062111986273,0.16002247859924212,0.16021825273615975,0.16037840402590953,0.1604604294781431,0.1605400829296295,0.16061746580350333,0.1606926738218999,0.16076579740096997,0.16083692201350042,0.16090612852219666,0.16097349348635914,0.1610390894444027,0.1611029851744039,0.16116524593465065,0.16122792118883544,0.1612929583535827,0.16135639317116124,0.16141828413740789,0.16147868693510237,0.1615376546010585,0.1615952376814449,0.16165148437628996,0.16170644067404383,0.1617601504769821,0.16181265571817427,0.16186399647066674,0.16188926295355843,0.1618522893820291,0.1618161120799595,0.16178070559849989,0.1617460455618316,0.16171210861120322,0.16167887235243295,0.16164631530662765,0.1616144168638951,0.1615831572398363,0.16155251743462462,0.16152247919449736,0.16149330582364962,0.16146558424204338,0.1614383913334152,0.161411712117286,0.1613855321738622,0.16135983761804917,0.1613346150748931,0.16130985165636802,0.1612855349394149,0.16126165294516182,0.1612381941192471,0.16121514731317887,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2006-06-05,0.15170987653246848,0.15127421813786546,0.1511000189134073,0.1505729484233933,0.15052623767450135,0.15049509822877538,0.15055861175855667,0.15105658897806262,0.15144405359770152,0.15188090875373117,0.1527286109632775,0.15343550600259714,0.15412778604366006,0.15500040656015135,0.15575721134251586,0.15638614463303635,0.1568066044471501,0.1571804748447665,0.1575097939673158,0.1577901486206823,0.1580438613411992,0.1583010616718865,0.15858666222296658,0.15884852458979992,0.15910764621932194,0.15937526198445817,0.15962310945087776,0.1598067718218279,0.15983402554671478,0.1598594629344119,0.15990780365871027,0.1600958025041106,0.16027243523688406,0.16039116400072184,0.1603553411359404,0.16032150944576307,0.16027683737215104,0.16020984612484868,0.16014629390157897,0.16006353257736006,0.15991492110363792,0.1597734040665879,0.15969005016602944,0.15977175180884173,0.15984982764546096,0.15989998054413057,0.15989997828201186,0.15989997611414797,0.15989997722375637,0.1598999833674435,0.15989998927020177,0.15991001521075954,0.15994424147482578,0.1599772010540046,0.16003199725081263,0.16014140074778394,0.16024697530678167,0.1603489184799498,0.16044741445909372,0.1605426351863406,0.16065391570608667,0.1607922759596485,0.16092625954085293,0.16105607088271334,0.16118190188148662,0.16130393284317202,0.1614067087466613,0.1614756788476237,0.16154265373465293,0.16160771875155477,0.16167095444320712,0.16173243688819028,0.161792238004131,0.16185042582833242,0.1619070647759946,0.1619622158780858,0.1620159370007117,0.1620682830476381,0.16211090631385905,0.16213898604052712,0.16216637309417048,0.1621930927928803,0.16221916923572266,0.16224462537523232,0.16226948308479594,0.16229376322133704,0.16231748568368243,0.16234066946695158,0.16236333271328385,0.16238549275918612,0.16239687138126357,0.16238763702631265,0.16237860133065074,0.16236975795184483,0.16236110081460553,0.16235262409686824,0.16234432221673534,0.16233618982021936,0.16232822176972816,0.16232041313324164,0.16231275917413157,0.16230525534158002,0.16229731503396416,0.1622880859150464,0.1622790326600727,0.16227015028976433,0.16226143401105908,0.1622528792084843,0.1622444814360089,0.1622362364093386,0.16222813999862695,0.16222018822157747,0.16221237723691373,0.16220470333819104,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2009-06-16,0.09051226717723582,0.09003550401247007,0.08957296299264073,0.08937912677984716,0.08933913818159467,0.08931247993158986,0.0895496848198778,0.09009213561326157,0.09051422849291546,0.09114235779695057,0.09194710232893355,0.0926181761362781,0.09358839044211043,0.09476046359862722,0.09577727640452727,0.09681346258736045,0.09791157772780612,0.09888860300915625,0.09992558205069457,0.10106518645676443,0.10209727447222838,0.10311980127667164,0.10414210052576478,0.10508004041397445,0.10597548087760744,0.10683053210424309,0.10762283561136399,0.10832675468083064,0.10894092600409877,0.10951445962978057,0.11018588763289072,0.11095928274592248,0.11168629620556714,0.11243035099334864,0.1131958314913386,0.113919268945738,0.11458024441430514,0.11518572396855964,0.11576045733554574,0.11626400897696243,0.11669734493843631,0.1171102022499424,0.11747391721306766,0.11779447692100464,0.11810087544694592,0.11837509799420487,0.11862844742868317,0.11887129449150291,0.11912824050858184,0.11938670813034746,0.1196350959954926,0.11984910351272204,0.120032879795414,0.12020987805340755,0.12032739293719796,0.12038338118602199,0.12043740758735177,0.12048863821870581,0.12053744485517481,0.12058462662458114,0.12076330400638491,0.12100170804806654,0.12123259203034831,0.12145614816888162,0.12167272668071583,0.1218827821514803,0.1220168240913897,0.12205526207132356,0.12209258716701754,0.1221354286462144,0.12218296416658125,0.12222918118638293,0.12227413381239827,0.12231787323088028,0.12236044790198353,0.12240190373886461,0.12244228427284476,0.12248163080588537,0.12251004600308169,0.1225288310571655,0.12254715258557125,0.12256502753561671,0.12258247203840211,0.12259950145736309,0.12261613043340125,0.12263237292686391,0.12264824225663395,0.12266375113655492,0.1226789117094007,0.12269373557858398,0.12269998843871766,0.12269998857524,0.12269998870882626,0.12269998883957034,0.12269998896756196,0.12269998909288704,0.12269998921562819,0.12269998933586446,0.12269998945367155,0.12269998956912254,0.12269998968228735,0.12269998979323349,0.12269999023243905,0.12269999079409333,0.1226999913450495,0.12269999188560998,0.12269999241606677,0.12269999293670031,0.12269999344778082,0.12269999394956899,0.12269999444231594,0.12269999492626371,0.12269999540164611,0.12269999586868852,0.1226999964456692,0.12269999704024115,0.12269999762464945,0.12269999819915278,0.1226999987640005,0.12269999931943398,0.1226999998656868,0.12270000040298457,0.12270000093154598,0.122700001451582,0.12270000196329756,0.12270000246689072,0.12270000143483184,0.12269999994521585,0.1226999984786945,0.12269999703473533,0.12269999561282119,0.12269999421245115,0.12269999283313937,0.12269999147441446,0.12269999013581856,0.12269998881690802,0.12269998751725164,0.12269998623643086,0.12269998826704143,0.12269999103793272,0.12269999376952057,0.12269999646263519,0.12269999911808416,0.12270000173665174,0.12270000431910111,0.12270000686617455,0.12270000937859393,0.12270001185706181,0.12270001430226163,0.12270001671485864,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2009-07-15,0.08767445127772144,0.08719990834504299,0.08724601301979917,0.08719297078469412,0.08698966096573768,0.08712352761360109,0.087594516413531,0.08794789191820351,0.08853153231498578,0.08930451378963977,0.08993736143684394,0.09097984260409375,0.09229528102910378,0.09342406199462827,0.09463496849331365,0.09598556901935673,0.09717865917726298,0.0984445240894889,0.09983669868579637,0.10109116436325172,0.1024561158450088,0.1039389329925895,0.10529455125840292,0.10633059317087512,0.10710289603314482,0.10781626948866929,0.10854890882899015,0.1093218978549948,0.11004206181180365,0.11081262674913717,0.11163835135926914,0.11241302563126432,0.1131378685763591,0.11381690163333147,0.11445751219021605,0.11502573212995104,0.11553063869198277,0.1160091821215894,0.116584253141786,0.1172605653063743,0.11790426678411436,0.11829675087000724,0.11847492249971392,0.11864502189979675,0.11891031938512642,0.11921440617805779,0.11950563054878827,0.11987646894979487,0.12027720667125252,0.12066204979429407,0.121031122478644,0.12138539842676677,0.12172641117379945,0.1220335754403361,0.12230662235480683,0.12256998052232593,0.12282535995181787,0.12307287544287515,0.12331205239745513,0.12354236734040058,0.12376471456254157,0.1239799311894707,0.1241891900561587,0.12439269431415467,0.12458997205876665,0.12475052442424128,0.12486587388300885,0.12497784202357365,0.12508750206066033,0.12519486967438564,0.12529922266554894,0.12540068624091316,0.12549937876830408,0.1255954122372569,0.12568889268292427,0.12577992057662124,0.12586859118602778,0.12595471400102976,0.12603841067548904,0.12612002092322627,0.1261996218006003,0.12627728661564208,0.12635308515323196,0.12642708388423896,0.12649934615993508,0.12656993239288283,0.1266389002253807,0.12670630468645405,0.12677219833828968,0.12680432705807587,0.12681178844686092,0.1268190876793498,0.12682622998486548,0.12683322037027045,0.12684006363167288,0.126846764365399,0.12685332697828855,0.12685975569736052,0.12686605457889222,0.12687222751695315,0.12687827825143416,0.1268846471246159,0.126891065369809,0.1268973602227177,0.12690353520783115,0.12690959371667665,0.12691553901403063,0.12692137424378558,0.12692710243449312,0.12693272650460607,0.12693824926743602,0.126943673435846,0.12694900162669365,0.12695369577823468,0.1269581822200887,0.12696259132689836,0.12696692508117113,0.12697118539822583,0.12697537412901516,0.1269794930628061,0.12698354392972977,0.12698752840320338,0.12699144810223606,0.1269953045936214,0.12699909939402598,0.12699999324148137,0.12699999227576364,0.12699999132513518,0.12699999038924514,0.1269999894677536,0.12699998856033057,0.12699998766665632,0.12699998678642066,0.12699998591932293,0.12699998506507115,0.126999984223382,0.1269999833939801,0.12699998311807703,0.12699998297263404,0.12699998282926894,0.1269999826879371,0.12699998254859612,0.1269999824112038,0.12699998227571974,0.1269999821421044,0.1269999820103196,0.12699998188032757,0.12699998175209215,0.12699998162557824,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2009-07-16,0.087458880659109,0.08704473310595806,0.0869489538212489,0.0868403770105679,0.08674084550194383,0.08695001843827543,0.08741446369787309,0.08776292787326323,0.08832776576279588,0.08902033307754054,0.08958730685909866,0.09068136792162917,0.09203871352764392,0.09320349701010322,0.0944814307859334,0.0958770065279233,0.09710987460157683,0.09840537953999595,0.0997728828798563,0.10100509148636938,0.10246884957321045,0.10410341554972935,0.10559796179568437,0.10670961179824867,0.10754588954058675,0.10831839909753294,0.10901673671170586,0.10964708888478736,0.11023429056291811,0.11094380863965125,0.11174986904630146,0.11250608183038313,0.11334476058335952,0.11424756491101751,0.11509945093365315,0.11576044885340053,0.11628083335104833,0.11677405306882105,0.11739546836902304,0.11812209101726112,0.11881370715185713,0.11921597693562336,0.11941151586637067,0.11959819853256293,0.11993760613627424,0.12032537494044382,0.120696768757113,0.1210387059871334,0.121361259185927,0.12167099756953403,0.12199653859257609,0.12233015360926736,0.1226512730326419,0.12286965506743042,0.12299896565887614,0.12312367211814501,0.12324315488847093,0.12335800876863146,0.12346898045054311,0.12375056732796219,0.12409159158790062,0.12442171360171095,0.12474041949958914,0.12504849250029393,0.12534716685986735,0.12554759498411516,0.12564533287767676,0.1257402042436948,0.12583129969357554,0.12591903523567138,0.1260043059050513,0.1260872141360463,0.1261678567646447,0.12624632540579261,0.1263227068005881,0.12639708313613318,0.12646953234052316,0.1265547718484541,0.12664870412319007,0.12674029563188127,0.12682963279430792,0.1269167978278869,0.1270018690000403,0.12708492086259238,0.12716602446967196,0.1272452475804573,0.12732265484797978,0.1273983079950931,0.1274722659786136,0.1275328869435277,0.12758505863430547,0.12763609849376256,0.12768604295814745,0.1277349269163599,0.12778278379122754,0.12782964561571175,0.12787554310441185,0.12792050572069646,0.12796456173977688,0.12800773830800183,0.12805006149863596,0.12809124375717174,0.12813153107540565,0.12817104503505616,0.12820980769258017,0.12824784027359115,0.12828516321161376,0.1283217961846923,0.12835775814998462,0.12839306737647505,0.12842774147591962,0.12846179743213848,0.12849525162875275,0.12851560786435412,0.1285335432110133,0.12855116960527213,0.12856849496193146,0.1285855269277303,0.12860227289259996,0.12861874000035445,0.1286349351588525,0.12865086504965828,0.12866653613723456,0.12868195467768784,0.12869712672709577,0.1287331567536274,0.12877354600068158,0.12881330557729487,0.12885245009444146,0.12889099371451973,0.1289289501684343,0.12896633277190528,0.12900315444104393,0.12903942770723065,0.1290751647313344,0.12911037731730524,0.12914507692517407,0.12916936013726832,0.12919165389883758,0.1292136296088684,0.12923529402532297,0.129256653716052,0.12927771506543362,0.12929848428073565,0.1293189673982147,0.12933917028896524,0.1293590986645301,0.12937875808228316,0.12939815395059773,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2010-02-03,0.08651879586711453,0.08718174088921549,0.0883835649214415,0.090334776675419,0.09245959505670642,0.09524031966173618,0.09723088394238788,0.09881158148440994,0.10076481998890952,0.10232991038021555,0.10368660804435748,0.10546823720165066,0.10697801572267518,0.10827987586086385,0.10944371862621427,0.1104630835808118,0.11143029510578684,0.11255990157374707,0.11357157522768935,0.11445893716736455,0.1150457476066642,0.11557947976200844,0.1160989369871055,0.11675891693422003,0.11736644316152978,0.11795447962732086,0.11865503166440683,0.11930593734149597,0.11982404246813116,0.1199451756327059,0.12005850561676734,0.12018945574217521,0.12045617751004434,0.12070726777571394,0.12095738047693061,0.12124869557014928,0.12152433358057668,0.12173566637481659,0.12183902343195929,0.12193722145723429,0.12204533140120755,0.12217699458553088,0.12230254828925746,0.1224465753610513,0.12268466474090811,0.12291244966520698,0.1231104034184558,0.1231815628065378,0.123249821966118,0.1233302049546714,0.12345403471846184,0.12357311467190368,0.1236499983996191,0.12365000607493193,0.12365001347114268,0.12368561074120121,0.12386858121254773,0.12404527062713155,0.12421234952402682,0.12433980535270117,0.12446309604894235,0.12458257531174555,0.12469891289312462,0.12481162640187815,0.12492115141221705,0.12502802962192883,0.12513172714160548,0.12523238387481617,0.12533013163878248,0.1254250947402875,0.12552788420895,0.12567181121462268,0.1258118126698724,0.12594804701463524,0.12608066427565512,0.1262098066175925,0.1263355328813196,0.12645786138455128,0.12657710574916736,0.12669338115818873,0.12680679712955434,0.12691745786017172,0.127045726120675,0.12723503546989523,0.12741992116616307,0.12760053646980607,0.12777702764234955,0.12794953434151046,0.12811818998973967,0.12828312211835713,0.12844445268914306,0.12860229839509052,0.12875677094187887,0.1289079773114925,0.12901218812563386,0.1290437495350345,0.1290746610489215,0.12910494253616545,0.1291346130638893,0.12916369093750357,0.12919219373836865,0.1292201383592413,0.12924754103766234,0.1292744173874174,0.12930078242820375,0.1293266506136208,0.12937634798022013,0.12945162460366433,0.12952552488484126,0.12959808622877977,0.12966934469726832,0.12973933506861313,0.12980809089423584,0.1298756445523015,0.12994202729855808,0.13000726931455597,0.13007139975340176,0.1301344467831933,0.13019634039276706,0.13025707717375257,0.13031681322451827,0.1303755730757057,0.13043338046270603,0.1304902583576264,0.13054622899972834,0.1306013139244191,0.13065553399087948,0.1307089094083984,0.13076145976148834,0.13081320403384344,0.13086425224250564,0.13091462925927488,0.13096425092071562,0.13101313408911341,0.1310612951285588,0.13110874992321042,0.13115551389476288,0.13120160201915532,0.13124702884256023,0.13129180849669142,0.1313359547134596,0.13137948083901296,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-04,0.08649096581209115,0.08696447184664624,0.08800732907673448,0.08976650896837057,0.09199560687349218,0.09465213815559514,0.09655361629332249,0.0981031448637002,0.099957465524253,0.10144317634467459,0.10277891440267073,0.10454680668288097,0.10604492901068041,0.10735455531595917,0.10858574181858605,0.10966415285442266,0.11067821833936131,0.11176689565630271,0.11274187986263051,0.11359926895064243,0.11425648010291156,0.11485428135808795,0.11540683527330131,0.11593988775860797,0.11643052103351259,0.11694261521490446,0.1176586268157016,0.11832390571355789,0.11890276310204784,0.11931674315798824,0.11970415348568286,0.12002104183983131,0.12012742560013034,0.12022756072277296,0.12038057470237606,0.12070743850320031,0.12101672175779843,0.1212542710634621,0.12139174302607003,0.12152235700229364,0.12165820624689982,0.12180599353985722,0.12194692513987793,0.12206245756049139,0.12211338326790444,0.12216209697687552,0.12224854604128144,0.12249707895481743,0.12273551938373783,0.12291034358116337,0.12294566634249082,0.12297963158392089,0.12306376233852778,0.12322684589908128,0.12338402155408978,0.12351213112152215,0.12356195714765428,0.12361006713167888,0.12366801971518404,0.12379173093620732,0.12391139900918358,0.12402733845203495,0.1241399850334477,0.12424912217461181,0.12435453163254073,0.12445600828442749,0.12455446453511065,0.12465003325784152,0.12474283964472899,0.12483300175387013,0.12493698695312472,0.12508971117482015,0.1252382710611466,0.12538283464354794,0.12552356103338935,0.1256606010061121,0.12579437746408728,0.12592529178323608,0.1260529064661049,0.12617734470811492,0.12629872364726968,0.12641715473193105,0.12653293200080196,0.12664642844641727,0.12675726542160337,0.1268655353191832,0.12697132630123042,0.1270747225384894,0.12717580443371945,0.12727464883020634,0.12737132920658012,0.12746591585897615,0.12755847607148763,0.12764907427578032,0.12774596357176415,0.12785165146671096,0.1279551698302248,0.12805658478648718,0.12815595979956318,0.12825335580583497,0.12834883133860497,0.12844244264539628,0.1285342437984509,0.1286242867988796,0.12871262167488395,0.12879929657444045,0.1288842916312125,0.12896765928019782,0.1290495032358019,0.12912986489188572,0.1292087841563896,0.12928629951741444,0.12936244810580844,0.12943726575447267,0.12951078705458197,0.12958304540891197,0.12965407308243737,0.1297239012503706,0.1297923249600188,0.12985935586325326,0.12992528269657622,0.12999013251486602,0.13005393149620437,0.1301167049771108,0.13017847748609035,0.13023927277558922,0.1302991138524463,0.13035802300692123,0.13041602184037826,0.13047313129169424,0.13052383765521847,0.13056878496347757,0.13061305811927015,0.13065667217681054,0.1306996417453996,0.13074198100574108,0.13078370372554393,0.13082482327444933,0.13086535263831323,0.13090530443287962,0.13094469091687344,0.13098352400454027,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-05,0.08653077697761447,0.086991264186014,0.08810089811267519,0.0898393025976314,0.09204902266262893,0.09466335407897342,0.09653456460225929,0.09809385824533612,0.09988998501419522,0.10132900147455515,0.10267055413188642,0.10442478149322776,0.10591130732704612,0.10719808993773161,0.10834747508280107,0.10935416582258117,0.1103276337998993,0.11139323769973375,0.11234753961022981,0.11318575699838296,0.11385819713420298,0.11446985882948879,0.11504659043253684,0.11563064244650456,0.11616824048547336,0.11675019601809078,0.11755289152570292,0.1182987682456762,0.1188718661360797,0.11911261896051806,0.11933788624288155,0.11956999088916365,0.11985286448513399,0.12011916374643428,0.12035368059633056,0.12053480297355046,0.1207061619017622,0.12092197728500387,0.12119622096459204,0.12145681460779478,0.12165813578289253,0.1217892205403297,0.12191422259952378,0.12203986325223082,0.12217535318275252,0.12230496755600107,0.1224562969252383,0.12268663362551613,0.12290761324005173,0.12305604160569317,0.12307365650914903,0.12309059417686918,0.1231716434128074,0.12333444308306873,0.12349134509098536,0.12362906327335543,0.12372855617810874,0.12382462665230065,0.12392812743414106,0.12407282220093219,0.12421279059890078,0.1243468995260737,0.12447341750863239,0.12459599538036548,0.12471620591808086,0.1248350132108873,0.12495028601096658,0.12506217973163047,0.12517084080637697,0.12527640732822243,0.12537922464003315,0.1254797250160251,0.12557748056662454,0.12567260222492438,0.12576519502563133,0.12585535849194818,0.1259431291018842,0.1260285628918636,0.12611184003949183,0.12619304118827968,0.12627224301056716,0.12634951844899311,0.12644159645030673,0.12656441509526717,0.12668435681203616,0.12680152151435076,0.12691600454234364,0.1270278969212797,0.12713728560292314,0.12724425369088466,0.12734888065117067,0.12745124250905837,0.127551412033323,0.1276494589087518,0.12774165202680443,0.127827797301163,0.12791217276259026,0.12799483239622966,0.12807582801369977,0.1281552093613909,0.1282330242223504,0.1283093185121944,0.12838413636945312,0.12845752024071988,0.12852951096095122,0.12860014782923757,0.12866991668798877,0.128738730639693,0.12880628603083566,0.12887261707574926,0.12893775675974006,0.1290017368937797,0.12906458816630662,0.12912634019230662,0.1291870215598403,0.12924665987417416,0.12930528179965162,0.12936291309944425,0.12941930795329903,0.12947452156887973,0.12952882519537368,0.12958224114547723,0.12963479100833397,0.12968649567862767,0.12973737538428276,0.1297874497128495,0.1298367376366465,0.1298852575367273,0.12993302722573508,0.12998006396970596,0.13003636621402226,0.1300992481223442,0.13016118785864816,0.13022220644051075,0.1302823242649902,0.13034156113135875,0.13039993626284252,0.13045746832742022,0.13051417545772592,0.13057007527010356,0.13062518488285124,0.13067952093369972,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-08,0.08653038539636237,0.08707197673761224,0.08829218774776271,0.09007729242057683,0.09233394654364857,0.09475061052495737,0.09648007181795815,0.09799014072798085,0.09976763246473386,0.101191697437365,0.1025316081019585,0.10415874461646979,0.10553742791154708,0.10675668600942845,0.1078989213990309,0.10889934434991178,0.10986265732893075,0.11087057275967083,0.11177316768209167,0.11256472321359468,0.11321609851298753,0.11380858880406919,0.11439686610046307,0.11504913790098392,0.11564956514351965,0.11627923348941693,0.11704358653459024,0.11775381156264175,0.1182358793226086,0.11833874668671207,0.11843498601344371,0.11857338421733599,0.1188201992554454,0.11905254551074118,0.11929379804967377,0.11956475353616836,0.11982112314956961,0.12005998775480475,0.12028229118354039,0.12049352030831617,0.12066455271844312,0.1207953222967344,0.12092002378034095,0.12102321837978725,0.12109083470891302,0.12115551501389987,0.12120001950867287,0.12120001109719225,0.12120000302903744,0.12132394708141048,0.12164056499843467,0.12194508961185035,0.12216364886292497,0.12229365556253069,0.12241894899591999,0.12249998840356335,0.12249999974495762,0.12250001069526917,0.12252914186600639,0.12264894273904492,0.12276482787829912,0.12287585291703262,0.12298113305945924,0.12308313261054282,0.12318280141470583,0.12328050749778541,0.1233753051040638,0.12346732219625545,0.12355667933904568,0.12364349022610788,0.12374869169928426,0.12389206569822786,0.12403152918994498,0.12416724000880053,0.12429934760804051,0.12442799360880419,0.1245532148313706,0.12467511035220169,0.12479393262576899,0.12490979642925915,0.12502281089469114,0.12513307985176203,0.12524752471298362,0.12537021178649943,0.12549002501363415,0.12560706420110068,0.1257214245869065,0.1258331970988129,0.12594246859544378,0.1260493220913912,0.12615383696753946,0.12625608916772912,0.12635615138278689,0.12645409322285506,0.12656402400100442,0.12668430934732489,0.1268021270320152,0.1269175522197954,0.12703065705341432,0.12714151080400815,0.12725018001257116,0.1273567286231434,0.12746121810827882,0.12756370758730662,0.1276642539378674,0.12776291190116607,0.1278596979643134,0.12795467768705104,0.12804792244225016,0.12813947933758296,0.1282293937906125,0.12831770960391387,0.12840446903622516,0.12848971286986943,0.12857348047467299,0.1286558098685937,0.1287367377752504,0.12881629967854202,0.12889449696719746,0.12897137177356077,0.12904698102786405,0.12912135572604533,0.12919452586004,0.12926652045810516,0.1293373676232168,0.12940709456964483,0.12947572765780668,0.12954329242749485,0.1296098136295618,0.1296753152561516,0.1297393842430523,0.1298022195499433,0.12986411338141934,0.12992508673955427,0.12998516000635907,0.13004435296649985,0.1301026848290201,0.1301601742481242,0.13021683934306694,0.13027269771719197,0.13032776647616484,0.13038206224543702,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-09,0.08665834828944141,0.08726239591338492,0.08850815766686093,0.09032345172580558,0.09267470416913781,0.09505224801822965,0.0967536602845469,0.09832381852651273,0.10019730780546121,0.10169839990298901,0.1030921859526972,0.10463156443140131,0.10593579323245272,0.10710156589926001,0.10820003613655049,0.10916209162090862,0.1100920740398379,0.11104289978218707,0.11189432891408435,0.11264176588704555,0.11327221719862579,0.11384566474213464,0.11442303492146744,0.11505520830598304,0.11563712453925423,0.11622356943793455,0.11686131342712525,0.11745383052887481,0.11793646116850498,0.11827820145910883,0.11859798856226655,0.11882443570983092,0.1188947652598098,0.11896096181592952,0.11911420064676315,0.11940246417635625,0.11967521423276795,0.1199115641628552,0.1201162549287329,0.12031074580922341,0.12045318366131874,0.12055104983487097,0.12064437205436573,0.12075302245034525,0.1208879405516734,0.12101700784634573,0.12113629319276664,0.12124219143516601,0.12134377669897445,0.12144644121264792,0.12155180025969092,0.12165311637034537,0.12182240338885841,0.12204950890327604,0.12226839953386648,0.12239998280614528,0.1223999916733669,0.12240000023482223,0.1224359565382167,0.1225590952698632,0.12267820951804986,0.12279368233247223,0.12290580282431152,0.1230144302275995,0.1231192086913353,0.12322026170070655,0.12331830689153844,0.1234134765847128,0.12350589545183288,0.12359568106009156,0.12370004251048639,0.1238289159222894,0.12395427273388115,0.12407625494460839,0.12419499701020098,0.1243106263371403,0.1244231758124994,0.12453275475294179,0.12463956981972912,0.12474372427849101,0.12484531631379125,0.12494443933783894,0.1250411106736542,0.12513539398161755,0.12522746648346517,0.1253174050380521,0.12540528298238707,0.12549117033107016,0.12557513396233122,0.125657237791704,0.12573754293428774,0.1258161078564599,0.1258929885178317,0.12596823850417094,0.1260869787180383,0.1262367119996901,0.126383377295336,0.12652706794059543,0.12666787352314657,0.1268058800689802,0.12694117021765616,0.12707382338731077,0.1272039159301115,0.12733152127879377,0.1274567100848747,0.12757955034908708,0.12770075572120132,0.12782005033979682,0.12793716834075974,0.12805216875590308,0.1281651085015263,0.12827604247233948,0.12838502363042736,0.12849210308955628,0.1285973301951071,0.12870075259989422,0.12880241633611744,0.1289023658836752,0.12900010202570678,0.12909588656852922,0.1291900958217691,0.12928276832939134,0.12937394138809277,0.12946365109734792,0.12955193240706508,0.1296388191629836,0.12972434414993672,0.12980853913309542,0.12989143489730526,0.1299730612846126,0.13004238957430836,0.1301051843585459,0.13016703827141196,0.13022797230157446,0.13028800681803276,0.13034716159282023,0.1304054558227139,0.13046290815000372,0.13051953668237015,0.13057535901191097,0.13063039223336137,0.1306846529615484,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-10,0.08672832631799299,0.08743858892189849,0.08876691155210259,0.09067688485661884,0.09307101778724203,0.09533447737999512,0.09695410327251652,0.09853937468772656,0.1004309563815009,0.10194656659826773,0.10338615631393,0.10495072469555544,0.10627632292470435,0.10744246497656151,0.10849760827116617,0.10942168329282498,0.11034799395201422,0.11131105886827042,0.11217345656240596,0.11291692278297716,0.11352661558388966,0.1140811716050607,0.11464031486259585,0.11523501614948706,0.11578242156424312,0.11638336811654004,0.11708947970149719,0.11774555464137748,0.11823027944765485,0.11851985410905619,0.1187908144207217,0.11901271599361696,0.11917048837658539,0.11931900035152454,0.11953631290276667,0.11984178100039444,0.12013081402011183,0.12041205366484231,0.12068430855657453,0.12094301198108393,0.12110794961223337,0.12120559990798396,0.12129871625079325,0.12137235425495163,0.121422837659249,0.12147112825957795,0.1215621616477498,0.12172069472979619,0.1218727781291542,0.12201015744959975,0.12213284637024668,0.12225082913789209,0.12235720481600154,0.12245437430227568,0.12254801831194206,0.12258551009538565,0.12255250427592546,0.12252063750897801,0.12255507537790877,0.1227166541591922,0.12287295740156634,0.12302443743809843,0.12317138805211547,0.12331376479631873,0.12345183564615292,0.12358579040833839,0.12371576178492982,0.12384192485168155,0.12396444457274591,0.1240834765202834,0.1242101642569815,0.1243478069815187,0.12448169483854721,0.12461197940772473,0.12473880421829131,0.12486230527651276,0.12498309126737928,0.12510122321563233,0.12521637641931904,0.1253286621404559,0.12543818616808644,0.1255450491507124,0.12565476842142553,0.1257677789077567,0.12587814127224117,0.12598594751476622,0.12609128542240233,0.12619423880781233,0.12629488773165076,0.12639330871019516,0.1264895749093402,0.12658375632598773,0.12667591995777983,0.12676612996203662,0.12689417971773764,0.12704377496569896,0.12719030502434792,0.12733386314517636,0.12747453883507487,0.12761241804242318,0.12774758333219038,0.12788011405079946,0.12801008648144174,0.12813757399048686,0.1282626471655719,0.12838537394592198,0.12850651788058443,0.12862570775371585,0.1287427229008553,0.12885762230303954,0.12897046282759295,0.1290812993219712,0.1291901847026522,0.12929717003937102,0.12940230463498525,0.12950563610123011,0.1296072104306103,0.12970707206465426,0.12980468933243117,0.129900402928101,0.12999454238949526,0.1300871462325912,0.13017825172699404,0.1302678949459486,0.13035611081395992,0.1304429331521595,0.13052839472153566,0.13061252726415007,0.13069536154244443,0.13077692737674207,0.1308454111567181,0.13090815998818606,0.13096996863189259,0.13103085806136439,0.13109084863090437,0.1311499600982764,0.1312082116464004,0.13126562190410707,0.13132220896600066,0.13137799041147202,0.13143298332290687,0.13148720430312677,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-11,0.08683809987470337,0.08751088729794665,0.08890634327347113,0.0908303760061493,0.09320360103545067,0.09542979294391518,0.09702270503514221,0.09862447845098754,0.10045867140894815,0.1019282303506912,0.10339931980715411,0.10502540209121314,0.10640318944290761,0.10763049691662374,0.10875129565219432,0.10973292484231001,0.11067004533081715,0.11157675267832667,0.11238864455651765,0.11311923547994374,0.11377970157811079,0.11438046536367286,0.11496189229375298,0.11553683650777491,0.11606604702979273,0.11669208920443119,0.11744849600384577,0.11815133251240373,0.11865302715782788,0.11895867136097138,0.11924467218473644,0.11950959237405279,0.11975428255828269,0.1199846280573178,0.12020675684808446,0.1204218295503714,0.12062531470594307,0.12089726719544358,0.12120280259029159,0.12149313835608289,0.12168360676297119,0.1218135026555589,0.12193737088800738,0.12213225796736493,0.12240096132604128,0.12265804213743259,0.12280000960894233,0.12280000005588221,0.12279999089274307,0.12289443118988386,0.12306936815564118,0.12323760247796756,0.12338253233933716,0.12351185535330766,0.12363648979757391,0.12374829453879554,0.12384711727131825,0.12394254056955711,0.12404784478537723,0.12417059580242107,0.1242893349488412,0.12440450187381047,0.12451629042167389,0.12462459617590427,0.12472896972418823,0.12482973931930785,0.12492750949497711,0.12502241220417476,0.12511457177177898,0.1252041054379307,0.125335901555657,0.12551263038255134,0.12568454394801098,0.125851836404413,0.12601469160497003,0.1261732837777072,0.1263269991665552,0.1264762164946005,0.1266216751928959,0.12676351550790566,0.126901870794476,0.12703686793400792,0.12719031492040722,0.12735961242830163,0.12752495100250294,0.12768646790279115,0.12784429411629117,0.12799855471173927,0.12814936917000952,0.12829685169273208,0.1284411114906845,0.12858225305347903,0.12872037640195155,0.12885557732453168,0.12896886466606028,0.12907035998626215,0.1291697714637028,0.1292671626222548,0.12936259442982823,0.12945612542564255,0.1295478118399691,0.12963770770685779,0.12972586497032346,0.129812333584431,0.12989716160768316,0.12998039529208705,0.13006148448951027,0.13014089356458847,0.13021885101982655,0.1302953962985427,0.130370567427887,0.1304444010818322,0.13051693264083397,0.13058819624836016,0.1306582248644832,0.1307270503167095,0.13079470334820953,0.13086121366360803,0.13092708645119622,0.13099205411480286,0.13105595157286265,0.13111880505332696,0.13118063993405604,0.1312414807769835,0.13130135136064647,0.13136027471117018,0.13141827313179566,0.13147536823102524,0.1315315809494657,0.13158693158543477,0.1316967983616728,0.1318221815947982,0.13194569294548275,0.13206737402122593,0.13218726520550295,0.13230540570244598,0.13242183357958348,0.13253658580873284,0.1326496983051415,0.132761205964961,0.13287114270113842,0.13297954147780033,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-12,0.08667711078793783,0.08741904993681837,0.08877097817587587,0.09063054447879093,0.09309827131047954,0.09537857776092751,0.09701027991366895,0.09862628237871318,0.10034849930890766,0.1017282164797455,0.10316623262567881,0.1047428246730342,0.10607862385638467,0.107287804353843,0.10840149719631875,0.10937689725567346,0.11038387460384791,0.11140487408222377,0.11231919568397797,0.11307775121304853,0.11368195316443308,0.11423151226610817,0.11485203420911771,0.11554616023506248,0.11618513786936657,0.11685303456577523,0.11755421883279826,0.11820571267867419,0.11870542051323163,0.11907778190272822,0.1194262321802464,0.11965209834456081,0.11975667531203693,0.11985510961584933,0.12011500941785291,0.12050825268068133,0.12088036661544876,0.1211650690633106,0.12140213251310428,0.121627389219088,0.1218574126434484,0.12208419737848142,0.12230047668207367,0.12247267054527122,0.12260674937524896,0.12273501367714523,0.12297234342111185,0.12332320611127501,0.12365985087843523,0.12390292155584914,0.12407752802200633,0.12424544443625951,0.12438880111738437,0.12451791005756774,0.12464233815339076,0.12461149423764728,0.12444703143942681,0.1242882625934838,0.12427530094381556,0.12444688113581148,0.12461286065950694,0.12477238184890793,0.12492585158176972,0.12507454535430407,0.12522025320762786,0.12536251564208034,0.12550054862567706,0.12563453800663948,0.12576465890184108,0.12589107646035114,0.12602347836302918,0.12616076332999304,0.12629430312119982,0.1264242489277707,0.12655074391090237,0.12667392372797592,0.12679449678042665,0.12691234286722475,0.12702721736965272,0.12713923128405136,0.12724849014677186,0.1273550943658206,0.12747385834941793,0.12760071563056608,0.12772460180798362,0.1278456200513849,0.1279638688085012,0.12807944207217425,0.1281924296295227,0.12830291729457022,0.12841098712560273,0.1285167176284101,0.12862018394647134,0.12872145803905188,0.12883848271913267,0.1289601570119101,0.12907933526847115,0.12919609351420092,0.12931050471805494,0.12942263894462558,0.12953256349721842,0.12964034305255545,0.12974603978766597,0.1298497134994947,0.12995142171770513,0.13005121981112855,0.13014942835967447,0.13024588884113464,0.13034058741337873,0.1304335719127121,0.13052488845929133,0.1306145815334001,0.1307026940476903,0.13078926741564056,0.13087434161645595,0.13095795525662668,0.1310401456283421,0.1311209487649485,0.13119994166531646,0.1312774815079496,0.13135374488432427,0.13142876305686202,0.13150256627537615,0.13157518381774236,0.13164664402862147,0.13171697435634933,0.13178620138808705,0.1318543508833323,0.13192144780587745,0.1319875163542965,0.1321285016371445,0.13228509943351363,0.13243936355049923,0.13259134576693188,0.13274109634112863,0.13288866406629873,0.13303409632354346,0.13317743913257152,0.13331873720024623,0.13345803396706746,0.13359537165169444,0.13373079129360255,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-17,0.08690897492897931,0.08740055386406942,0.08884029911870228,0.0907649111770994,0.09319127613235767,0.09537955733252557,0.09694529667659535,0.09860054974908006,0.10035927313223758,0.10176827878126704,0.10326808832795553,0.10486851945430131,0.10622454361630962,0.10738239372934966,0.1083819346656687,0.10925727304430866,0.11017190075600336,0.11108598894772004,0.1119044952812589,0.11262604905279949,0.11326291636746455,0.1138422029869568,0.11444791575003199,0.11507015810890664,0.11564292791906339,0.11632642027466678,0.11709502181019027,0.11780919706894566,0.1183237854328627,0.1186949580893013,0.11904229564900759,0.11929540053511611,0.11946918877451873,0.1196327788253948,0.11987039087398355,0.12015563930824902,0.12042553578016335,0.12072711346880793,0.12103116624917565,0.12132009279597478,0.12152036548233869,0.12168199017773773,0.12183611913764092,0.12209798908347791,0.12243243690221894,0.12275243678824177,0.12301366239241274,0.12322378027573011,0.12342535885805606,0.12355571702670298,0.12364285035964384,0.12372663878300827,0.12383316990936644,0.12394593368588724,0.12405460766630627,0.1241578641462402,0.12425636715047927,0.12435148168929078,0.124476802011658,0.1246341151370467,0.12478629139242581,0.12493163414500374,0.1250709455580994,0.12520591994154717,0.12533884288705255,0.12546878025867358,0.1255948532408977,0.12571723169974414,0.12583607568936306,0.12595153615039378,0.12606138668580003,0.126166443957205,0.12626863234951946,0.12636806779343623,0.12646486005638047,0.1265591131467121,0.12665012154390687,0.1267384065165733,0.12682446308420503,0.12690837456593607,0.12699022017835326,0.12707007528493097,0.12719536278135868,0.12734647704964774,0.12749405523737734,0.12763822002461445,0.12777908848137653,0.12791677238468124,0.1280513785143369,0.12818300892911427,0.12831176122480614,0.12843772877554116,0.12856100095960876,0.12868166337094067,0.12880220927367203,0.12892100202597012,0.12903735756067136,0.12915135012051704,0.12926305096313206,0.12937252850955971,0.12947984848401672,0.1295850740454647,0.12968826591155547,0.12978948247545574,0.12988877991603043,0.1299862123018145,0.13007696928259782,0.13016524970797327,0.1302519170167531,0.13033701502224737,0.13042058596534645,0.13050267058443454,0.13058330818160457,0.13066253668540462,0.1307403927103199,0.1308169116131943,0.1308921275467656,0.13096607351049228,0.13104073330217259,0.13111460904422723,0.13118726840597073,0.1312587411839059,0.13132905620922708,0.13139824138659728,0.13146632373107026,0.13153332940326123,0.13159928374286234,0.13166421130059303,0.13172813586866883,0.13179108050986987,0.13193214074707704,0.1320841620497064,0.1322339172763134,0.13238145671900603,0.1325268291926487,0.13267008208870568,0.13281126142674538,0.13295041190372503,0.1330875769411657,0.13322279873032228,0.1333561182754477,0.13348757543524448,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-18,0.08686129985952462,0.0875598855749058,0.08898579781518334,0.09085563855195189,0.09335038142507912,0.09553696897850439,0.09710149403687063,0.09879566582490007,0.10053549303321452,0.1019293380704509,0.10340836014630272,0.10492386347328031,0.10620783811890555,0.10740126685622209,0.10850086180281271,0.1094639029970319,0.11036093716900552,0.11118601220349711,0.11192475690193504,0.11259799648751834,0.11321435570691518,0.11377497856625562,0.11441037430427459,0.11508179830116694,0.11569986565168522,0.11634057421214905,0.11698464995593394,0.11758305301967997,0.11799806374006394,0.11830080887562722,0.1185840962845135,0.1188039624601922,0.11897724257661535,0.1191403542609355,0.11938437097121568,0.11966886279583178,0.11993804323051771,0.1202957279619048,0.12066643085643247,0.12101871222370009,0.12127952251214547,0.12150527243868692,0.12172056469747106,0.12194998285205849,0.12218361635736597,0.12240713740865927,0.1226032249820268,0.12277798029413045,0.12294562829750921,0.12307193609900602,0.12317631345682267,0.12327668544912695,0.12350260690184323,0.12375988126818305,0.12400785594238184,0.12414174662814048,0.12420730117330048,0.12427059884426739,0.12436001342998915,0.12447171885703434,0.12457977236917372,0.12468408591829028,0.12478493709643335,0.12488264529915116,0.12497850920113818,0.1250719305845529,0.12516257068400805,0.12525055188149037,0.12533598948272684,0.12541899222134223,0.12554345637646036,0.12569105571632622,0.12583462980606508,0.125974341091174,0.12611034339223237,0.12624278246981446,0.1263708928299827,0.12649537543484413,0.12661671982070444,0.12673504318186235,0.12685045694902475,0.12696306713931582,0.12715934622095548,0.12739366631692417,0.12762252000479224,0.12784609636164412,0.12806457584420072,0.1282781307745453,0.12848692579337073,0.1286911182832584,0.12889085876427253,0.1290862912639612,0.12927755366367366,0.12946477802294476,0.12959866386687136,0.12971826603357517,0.12983541445075653,0.129950183862501,0.13006264600770967,0.13017286976962894,0.13028092131653946,0.13038686423421098,0.13049075965067525,0.13059266635383593,0.13069264090238786,0.13079073773048822,0.1308870126994226,0.1309815131291996,0.13107428728686954,0.131165382045618,0.13125484259687648,0.13134271252507457,0.13142903387844274,0.13151384723610127,0.1315971917716665,0.1316791053135784,0.13175962440234978,0.13183878434491447,0.13191660186887622,0.1319931247757009,0.13206838788684117,0.1321424220581453,0.13221525714596782,0.13228692204731396,0.13235744473806554,0.1324268523093921,0.13249517100245,0.1325624262414593,0.13262864266525032,0.13269384415735686,0.132831245310435,0.13297422809993975,0.13311507841415327,0.1332538436051689,0.13339056963345985,0.13352530111862793,0.13365808138794666,0.13378895252281264,0.1339179554032055,0.13404512975025873,0.1341705141670333,0.13429414617758106,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-19,0.08704061490037485,0.08770652518043254,0.08923285153455152,0.09121621427502902,0.09381207821145465,0.09599600997777014,0.09755863042059554,0.0992404267663729,0.10088971945409475,0.10221093512897195,0.1036404706153391,0.10507229902467197,0.1062852969573913,0.10748195004260497,0.10860972180561612,0.10959746413248084,0.11052716160727472,0.11138135391620363,0.11214618815475563,0.11278554978923316,0.1133290058208023,0.11382328706968248,0.11440964401124609,0.11502699085507118,0.11559525199263287,0.11618822617128455,0.11677797529189848,0.11732587848081866,0.11765380492994737,0.11787176752928685,0.11807570650682853,0.11829618913844575,0.11852081054670349,0.1187322601454257,0.11902308239325521,0.11934227060515012,0.11964428919545633,0.11998529443970618,0.1203214773996164,0.12064094467999853,0.1208905203941506,0.12111576747062247,0.12133058009397568,0.12153831156373585,0.12173813965582747,0.12192931288558184,0.12214521750255614,0.12237195492184672,0.12258948079961307,0.12282964349979797,0.12307271301441625,0.12330648332413685,0.1234172225000234,0.1234974838758296,0.123574832081355,0.12362246840304936,0.12365519408194148,0.12368679219355405,0.12378383895938283,0.12392672313156083,0.12406493986015343,0.12419560174441413,0.12432059842552157,0.12444170221373119,0.12456193387767422,0.12467940910285935,0.12479338933270157,0.12490402824949753,0.12501147065542373,0.12511585310479267,0.12525663963203693,0.12541292959122718,0.12556495845729532,0.12571289814713293,0.12585691145227496,0.12599715263643607,0.12613363737372407,0.12626659811710428,0.12639620787304295,0.12652259174577885,0.12664586868868977,0.12676615187771478,0.1268955893149124,0.1270267185880436,0.12715477719081636,0.12727987173356903,0.12740210394794338,0.12752157096280037,0.12763836556161778,0.12775257642280824,0.1278642883442611,0.12797358245330748,0.12808053640319605,0.1281852245570847,0.1283204852406843,0.12845834872542516,0.12859338599148895,0.12872568306293108,0.1288553225077247,0.12898238360959735,0.12910694252971466,0.12922907245890625,0.1293488437610728,0.12946632410836334,0.12958157860867003,0.12969466992594492,0.12980639444933328,0.1299160972099198,0.130023797436428,0.1301295494643815,0.1302334056811998,0.13033541661272685,0.1304356310051924,0.13053409590287757,0.13063085672175112,0.13072595731931314,0.13081944006087576,0.13091134588248976,0.13100105609901558,0.13108920936708368,0.13117591225782643,0.13126120027331734,0.1313451077663308,0.13142766798647587,0.13150891312412583,0.13158887435226418,0.1316675818663644,0.13174506492240545,0.1318213518731295,0.13189647020263262,0.13208124558083645,0.1322687499616093,0.1324534650865894,0.13263545273200195,0.1328147728632254,0.13299148370065694,0.1331656417827256,0.13333730202619365,0.13350651778388212,0.13367334089994887,0.13383782176283798,0.13400000935601475,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-22,0.08714211489593326,0.08792016290123317,0.08958630185843508,0.09160685944809344,0.09431001898891744,0.09652445763660134,0.09810894254450475,0.09988327039631906,0.10158552398203735,0.10294922351122038,0.10444058854761695,0.10589640182731941,0.10712974257520891,0.10828723354748271,0.10933773151543558,0.11025773400834704,0.1111834181839173,0.11204972724627438,0.11282541836363924,0.11340424639522229,0.11385799332552882,0.11427065099722755,0.11482810196509097,0.11542590392800789,0.11597616484676454,0.1165305601608646,0.11706640030292759,0.11756419640778426,0.11786456003193946,0.11808181970403187,0.11828510084945965,0.11853138979104583,0.1187898041487212,0.11903307219857351,0.11933868574499273,0.11965703902974045,0.1199582673627877,0.12019612841760408,0.12041410885014359,0.12062122954976595,0.12073635747207945,0.12083268432615979,0.1209245385720239,0.12123371588976517,0.12161589409613671,0.1219815777529607,0.12214807201239686,0.12221769427566187,0.12228447887264915,0.1223410131760374,0.12239300991281787,0.12244300904685712,0.12277703371129833,0.12314557063242204,0.1235008206596977,0.12364810167809503,0.1237134488045264,0.12377654618779999,0.12390182716409592,0.12406187268132074,0.12421669248664924,0.12436691358882457,0.12451253260382611,0.12465361900916894,0.12479054497715114,0.12492337555332433,0.12505225602870684,0.12517736002242663,0.12529885112577954,0.1254168836159022,0.12554992007276367,0.12568650208642285,0.12581935802599853,0.12594863831448566,0.1260744853855924,0.12619703420719808,0.12631720060517004,0.1264344811632443,0.12654880434554494,0.12666028061959622,0.12676901501885185,0.12687510747277253,0.12702446911875165,0.12718444289293718,0.12734067449038222,0.12749329369954698,0.1276424243756813,0.1277881847760305,0.1279306878725719,0.12807004164401725,0.12820634934866737,0.12833970977956843,0.12847021750329501,0.12859796308357296,0.12872356019730535,0.1288466091400171,0.128967133993398,0.12908521163285358,0.12920091584336424,0.1293143174732332,0.1294254845787477,0.1295344825603726,0.12964137429104716,0.1297462202371189,0.12984907857239603,0.12995000528577738,0.1300488605350132,0.1301458935412172,0.1302411542292261,0.13033469071664205,0.13042654939487353,0.13051677500585535,0.13060541071471166,0.13069249817861217,0.1307780776120513,0.13086218784876502,0.13094486640048708,0.1310261495127285,0.13110569012515105,0.13118389156867605,0.13126080569967224,0.13133646404510335,0.131410897110793,0.13148413442243356,0.13155620456463724,0.13162713521813263,0.13169695319521235,0.13176568447352466,0.13183335422829967,0.1318999868630948,0.132094740607122,0.13228657628825435,0.13247555899964492,0.13266175191277352,0.1328452163478393,0.13302601184107976,0.13320419620917634,0.1333798256108869,0.13355295460604832,0.13372363621207728,0.1338919219580903,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-23,0.08717794329815143,0.08804575683952454,0.08984461823458512,0.09189487187613987,0.09455221204906317,0.09664443574910164,0.09814132933082043,0.09999711003634326,0.10176847792615384,0.10318762581922103,0.10471665220872106,0.10616069451494137,0.10738405070251256,0.10859701659909193,0.10971035701846499,0.1106854470418317,0.11154340373798721,0.11230566433348899,0.11298813005375652,0.11357723440057899,0.11409836673531659,0.11457233503142605,0.11514472690188926,0.11572316794506299,0.11625559870121083,0.11682021393441899,0.11737136072462073,0.11788338342523752,0.11820221798526642,0.11845211514450127,0.11868594046508574,0.11878883448502475,0.11884036628056993,0.1188888689622678,0.11918253538997559,0.11953531433174125,0.11986912648708081,0.12009087961192133,0.12029159930602318,0.12048231633147988,0.12068210754787634,0.12087430366874719,0.12105759113257886,0.12123145649053901,0.12139727778202603,0.12155591239956642,0.12174151313902737,0.12193260910950032,0.12211593583280411,0.1222516311143691,0.1223727170436657,0.12248915814238281,0.12260501700179982,0.12271698876414683,0.12282489939260843,0.1229141119263708,0.12299564017681508,0.12307436272491379,0.12320956788426707,0.12336936628657158,0.12352394702552649,0.1236739600540695,0.12381935242446662,0.12396021922296585,0.12409696409560489,0.12422961318013104,0.12435831754981419,0.12448325058754084,0.12460457566198269,0.12472244684030143,0.12485653446319334,0.12499293031604042,0.12512560516156368,0.1252547092186842,0.12538038472785162,0.12550276647379266,0.12562284018270287,0.12573998856749435,0.12585418290343053,0.12596553353398576,0.1260741453746561,0.12618011824266628,0.12633915817570984,0.12650736445449917,0.12667163717858432,0.1268321127326102,0.12698892126834327,0.12714218705670288,0.12729202881620294,0.12743856001962195,0.12758188918057356,0.12772212012148954,0.1278593522244158,0.1279936806658868,0.12812306432272358,0.12824966134989313,0.12837366189932187,0.12849514503923798,0.1286141866597661,0.12873085963101505,0.128845233951822,0.12895737688979136,0.12906735311321604,0.12917522481542743,0.12928105183207217,0.12938491689861942,0.12948734813023188,0.12958789152086458,0.12968659878386646,0.12978351976092184,0.12987870250596778,0.12997219336463606,0.13006403704949543,0.13015427671135327,0.1302429540068526,0.13033010916258947,0.1304157810359554,0.130500007172901,0.13058220766362671,0.13066304397450934,0.13074254978528277,0.13082075767606116,0.13089769917185357,0.1309734047849309,0.1310479040551713,0.13112122558848816,0.1311933970934538,0.13126444541620996,0.13133439657376367,0.131410012120462,0.13161819351439386,0.13182325808429396,0.13202527530289565,0.1322243125935647,0.13242043540530934,0.13261370728452193,0.13280418994361254,0.13299194332669528,0.13317702567246936,0.13335949357443821,0.13353940203859316,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-24,0.08733607294705803,0.0881825881165319,0.0900215317381281,0.09225032462544891,0.09503466213745693,0.0971394187722967,0.09864529277333633,0.10046709762892303,0.10213227109179956,0.1034662238342039,0.10507926736782647,0.1066163884818565,0.10791869928043174,0.10915404128175199,0.11026019533685427,0.11122898503520418,0.11211158299889967,0.11290272546071844,0.11361106681922228,0.11431082864847175,0.11496790887566055,0.11556559075911954,0.1161317528536796,0.11665703138233852,0.11714050596073111,0.11771144406962075,0.11827782674703835,0.1188040105028978,0.1190287554617675,0.11917819631547055,0.11931801389102326,0.1195016133107989,0.11969002634219805,0.11986738522098861,0.12012487637140201,0.12038876576738322,0.12063844809100943,0.12083398043909988,0.12101751636686653,0.12119190333559726,0.12143935941503559,0.12167906408311824,0.12190766741374537,0.12210351461475843,0.12228553321514646,0.12245966559119603,0.12259598612657485,0.12271733082852831,0.12283373500986627,0.12300354755607334,0.12317621245445731,0.12334226143090454,0.12341311667023991,0.12347698659784401,0.12353853741818432,0.12369969761173172,0.12387876328256064,0.12405168135083544,0.12419944985926645,0.12433471381709471,0.12446555837437079,0.12459370415778359,0.12471814485580501,0.1248387099131103,0.12495415880532135,0.12506597346273574,0.12517446099029228,0.12527976771240956,0.1253820314971983,0.12548138235863693,0.12563365597094056,0.1257946484707786,0.12595125230531767,0.12610364451296707,0.12625199273626797,0.12639645583705494,0.12653605806239132,0.12667198032304494,0.12680447729598088,0.12693367684681967,0.1270597005551639,0.12718266409619083,0.12735133197598736,0.12752402219741832,0.12769267464625322,0.12785742929855481,0.12801841973437544,0.12817577349894793,0.12832961243967356,0.12848005302077725,0.1286272066173415,0.1287711797902733,0.1289120745436374,0.12904998856565508,0.12918475477028646,0.12931672893247237,0.12944599692869185,0.12957264114939582,0.12969674067411607,0.12981837143612363,0.12993760637735852,0.13005451559429249,0.13016916647533994,0.13028162383038322,0.13039195001293202,0.13050026962450856,0.1306071825802202,0.13071212549815514,0.1308151523323,0.13091631508427515,0.13101566389085395,0.13111324710681327,0.13120911138340663,0.13130330174272808,0.13139586164821138,0.13148683307150377,0.13157625655592176,0.13166413951609535,0.13174992218391401,0.1318342814814577,0.13191725254344355,0.13199886935767124,0.132079164811443,0.1321581707357471,0.1322359179473298,0.13231243628877176,0.13238775466668096,0.13246190108809963,0.1325349026952285,0.13262083320600548,0.13283790829700992,0.13305173503470735,0.1332623857873525,0.13346993078948644,0.1336744382199948,0.13387597427676634,0.1340746032481186,0.13427038758115795,0.13446338794722212,0.1346536633045532,0.13484127095833287,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-25,0.08738166213983378,0.0882198068872555,0.09018559137284154,0.0924415330695032,0.09526110830564694,0.09732864943637431,0.09880785364877176,0.10072265118180845,0.10243800907522016,0.10381221989467626,0.10545978537663725,0.1069843796703549,0.10827606318108285,0.10947919903942727,0.11054380811781317,0.11147617902110762,0.11233590648775627,0.11310640017474904,0.11379624164570212,0.11445077297904849,0.11505321812700853,0.1156011781334576,0.11623165108913436,0.11683921204655179,0.11739846019145062,0.11788565811202889,0.11833031995006738,0.11874337860056272,0.11905706212177036,0.11933846719618502,0.119601781167193,0.11966464743855898,0.11968171601178579,0.1196977807889843,0.12000119420347954,0.12033455558826622,0.12064998876104527,0.1209130971706629,0.12116276994365616,0.12140001058865013,0.12155065281022237,0.12169414040650173,0.12183097125751474,0.12195332648245194,0.1220689080646653,0.12217947550239305,0.12237463232682377,0.12258226427328123,0.12278145753720082,0.12289717675311951,0.12300057309080481,0.1231000016247612,0.12326549948810839,0.12342489085023556,0.12357850756169153,0.12360000201812626,0.12360000468274701,0.12360000725548415,0.12372230540924312,0.12387812667887421,0.12402885961036225,0.12415362216910508,0.12427097155366607,0.12438466545170646,0.12449282476906687,0.12459761564520577,0.12469928776798,0.12479797832457185,0.12489381657237031,0.12498692440376136,0.1251492163295036,0.1253188250608508,0.12548381150387167,0.12564436207116825,0.125800653284597,0.1259528524226592,0.1261009936318369,0.12624534895081152,0.1263860675129036,0.1265232850391531,0.12665713058028594,0.12678772692152074,0.1269475959794626,0.12710705147725587,0.12726277685278253,0.12741490147880685,0.12756354881377674,0.12770883673597,0.12785087785523985,0.12798977980409076,0.1281256455096691,0.1282585734481103,0.12838865788256393,0.1285160194856707,0.128641315374453,0.12876401441174368,0.12888419650134808,0.12900193830224826,0.12911731339165677,0.12923039241833867,0.12934124324686747,0.12944993109343916,0.1295565186538128,0.12966106622390372,0.1297636318135209,0.12986424762610582,0.12996285102750083,0.13005963680755261,0.13015465476503985,0.13024795289604985,0.13033957747481595,0.13042957313024628,0.13051798291840377,0.13060484839119102,0.13069020966146527,0.13077410546480062,0.13085657321809618,0.13093761258759717,0.1310169518690727,0.13109497425674466,0.1311717122677798,0.13124719735752355,0.13132145996249234,0.1313945295412886,0.13146643461356544,0.131537202797138,0.13160686084335205,0.1316754346707989,0.13174294939746956,0.1318358061333933,0.13208433054720325,0.13232914277565944,0.13257032536943258,0.13280795844971283,0.13304211979692515,0.13327288493558753,0.13350032721550287,0.13372451788947037,0.13394552618768807,0.13416341938901022,0.13437826288921406,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-02-26,0.08762139015929038,0.08863893520604016,0.09084667816891168,0.09303759985071225,0.09601139042345097,0.09813713089342113,0.09965804071709639,0.10158176965581522,0.10324410766154601,0.10457578403704226,0.10620686479926866,0.1076846586962883,0.1089366415600288,0.11013377516649747,0.11119146992204221,0.11211777945613188,0.1131231729983957,0.11403626828936053,0.11485388316516998,0.11542482369903051,0.11590455684763201,0.11634085693484608,0.11699308402525355,0.11763184492221468,0.11821982755799354,0.1186449948761854,0.1190198910801028,0.11936812148241005,0.11965498847139555,0.11991898629511355,0.12016600835327673,0.12032371413744292,0.12045993331991145,0.12058815473926354,0.12090079802249387,0.12121578138801681,0.12151198635781224,0.12175695589362401,0.1219894123514853,0.12220981371730377,0.12241019716019697,0.12260107179984936,0.12278309877941074,0.12292452184825953,0.12305634538120924,0.12318245193672328,0.12338474900876384,0.12359196152865448,0.12379075230747527,0.12390219904156097,0.12400539209243244,0.12410801114150871,0.12427321730363894,0.12443232766652179,0.12458567350239114,0.12456961210392281,0.12453716091167699,0.12450582961461043,0.12459809647023112,0.12471565040336507,0.12482936179933302,0.12493645242154638,0.12503984602165508,0.12514001763390925,0.12523907086021202,0.12533513080150138,0.12542833111880802,0.12551879763196183,0.1256066488862826,0.12569199667082454,0.12583117429126967,0.12597233973759492,0.12610965461707346,0.12624327435666616,0.12637334612942497,0.1265000093952131,0.1266233092060809,0.12674346046434204,0.12686058224989094,0.1269747877125298,0.12708618443657027,0.12719487477886116,0.12737251421489604,0.1275494871127818,0.12772232275052287,0.1278911645307781,0.12805614930463483,0.12821740774152612,0.12837506467436732,0.1285292394218207,0.1286800460894446,0.12882759385131726,0.12897198721360126,0.12910701597659457,0.12917989577413347,0.12925126180070023,0.12932116073471067,0.12938963735495235,0.12945673463624718,0.12952249383938774,0.12958695459574798,0.12965015498693067,0.12971213161978667,0.12977291969712068,0.1298325530843658,0.12989669696991712,0.1299833618880748,0.13006842836416954,0.130151940216217,0.13023393967516883,0.13031446745611985,0.13039356282571735,0.13047126366600326,0.13054760653490982,0.13062262672361147,0.13069635831092086,0.13076883421490493,0.1308401022077863,0.13091027179469017,0.13097927613431248,0.1310471440129335,0.13111390327640038,0.13117958086821857,0.13124420286580962,0.13130779451503316,0.13137038026307035,0.1314319837897604,0.1314926280374713,0.13155233523958865,0.1316676584509493,0.1320197123455924,0.13236653913509944,0.13270825435952727,0.13304497017910633,0.1333767954969125,0.13370383607623348,0.13402619465289844,0.13434397104281892,0.13465726224498087,0.1349661625401053,0.13527076358519485,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-01,0.08759944091653127,0.08876709219854373,0.09083175682459843,0.09311661188289388,0.09609627908805884,0.09815234778068183,0.09962332915678429,0.10153635677622597,0.10314655795519956,0.10443641343763654,0.10604981948484915,0.10748134240313756,0.10869407806562581,0.10992302549883992,0.11100774438070227,0.11195774296960925,0.11286559386273964,0.11367645274085247,0.1144024588374426,0.11488476525122149,0.1152940865386729,0.1156663272060543,0.11629200197445466,0.116894684337844,0.11744943948913167,0.11789655649269326,0.11830410109161282,0.11868266839704766,0.11895126273991252,0.11919794918983628,0.11942876961984505,0.11956410397787853,0.11968297208881706,0.11979485948681079,0.12004600166639401,0.1202903248331284,0.12052739315840033,0.12080664346605885,0.12107163757594153,0.12129999939559566,0.12129999151018489,0.12129998400026976,0.12129997683965321,0.12159455234144367,0.12189051530634765,0.12217368339426615,0.12236234589547212,0.12253467055193301,0.12269998640932744,0.1228250680550218,0.12294525766462838,0.12305483195214784,0.12310430868702094,0.12315195501035237,0.12319787065252563,0.12332778635826269,0.12345736528645879,0.12358249015876743,0.12369465601875329,0.12380166265980397,0.12390517058069017,0.12400469239912071,0.12410103089950497,0.12419434824152309,0.12428443823513247,0.12437180512365842,0.12445657053357251,0.12453884895441591,0.12461874825471542,0.12469637015378443,0.12484662430945881,0.12499641331987665,0.12514211765602878,0.12528390214993457,0.12542192288259524,0.12555637706041556,0.1256883277381251,0.12581690994401895,0.1259422510384942,0.1260644720413142,0.1261836880213414,0.12630000845787226,0.12650963626499712,0.12671431056751437,0.1269142048888987,0.12710948474151285,0.12730030808363813,0.12748682574557169,0.1276691818272031,0.1278475140692743,0.12802195420033535,0.12819262826122602,0.12835965690877083,0.12850675986159477,0.12855343746402714,0.1285991444871848,0.1286439108917934,0.12868776541799987,0.12873073564690185,0.12877284805839273,0.12881412808557813,0.12885460016599426,0.12889428778985135,0.1289332135454957,0.12897139916228073,0.12901647716035813,0.12908484512640572,0.1291519510447603,0.12921782954112548,0.12928251398602852,0.12934603655118315,0.12940842826284404,0.12946971905233573,0.1295299378039314,0.12958911240023996,0.12964726976525287,0.12970443590519132,0.1297666462584195,0.1298531452904903,0.1299382091300565,0.13002187320207992,0.13010417177518274,0.130185138008444,0.13026480399594753,0.1303432008091947,0.13042035853751166,0.13049630632655185,0.13057107241500332,0.13064468416959474,0.1307845581469098,0.1311363681788702,0.13148295473582028,0.1318244332773677,0.13216091588565382,0.13249251138793783,0.1328193254738832,0.13314146080780698,0.13345901713614716,0.1337720913903806,0.134080777785617,0.13438516791507693,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2010-03-03,0.0877503831384181,0.08896151462621837,0.09123795609421781,0.093473008412849,0.09634858426006598,0.0982698347570381,0.09964421751240615,0.10169086252378445,0.1033305167775096,0.10464399702867899,0.10629934370775995,0.10770729571015458,0.10890003917684288,0.1102110203305473,0.11134845761894807,0.11234943595047042,0.11332316641946982,0.11418942017420464,0.11496506063259693,0.11546110235509688,0.115900446519277,0.11630000046481892,0.11691563224809998,0.11748025963419595,0.11799996892004083,0.11840040599014356,0.11877130893685561,0.11911208628007075,0.11935716466472801,0.11958595291297835,0.11980002296341441,0.11983595813419434,0.1198697164663034,0.11990903925342145,0.12009280354565477,0.12026638639781195,0.12044099169290812,0.12064939602294222,0.12084714878410963,0.1210129961496682,0.12107934077256632,0.12114252977815143,0.12121334551165397,0.12148742653208378,0.12174938877236707,0.12200001860735243,0.12223280784607837,0.12245594285475603,0.12265173299167964,0.12266953188493801,0.1226866330481895,0.12269999281603994,0.12269998923799696,0.12269998579247399,0.12269998297789297,0.12269999019624667,0.12269999716132474,0.12270000388622782,0.1228185422445418,0.12293896995518772,0.12305549138399474,0.12316885358061413,0.12327862788107469,0.12338484597100363,0.12348700190804629,0.12358607108226938,0.12368219131636127,0.1237754923483887,0.12386609641602742,0.12395671114501594,0.12409590241608548,0.12423124378886619,0.12436289281039525,0.12449099854717294,0.12461570214820195,0.12473729087285745,0.12485664327575408,0.12497294754283406,0.12508631897052802,0.1251968671128798,0.1253046961346509,0.12541697250786932,0.12559289394036321,0.1257646532924126,0.12593239653966792,0.12609626291039366,0.12625638527086136,0.12641289048462845,0.12656589974774013,0.12671552890171922,0.12686188872603998,0.12700508521163867,0.12714521981688143,0.12727875526816534,0.1273979857316232,0.12751474444654676,0.12762910748595568,0.12774114783286183,0.12785093553558147,0.12795853785377398,0.12806401939584533,0.12816744224830723,0.12826886609763477,0.12836834834512634,0.12846594421523005,0.12856162064097854,0.1286553457719366,0.1287473428211514,0.12883765914469492,0.12892634038399509,0.1290134305427426,0.129098972059696,0.12918300587763554,0.129265571508705,0.12934670709635676,0.12942644947410686,0.12950483422128922,0.12958206791418614,0.12965843561724855,0.12973353555989475,0.1298073990507309,0.12988005637585642,0.12995153684026706,0.13002186880726496,0.13009107973598244,0.13015919621712513,0.13022624400703475,0.13029224806015982,0.13035723256002174,0.1304970867519213,0.13078542945288962,0.13106947520615364,0.13134931934367633,0.13162505439833772,0.13189677020590773,0.13216455400259464,0.13242849051838967,0.1326886620664196,0.13294514862850315,0.13319802793709878,0.13344737555382102,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-04,0.0877142488795184,0.0890350861624285,0.09084663744531651,0.09364363279750765,0.09646578713007536,0.09835126807449157,0.09970002491614216,0.10182215639221903,0.10347553390960673,0.10480002208870864,0.10651294790876475,0.10794241464457799,0.10916300987646155,0.1103888513485789,0.11145234311502583,0.11239311234788474,0.11330778436310807,0.11412145752328517,0.11484998494361576,0.11535170476769374,0.11580583630750163,0.11623060837626098,0.11684375206444275,0.11740609630919452,0.11791978452980412,0.11831878170606003,0.1186883505088161,0.11902244208314672,0.11924927904233806,0.1194610350234726,0.11965090225948316,0.11966881644427874,0.11968564518199831,0.11971803181606666,0.11990129497686763,0.12007440439212314,0.12024263043575223,0.12041589084599047,0.12058029087787148,0.12072438665508112,0.12082367057992904,0.1209182348760145,0.12102337168203325,0.12126268245688565,0.12149140492874366,0.1217052442727562,0.12181248247078513,0.12191526203095782,0.12202079450338044,0.12216292176163668,0.12229949236008753,0.12240801112798771,0.12244081127353623,0.12247239750480454,0.12249998565588371,0.12249999427105052,0.12250000258393068,0.12250001061015992,0.12257107800830114,0.12263978077009652,0.12271028714212528,0.1228164009614996,0.12291915564507638,0.12302387277620075,0.12314699108605454,0.12326639142828189,0.12338223971177498,0.12349469211888331,0.12360389580789888,0.12371311168122978,0.12384850685113857,0.12398015668428775,0.12410821446641696,0.12423282523117152,0.12435412630803544,0.12447203194835521,0.12458598132949295,0.12469702003845429,0.12480525819169697,0.12491080042031522,0.12501374620739814,0.12512406891405092,0.12529030921382733,0.12545261510341077,0.12561112462123925,0.12576596942304907,0.12591727514656403,0.12606516175146165,0.12620974383655326,0.12635113093593464,0.12648942779572092,0.12662473463283308,0.1267571473771789,0.12688666034521567,0.12701321980122482,0.1271371563745538,0.12725855076517134,0.12737748039608432,0.12749401957799877,0.12760823966414958,0.12772020919597993,0.12782999404029227,0.127937657518451,0.12804326052816517,0.12814686165834765,0.12824860911985003,0.1283486115104615,0.12844677062396959,0.12854313695845,0.12863775918410258,0.1287306842252125,0.1288219573377425,0.1289116221828226,0.128999720896388,0.12908629415520223,0.12917138123947702,0.12925502009229817,0.12933724773051924,0.12941809993205045,0.12949761024140072,0.12957581179021882,0.12965273662835752,0.12972841576767036,0.12980287922369382,0.1298761560553412,0.12994827440271073,0.13001926152311527,0.13008914382543124,0.13015794690285443,0.13031438912482507,0.13061152506797513,0.1309042352958063,0.1311926179465528,0.13147676827845967,0.13175677877464875,0.13203273924343684,0.13230473691433287,0.13257285652993223,0.13283718043390835,0.1330977886552951,0.13335475898924143,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-05,0.08766657052656313,0.08882809587930796,0.09086705754063429,0.09301188808658578,0.09578105331462017,0.09763105999803812,0.0990170730444182,0.10115603442843901,0.10282254873635055,0.10418419819372882,0.10578416737865326,0.10711924586309829,0.1082894526930056,0.10964022874698642,0.1108122329426533,0.11184469158268562,0.11279005060455916,0.11363104451113237,0.11437692998662752,0.11491327279258723,0.11539875776019493,0.11586102083631089,0.11647171288418035,0.11703180752792774,0.11753594576465232,0.11789736094079917,0.11823210883823165,0.11851549937531458,0.1186198639180549,0.1187172796103162,0.11882112622798924,0.11903546263893583,0.11923684636796672,0.11942161157239961,0.11956783338316379,0.11970594929765244,0.11984599689954467,0.12000152987446078,0.12014910676771051,0.12027919727593872,0.12037825711459127,0.12047260796161696,0.12057749920440863,0.12076513734739436,0.1209444653732572,0.12111391803427507,0.12125660609085798,0.12139336585286231,0.12152074264683854,0.12162714020609777,0.12172937481987844,0.12181916558000516,0.12188467401954073,0.12194775983603079,0.12201459309053186,0.12211462764535086,0.1222111606705667,0.12230551024411618,0.12241903342275773,0.12252878341072759,0.1226348989003101,0.1227373272363046,0.12283651278425256,0.12293301978860494,0.1230278655333179,0.12311984481500393,0.12320908564589916,0.12329570852759786,0.12337982699391259,0.1234688637799537,0.12359867936675184,0.12372490334584563,0.12384768273618274,0.12396715664066238,0.12408345677184096,0.12419670447579478,0.12430701071873296,0.12441449900699242,0.12451927596212387,0.12462144289378063,0.12472109612644622,0.12484032100497422,0.12504904648014725,0.12525283965993728,0.12545187332877772,0.1256463122939302,0.1258363138405878,0.12602202815617658,0.1262035987262553,0.12638116270420952,0.1265548512567416,0.12672478988698455,0.12689109873691207,0.127024846448059,0.127098307980974,0.12717024370504393,0.12724070066849902,0.1273097240049481,0.12737735702979158,0.1274436413308666,0.12750861685372317,0.12757232198189694,0.1276347936125215,0.12769606722758842,0.12775617696114883,0.12783183647160468,0.1279281217667605,0.12802263199403607,0.1281154157911799,0.1282065200351028,0.128295989920848,0.12838386903634835,0.1284701994332309,0.1285550216939122,0.12863837499520603,0.12872029716865585,0.1288008247577872,0.1288797300318123,0.12895689066602234,0.12903277043258776,0.12910740096243467,0.12918081285350125,0.12925303571256253,0.12932409819504276,0.12939402804292288,0.12946285212084785,0.1295305964505391,0.1295972862435948,0.1296629459327745,0.1298286476487105,0.13012557930466406,0.1304180882683954,0.13070627261154155,0.13099022752769152,0.1312700454371818,0.13154581608734817,0.13181762664845875,0.13208556180554587,0.13234970384633882,0.1326101327454905,0.13286692624527707,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-08,0.08780016110295508,0.0890081378651093,0.09090751725257662,0.09318877720129959,0.09594766138005362,0.09779078452949475,0.09922861065587396,0.10130230688509845,0.10291788596612794,0.10427387487126416,0.10591913626312577,0.10729205977404521,0.10849386955142859,0.10974128336343769,0.11082351074970642,0.11177430422913281,0.11262583973225215,0.11338330770006899,0.1140481807105922,0.11452682879387299,0.11496006854706176,0.11538063617633076,0.11591730845859827,0.11640948488953895,0.11686454254330836,0.1172966704404741,0.11769693793910774,0.1180344071648809,0.11820776913761488,0.11836959789844781,0.11852108471365841,0.11866357228376989,0.11879744077812471,0.1189215859715762,0.11903095615956594,0.11913426004211125,0.1192714606482157,0.11947833501762806,0.11967463579040105,0.11981137271952025,0.11984431709053123,0.11987569358304895,0.11994666355000572,0.1201849440896956,0.12041268175003128,0.12061565283254994,0.12072246371792761,0.12082483370290653,0.12092594138786694,0.12103213141684943,0.1211341666067669,0.12122235553974336,0.12128773548791716,0.12135069755973227,0.12142589868230624,0.12155905466958217,0.12168755350521376,0.12181271843035657,0.12194377006813384,0.12207046787061548,0.122192590724719,0.12230896961599225,0.1224216654399013,0.12251789629691623,0.12257928526215922,0.1226388171619428,0.12269657500719244,0.12275263693401639,0.12280707655636935,0.12287511992538414,0.12300476493886747,0.12313082305261092,0.12325344109330394,0.12337275798191372,0.1234889052587087,0.12360200858043835,0.12371218760100122,0.12381955191049476,0.12392420800798609,0.12402625708673498,0.12412579536054791,0.12424238347805794,0.12441773289080071,0.12458893369793378,0.12475613140454289,0.12491946478998406,0.12507906629204668,0.12523506236508264,0.125387573814137,0.12553671610693673,0.12568259966542783,0.12582533013841135,0.12596500865669058,0.12608410279649762,0.12617235351723033,0.12625877238281835,0.1263434158439416,0.12642633805541825,0.12650759099174524,0.12658722455573246,0.12666528668070431,0.12674182342671103,0.12681687907115435,0.12689049619420167,0.1269627157593376,0.1270372508877553,0.12711440120314665,0.12719012794445028,0.12726447015289155,0.12733746545503588,0.12740915012629084,0.12747955915101516,0.1275487262794468,0.12761668408164772,0.12768346399864106,0.12774909639091336,0.1278136105844372,0.12787556144658296,0.1279345262189029,0.12799251125102717,0.12804954076027175,0.12810563817233533,0.12816082615338353,0.12821512664058443,0.12826856087118177,0.12832114941018946,0.1283729121767796,0.12842386846943943,0.12847403698995885,0.12862991575349692,0.1288996967812961,0.12916545324634376,0.12942727453163827,0.12968524739298837,0.12993945605482415,0.13018998230184886,0.1304369055667356,0.13068030301406997,0.1309202496207218,0.1311568182528251,0.13139007973952932,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-09,0.0877881129700897,0.08898977168808964,0.09102652942759026,0.09339443030855565,0.09622515191592096,0.09811636989510775,0.09962792780420049,0.10159732362602303,0.10313151411143129,0.10443827581848475,0.1059338554523046,0.10718171875987248,0.10831950335323359,0.10961488996339042,0.11073878297547735,0.11170832815201592,0.1125199198610809,0.11324183210295136,0.11388325585370351,0.11443293880755623,0.11493050473853228,0.1154109281526492,0.11596321955748934,0.1164697269066528,0.11693235385245249,0.11734499906873852,0.11772721390061247,0.11805158620035239,0.11825892801116566,0.11845248172613809,0.11861404067048031,0.11868507544388263,0.11875180918858663,0.1188448711588499,0.11902666959838104,0.11919839524843878,0.11936798620153044,0.11953994781961175,0.11970311531314648,0.11987773707852223,0.12007492959068156,0.1202627642647569,0.12040832392697642,0.12044230252909283,0.12047477193390344,0.12053126175038997,0.12069114486928312,0.12084438759844662,0.12096554665442327,0.12101853865305312,0.12106945489377319,0.12111403066560134,0.1211499356586454,0.12118451192393676,0.12121729105947687,0.12124720065334915,0.12127606154415327,0.12131546052023578,0.12142155267089616,0.12152411795801443,0.12161796766024091,0.12169191548280844,0.12176352040109739,0.12183325271663392,0.12190155388808521,0.12196778929837282,0.12203205126932049,0.12209442670218307,0.1221549974697198,0.1222300494173214,0.12235413401935058,0.12247478498048503,0.1225921428774388,0.1227063407164719,0.12281750443623252,0.12292612795280089,0.1230326796860548,0.12313650904847218,0.12323771905745384,0.12333640759744946,0.12343266773571737,0.12355356161205533,0.12373818623249178,0.12391844429159216,0.12409448888710295,0.12426646604245684,0.12443451511071224,0.12459876915112655,0.12475935528050441,0.12491639500126972,0.1250700045080393,0.1252202949743273,0.12536737282086197,0.12549039125694939,0.1255831928999378,0.12567406858980257,0.12576307766573014,0.12585027705402174,0.12593572138950138,0.12601946312966672,0.12610155266208234,0.12618203840548037,0.12626096690499056,0.12633838292189914,0.12641432951829334,0.12648854082588668,0.12656109297872198,0.12663230611693543,0.1267022169705072,0.12677086093822632,0.12683827214745724,0.12690448351071315,0.12696952677923723,0.12703343259377053,0.12709623053268193,0.12715794915761514,0.12721861605680185,0.12727839060238666,0.12733730839264612,0.12739524722254614,0.1274522312901456,0.12750828400251635,0.12756342800779952,0.12761768522571826,0.12767107687662715,0.12772362350918542,0.12777534502672316,0.1278262607123788,0.12787638925306788,0.12802381500133642,0.1282574980933895,0.12848768784794662,0.12871446201221937,0.1289378960434393,0.12915806319254863,0.12937503458424593,0.12958887929357532,0.12979966441922652,0.1300074551537116,0.13021231485057494,0.13041430508877738,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-10,0.08805756968551592,0.08941398248142995,0.09147768948233237,0.09390332217427422,0.09651601220626227,0.09826127140606289,0.09977051601835485,0.1018756893939361,0.10351583204056025,0.10493287577506294,0.10649275708743944,0.10779434024835055,0.10897607646529406,0.11022558468946952,0.11130963055345089,0.11224396353342292,0.11303353027384566,0.11373583790947062,0.11436442545734948,0.11492977654593162,0.11544153181608485,0.11593392017762505,0.11646621725869766,0.11695437929441277,0.1173893428354611,0.11774687853433874,0.11807803211125467,0.11833604052912494,0.11845661824559928,0.11856916917700056,0.11868071085887122,0.1188046430443257,0.1189210766949993,0.11906454238496433,0.11928209683128799,0.11948760375429268,0.11965347682692684,0.11977356027168451,0.11988749749630445,0.11997914310147584,0.12004472319061277,0.12010718398845022,0.12017495052256955,0.1202596947660386,0.1203406785887331,0.1204095458371035,0.12044854772096181,0.12048592580032014,0.12052086101456272,0.12055259972762578,0.12058309463208117,0.12068605835600255,0.12088149670145754,0.12106972880231526,0.12119998866677961,0.12119999701660622,0.12120000507345652,0.1212206019982065,0.12132652745084593,0.12142893156738799,0.12152155542358889,0.12159537781706753,0.12166686127279513,0.12173692832437855,0.1218061446984493,0.12187326768543394,0.12193782096105377,0.12199907534145527,0.12205855743287097,0.12213344590197428,0.12224838837640517,0.12236014929207872,0.1224688589415226,0.12257464059871004,0.12267761098536822,0.12277789056659105,0.12287558991995517,0.12297079233888875,0.12306359233774988,0.12315407972025194,0.12324233986932787,0.12334644607678369,0.12348360764502475,0.12361751961579115,0.12374829611915605,0.12387604600255098,0.12400087313290853,0.12412287667830335,0.12424215137069305,0.12435878775122755,0.12447287239945481,0.12458448814764966,0.12469371428137577,0.12480022271153901,0.12490405884915368,0.12500574102207596,0.12510533556427417,0.12520290611362928,0.12529851374753043,0.12539221711037052,0.12548407253349714,0.125574134148138,0.12566245399177256,0.1257490821083933,0.12583406664305863,0.12591728936422575,0.12599884022048702,0.12607888661941602,0.12615746981185594,0.12623462955423403,0.12631040417562955,0.12638483064125827,0.1264579446126015,0.12652978050438057,0.1266003715385684,0.1266697497956195,0.12673794626308044,0.12680509354295033,0.12687120874792734,0.12693622581568098,0.1270001718799505,0.12706307318785504,0.12712495513581445,0.12718584230373708,0.12724575848757236,0.12730472673031845,0.12736276935156865,0.12741990797567904,0.12747616355862923,0.12762985571185514,0.12785439896887696,0.12807558375718742,0.1282934848616908,0.12850817486340294,0.1287197242200382,0.1289282013430859,0.1291336726715544,0.12933620274254665,0.12953585425883052,0.12973268815354588,0.12992676365219458,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-11,0.08864992233748237,0.09006049529523796,0.09217696688550725,0.09478035922999206,0.0973819731500487,0.09911981620320409,0.10066338413458009,0.10266539300462152,0.1042250282394317,0.10565031985338869,0.10733052217721717,0.10873264106912628,0.1099611036434942,0.11110965736626355,0.11210603190334933,0.11302173287872819,0.11391159933986605,0.11470318900101906,0.11536514645516616,0.11581895755692373,0.11622970765462437,0.11667109256811692,0.1172365608155943,0.1177551582526144,0.11820707846415268,0.11856331474724935,0.1188932643472631,0.11913001437657922,0.11921583804088143,0.11929594606564753,0.11938675862356884,0.11951033529202282,0.11962643489268587,0.11976266149120285,0.11994347779197256,0.12011427555226906,0.12020848944667395,0.12022558803241057,0.12024181000885226,0.12034693338183522,0.1205432311175314,0.12073021331785472,0.12089070736038066,0.12100909299434504,0.12112222872692646,0.1212208069821954,0.12129158711786503,0.12135942227401819,0.12140691168807916,0.12142450539857852,0.1214414094196492,0.12149778490813024,0.12159534021254736,0.12168929037791498,0.12177828730602647,0.12186107876145558,0.12194097104601731,0.12201713467953157,0.12208764105672776,0.12215580143282878,0.1222203256096297,0.12228000633612135,0.12233779546071277,0.12239596423751853,0.12245521175899743,0.12251266688779183,0.12256733994163693,0.12261829926518053,0.12266778372059006,0.12273228002203518,0.12282735014978496,0.1229197871586214,0.12300969894667979,0.123097187596382,0.1231823497610589,0.12326576574985992,0.12334766426773425,0.12342746856721454,0.12350525796061884,0.123581107805244,0.12365508974685824,0.12374391060482881,0.12385731261093524,0.12396802560770315,0.12407614411737344,0.12418175828340816,0.12428495412114682,0.1243858137514402,0.12448441561859314,0.12458083469383618,0.12467514266542956,0.12476740811641718,0.12485769669095537,0.12496410411873526,0.12508450384300973,0.12520240772562796,0.12531789257664228,0.1254310320863401,0.12554189698204388,0.12565055517554713,0.12575707190183438,0.12586150984968003,0.12596392928467415,0.12606438816518373,0.12616294225171854,0.1262597410408457,0.1263547970218044,0.12644810050803446,0.12653969952121602,0.12662964034440716,0.12671796760002185,0.12680472432364653,0.1268899520339557,0.12697369079896248,0.12705597929882728,0.12713685488543036,0.1272163536389037,0.12729455158549108,0.12737147118547099,0.1274471139101494,0.12752151129207867,0.12759469383402888,0.12766669105068273,0.12773753150832556,0.127807242862634,0.1278758518946732,0.1279433845452005,0.12800986594736652,0.12807532045790104,0.12820970216761673,0.1283847606704971,0.12855719332050497,0.12872705875700063,0.12889441388629264,0.1290593139451912,0.12922181256178322,0.1293819618135741,0.12953981228312372,0.1296954131113064,0.12984881204830812,0.13000005550247518,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-12,0.0885056250003593,0.08990191460499108,0.09210769435406907,0.09478080281037693,0.09740915817691098,0.09916489980299681,0.10077264870207037,0.10275108365216279,0.10429232444352676,0.10572614417047754,0.10735416949811571,0.10871268819135671,0.10993350898027843,0.11111113719649124,0.11213275893709373,0.11304521350678809,0.11387813241151212,0.11461902801554968,0.11523238616284237,0.11566597764416509,0.11605841995525568,0.11649919291872579,0.11706234557880602,0.11757881837655226,0.11802467193360733,0.11837961377554373,0.11870836410127805,0.11893421540433002,0.11901978161233195,0.11909964931001094,0.11921733127878764,0.11941092087714855,0.11959280827482921,0.1197715020046668,0.11995181815899114,0.12012214341043781,0.12020929848062356,0.12022638083877335,0.12024258741935423,0.12032991210103772,0.12047678637817816,0.12061668454364183,0.12073982785750603,0.12084108456167009,0.12093784951535502,0.12103635364717302,0.12114229965691248,0.12124384064512839,0.12134648850763252,0.12145189047963512,0.12155316837314523,0.12163502218669398,0.1216999336224609,0.12176244448141804,0.12179999615571457,0.12179999586015011,0.12179999557495624,0.1217999955000384,0.12179999592027091,0.12179999632649552,0.1218245798710742,0.12188767616873664,0.1219487727909363,0.12200723013316317,0.12206309756100797,0.12211727469309874,0.12216979173850806,0.12222069388811851,0.12227012282262795,0.12233689384904234,0.12243183343547792,0.12252414351067853,0.12261393182526548,0.12270130032208026,0.12278634552228129,0.12286971046979489,0.12295151495603007,0.1230312276237786,0.12310892769464021,0.12318469043970892,0.12325858742278761,0.12338229657868904,0.12357103291660465,0.123755306117737,0.12393527264255444,0.12411108172289853,0.1242828757746739,0.12445079078258403,0.12461495665909683,0.12477549757963491,0.12493253229580326,0.1250861744283187,0.12523653274115754,0.12535053298918353,0.1254375207377818,0.12552270275695832,0.12560613469505943,0.12568786993709002,0.12576795971862276,0.12584645323289712,0.12592339773157923,0.1259988386196138,0.12607281954456817,0.1261453824808414,0.12621656780907609,0.12628594098503942,0.12635378711538947,0.12642038081006102,0.12648575643161086,0.12654994709693668,0.12661298473321558,0.12667490013085314,0.12673572299363167,0.12679548198622426,0.12685420477924025,0.12691191809194557,0.12696864773279937,0.127024623834058,0.1270797870906566,0.12713403359253528,0.12718738600453383,0.12723986625047967,0.12729149554322605,0.12734229441324052,0.1273922827358256,0.12744147975704512,0.12748990411843208,0.12753757388053755,0.12758450654539066,0.1277271796165933,0.1279155632401192,0.1281011233236511,0.12828392287241241,0.12846402303098503,0.12864148315148793,0.1288163608587798,0.1289887121128357,0.12915859126844143,0.12932605113233575,0.1294911430179304,0.1296539167977262,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-15,0.08868355868482714,0.09012963765846527,0.09227294624651527,0.09491950427967377,0.09745685172869933,0.09915168252364337,0.10079635644973806,0.1027895723496639,0.10434234624471195,0.10584000622277068,0.10752911262476306,0.10893867196838936,0.11016317545683907,0.11125973987631,0.11221097180170014,0.11306315432937453,0.11383971645807467,0.11453044873180618,0.1151105299535875,0.11556005032732597,0.11596691537909876,0.11642721345730944,0.1169880639405303,0.1175024243894971,0.11794225050482998,0.11829588873782138,0.1186234312889316,0.1188384171286121,0.11892371110102662,0.11900332467515451,0.11911287883095723,0.11927081359359648,0.11941919685562219,0.11952412880440999,0.11957807359673489,0.11962902384290408,0.11972103737160666,0.11984021527069277,0.11995329320829651,0.12008706268564295,0.12023359364194564,0.12037316475545379,0.12044252615001039,0.12042569165328176,0.1204096055927315,0.12046224655728643,0.12062085571214265,0.12077287722061714,0.12086721751836649,0.12090227755153982,0.12093596371444137,0.12095953965145867,0.12097573939088169,0.12099133936122342,0.12101451703719568,0.1210475334677219,0.12107939234882958,0.1211239837728213,0.12119425855920252,0.121262195039894,0.1213261073828853,0.12138559926553127,0.12144320552460708,0.12150168380909476,0.12156075519010989,0.12161803950066519,0.12167225355632816,0.12172308480354355,0.12177244488562611,0.12184617567240674,0.12195172501759988,0.12205435195723568,0.12215417620509483,0.12225131102443343,0.12234586365667255,0.12243738530839465,0.12252604303768688,0.12261243422761803,0.12269664469724573,0.12277875598709587,0.1228588456225137,0.12295029881937114,0.12305402302577173,0.12315528684950383,0.12325417680607131,0.12335077540174622,0.12344516136314865,0.12353740985122963,0.12362759266087986,0.12371577840727688,0.12380203269999002,0.12388641830576708,0.12396899530085714,0.12406402879515843,0.12416572126579917,0.12426530405776615,0.12436284214674798,0.12445839786732793,0.12455203104582435,0.12464379912519785,0.12473375728256308,0.12482195853981959,0.12490845386786109,0.12499329228479694,0.12507652094858335,0.12515774265241908,0.12523727649912786,0.12531534296361513,0.12539198228383097,0.12546723323987363,0.12554113321941895,0.1256137182796604,0.12568502320596942,0.12575508156747994,0.12582392576978396,0.12589158710491044,0.12595809579874873,0.12602399958054833,0.1260890565949413,0.12615303299103942,0.1262159554711093,0.12627784986485158,0.12633874116475274,0.12639865355973368,0.12645761046718684,0.1265156345634948,0.12657274781310845,0.12662897149627095,0.12668432623545134,0.1268912871242598,0.12715565865176726,0.1274160851697459,0.12767265431988184,0.1279254511670993,0.12817455829356295,0.12842005588859262,0.1286620218347021,0.1289005317899492,0.12913565926678583,0.12936747570757579,0.1295960505569469,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-16,0.0888612699213589,0.09035933512490946,0.09249910540985717,0.09515117146159979,0.0975993726898523,0.09923454660582354,0.10090562659690416,0.10287503372726015,0.10440923020681114,0.10596099060894382,0.10770991753108317,0.10916946912729397,0.1104367179718686,0.1115621831159852,0.11253850889643258,0.11338462631348434,0.11412254462776028,0.11477888258575142,0.11534768468808054,0.11583085752359845,0.11626819425591539,0.11672323285237773,0.11721198864583182,0.11766020270465427,0.11807573724449871,0.11846331629573803,0.11882230558063656,0.11903410347192067,0.11910211904855972,0.11916560398322984,0.11923141259098924,0.11930139979747367,0.11936714934166193,0.1194713412475874,0.11961480141573477,0.11975030845524737,0.1198219446950548,0.11985592323349703,0.11988816023583948,0.11990000837942971,0.11990000495190856,0.11990000168760284,0.1199331197953557,0.12000034085756406,0.12006457808677351,0.12015443152814331,0.12027754051914186,0.12039553266506187,0.12047837582089471,0.12053087545225893,0.12058131859159515,0.12060001542145216,0.12060000961762274,0.12060000402875004,0.12060000143181338,0.1206000019404212,0.12060000243118307,0.12062737353757425,0.12069754328928872,0.12076537822581179,0.12084262912179988,0.12092998741594552,0.12101457891880574,0.12109606371048631,0.12117470033536892,0.12125095929981589,0.1213245760960393,0.12139563047436353,0.12146462961408444,0.12154602902007006,0.12164072422191952,0.12173279666680847,0.12182235382916717,0.12190949739050194,0.12199432362450624,0.12207759084384295,0.12215919507643447,0.12223871260124408,0.12231622244669182,0.12239179970030656,0.12246551575135056,0.12253517256171143,0.12260111980363275,0.12266550061015624,0.1227283701370987,0.12278978098086224,0.12284978332519025,0.12290842507793687,0.12296575199863868,0.1230218078175993,0.12307663434714144,0.12313027158561662,0.12318275781472043,0.12327895704406755,0.12339531927179648,0.12350926896650871,0.1236208803862493,0.1237302247724743,0.12383737050168997,0.12394238322803308,0.12404532601742213,0.12414625947385272,0.12424524185836883,0.12434232920120247,0.12443757540753086,0.12453133193966437,0.12462343636508177,0.12471384248851924,0.12480259685275774,0.1248897443152821,0.12497532812387413,0.12505938998817667,0.1251419701474703,0.1252231074349004,0.12530283933836528,0.12538120205826697,0.12545823056231353,0.12553365019547957,0.12560768485104967,0.12568049034442885,0.12575209703424584,0.12582253428754164,0.12589183051992725,0.12596001323380324,0.12602710905475378,0.1260931437662116,0.12615814234249356,0.12622212898029206,0.12628512712870665,0.12644524603093377,0.12663336665858593,0.12681866768011685,0.12700121201314607,0.12718106071723412,0.12735827306196512,0.12753290659206096,0.1277050171896701,0.12787465913397944,0.12804188515827852,0.1282067465046024,0.12836929297607536,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-17,0.08827338298326026,0.08968245983150158,0.09185598532552719,0.09461701499624686,0.0970335507746658,0.09864753772002599,0.1003735521269733,0.10233800252479686,0.1038683326966583,0.10545295075642658,0.10718675411521161,0.10863366732064317,0.1098945696172855,0.11101238724837614,0.11198207313279229,0.11291027289500466,0.11379758992432287,0.1145869100660808,0.11521367695962415,0.11567676681916916,0.11609591857845802,0.11651222892515523,0.11692944710921216,0.11731203406897839,0.1177657780273147,0.11829234505251174,0.11878012828851658,0.11907493358061405,0.1192104914465526,0.11933702693646175,0.11943483403570032,0.11950460639563198,0.11957015408911209,0.11967834571122604,0.11982143143034096,0.11995658473243398,0.12009446971934956,0.12022999311844318,0.12035858175718883,0.12046756457639085,0.12056480628438315,0.12065742528089207,0.12070000002309689,0.12070000124383795,0.12070000241032397,0.12081215814056256,0.12104032110225837,0.12125902085812035,0.12136029826390371,0.12137775906085269,0.12139453537676581,0.12139998378100181,0.1213999859521806,0.12139998804294527,0.1213999884103183,0.12139998729371015,0.12139998621628134,0.12148458270830531,0.12167722023160987,0.12186346795735958,0.12196686468712858,0.12199826467010388,0.12202866866559603,0.12205661743171903,0.12208279443443781,0.12210817877786706,0.12213448238642632,0.12216151462550395,0.12218776394458697,0.12224584300335817,0.1223314914314717,0.1224147670033251,0.12249576697998932,0.12257458337867888,0.12265130332145491,0.12272605082271082,0.12279888680290596,0.122869859738856,0.12293904020893986,0.1230064952710046,0.12307228867917197,0.12314657814357033,0.12322656433543111,0.12330465158863402,0.1233809067332663,0.12345539349981549,0.12352817269681049,0.12359930237638173,0.1236688379886941,0.12373683252610879,0.12380333665786747,0.12386839885601497,0.12393206551322011,0.12402248737715138,0.12412213792680848,0.12421972098372946,0.1243153002296764,0.12440893675768527,0.12450068920228263,0.1245906138619246,0.12467876481418738,0.1247651940242096,0.12484995144684352,0.12493308512293266,0.12501464127011075,0.12509463345942184,0.12517312879159825,0.125250175831769,0.1253258142963114,0.12540008246257828,0.12547301723348703,0.12554465419866156,0.12561502769233712,0.12568417084823058,0.12575211565155575,0.12581889298835947,0.12588453269233346,0.1259488364374115,0.12601199263546814,0.12607409968467942,0.12613518351224506,0.12619526919804214,0.12625438100895958,0.12631254243157453,0.1263697762032674,0.12642610434185708,0.12648154817384372,0.12653612836132844,0.12658986492768753,0.1267469547941078,0.12692599771326685,0.12710235566793693,0.1272760886029387,0.12744725469189078,0.12761591040214415,0.1277821105568837,0.1279459083945338,0.12810735562560938,0.12826650248713567,0.12842339779475997,0.12857808899266532,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-18,0.08652899339178877,0.08805651066759079,0.0902666968050474,0.09302314678375323,0.09533532996941507,0.09687950211971486,0.09862093026657148,0.10054311866536936,0.10204047891442136,0.1037043025490787,0.1055327192349993,0.10705871340436945,0.10843607606880634,0.10968944176112894,0.11077683836400021,0.1116912034770301,0.11247179248706307,0.11316610950718675,0.11386437800765958,0.11457336535440343,0.11521521894560616,0.11581060852629976,0.11636456472057577,0.11687259949058171,0.11737238458973898,0.11786207273276861,0.11831567902733342,0.11860203440546946,0.11877092423180846,0.11892857774251442,0.119076530264149,0.11921564995852929,0.11934635391061788,0.11948534831373503,0.11962804911798708,0.11976283880204508,0.11990109818949612,0.12003628025026192,0.12016454498155582,0.12022410454630861,0.12025644706034688,0.12028725032280474,0.12039914021577358,0.12056644660326854,0.12072634049382192,0.12091378269435227,0.12112396133641345,0.12132541951591835,0.12139999037407478,0.12140000020849606,0.12140000965725384,0.12147137074110814,0.12156804849016756,0.12166115345876838,0.12170000508097711,0.12169999573808754,0.12169998672301863,0.12169144380701291,0.12167396216358561,0.12165706350058736,0.1217194278151632,0.12183786973535282,0.12195256351157413,0.12206152555445104,0.12216608215757363,0.12226747968324614,0.12236723844245079,0.12246509092922131,0.12256011527585686,0.12263853314920281,0.12270446915628441,0.12276857732037039,0.12283093260800815,0.12289160594150217,0.12295066446800496,0.12300895011168689,0.12306610886879099,0.12312180481505774,0.12317609339547753,0.12322902728795881,0.12328065657382048,0.12334746718540224,0.12342266642425281,0.12349608006066926,0.12356777094685722,0.12363779901942262,0.12370622146649302,0.12377309288347793,0.12383846541835153,0.12390238890727767,0.1239649110013128,0.12402607728486648,0.1240859313865399,0.12417012081556744,0.12426046220392606,0.1243489285148025,0.12443557752548773,0.12452046466367195,0.12460364312568029,0.12468516398763962,0.12476507631006295,0.12484342723630704,0.12492026208531182,0.12499562443900913,0.1250695562247537,0.12514133494918744,0.12521165050680216,0.12528066819750872,0.12534842362613952,0.1254149511069862,0.12548028372174658,0.1255444533743757,0.12560749084303557,0.12566942582931606,0.12573028700489997,0.12579010205581764,0.12584889772444185,0.12590741225559743,0.12596511253917453,0.1260218540348561,0.12607766044348256,0.12613255469111406,0.12618655896043318,0.126239694720633,0.12629198275587306,0.1263434431923871,0.12639409552431058,0.12644395863830327,0.12649305083702855,0.12664000105794604,0.12680103916377083,0.12695965979602053,0.12711591698359537,0.12726986315733302,0.127421549208659,0.12757102454566982,0.12771833714678538,0.12786353361208613,0.1280066592124569,0.12814775793664057,0.12828687253630888,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-19,0.08654332631171235,0.08814716802851574,0.09037392237174968,0.09323291878159101,0.09556731998484169,0.09712635607023823,0.09897407650443069,0.10094587566264868,0.10248194281773992,0.10418964731338343,0.10598395250603598,0.10748143393448673,0.1089076050063007,0.11024131234321355,0.11139848948744713,0.11243452939220178,0.11336253878576708,0.11418808591585039,0.11493990539376409,0.11562791116258997,0.11625075839395804,0.11682765284832208,0.11736208439802454,0.11785220464241974,0.118357248706767,0.11886256519914973,0.11933065441661794,0.1195662429261175,0.1196672401349943,0.11976151241679767,0.11994586630525439,0.1201886053131469,0.12041668079122347,0.1205808032575213,0.12070532985815352,0.12082295102069529,0.12097118308924215,0.12112287847944225,0.12126681359489555,0.12137705143929245,0.12147383661072064,0.121566020730699,0.1216429143782567,0.12170969606050708,0.12177351338296494,0.12190333391507857,0.1220781359188059,0.12224568006269809,0.12234798663281077,0.12241758127309477,0.12248445077669512,0.12252534594220288,0.12255752272023357,0.1225885086374714,0.12260000933325976,0.12260000317534336,0.12259999723349413,0.12258122083604239,0.12254630674908262,0.12251255749721524,0.12264367499240136,0.12286974981404764,0.12308869103846876,0.12330314417057942,0.12351194900371221,0.12371446348477244,0.1239096519373406,0.12409833408429494,0.12428157749554303,0.12435902082851036,0.12437325647107711,0.12438709685192673,0.12440055820768947,0.12441365589771336,0.12442640446252429,0.12443883373971376,0.12445094665206469,0.12446274910242883,0.12447425287579739,0.12448546916814407,0.12449640862277023,0.12456833487777552,0.12466879328548286,0.1247668684823906,0.12486264428062754,0.12495620060789747,0.12504761372993878,0.12513695645786949,0.12522429834160187,0.12530970585040624,0.12539324254160977,0.12547496921832924,0.12555494407706136,0.12563230619709986,0.12570783136549335,0.12578178800303874,0.12585422447101346,0.12592518716281287,0.12599472060303585,0.12606286754064344,0.12612966903660117,0.12619516454637947,0.12625939199766267,0.1263223878635895,0.12638418723181677,0.1264456023808489,0.12650595402552067,0.12656519119134169,0.1266233444664575,0.12668044332979544,0.12673651620089288,0.1267915904870618,0.12684569262805767,0.12689884813840235,0.1269510816475048,0.12700241693771264,0.12705287698041712,0.12710237212078535,0.1271510190434353,0.12719885723149305,0.12724590668597013,0.1272921867537382,0.12733771615405542,0.12738251300381132,0.12742659484156205,0.1274699786504263,0.12751268087989898,0.12755471746664804,0.1275961038543434,0.12775593856109135,0.12792579706773632,0.12809310696559084,0.12825792518588974,0.1284203069768004,0.12858030596516157,0.12873797421552324,0.1288933622866255,0.1290465192854442,0.12919749291892724,0.12934632954353242,0.12949307421267742,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-22,0.08653717007166128,0.08838412629568837,0.09052917614725087,0.09331111895858313,0.09552680260162894,0.09700641905930696,0.09888293430692263,0.1008305378688692,0.1023477267781141,0.10409606311391184,0.10589266530190478,0.10739206678785429,0.10891259004327836,0.11036072874008762,0.11161731190831725,0.11271875046001867,0.11369187309187567,0.1145575854166736,0.11529181212906892,0.1159238518461112,0.11649600593387754,0.11711133844243826,0.11772937500218528,0.11829620888298975,0.11891237167029645,0.11953734166346819,0.12011632882786527,0.12045421915441068,0.12067232805129446,0.1208759346608308,0.12105143235440341,0.12120703900069674,0.12135323461608971,0.12158624766680926,0.12185233906913795,0.12210370558121131,0.12215001182550056,0.12215000681844956,0.1221500020681705,0.12227265804457654,0.1224175054219463,0.12255547268585554,0.12260001378331298,0.12260000925690662,0.122600004931674,0.12275656196379936,0.12300079601582437,0.12323490350286836,0.1233000184901154,0.12330001781164368,0.12330001715977845,0.12335383521136678,0.12341805005636552,0.12347989004310245,0.1234775037816358,0.12344476709121022,0.12341317996087597,0.12346136745363911,0.12356594256810327,0.12366704109827054,0.12376423118786994,0.1238579977560117,0.12394879506293144,0.12403377466648857,0.12411522641494299,0.12419421556531773,0.1242729045894404,0.1243502957035354,0.1244254486948837,0.12448520553893294,0.12453674832604977,0.12458686163410637,0.12463560411710506,0.12468303126344638,0.12472919560664963,0.12477503775703558,0.12481996578088261,0.12486374353028973,0.12490641462190721,0.12494802049474285,0.12498860054438898,0.1251025886022088,0.1252432453641672,0.12538057011701675,0.12551467987145726,0.12564568622284678,0.1257736956608979,0.1258988098583611,0.12602112594034143,0.12614073673574522,0.12625773101222437,0.1263721936958735,0.1264842060768141,0.12654907997635312,0.12660520901583028,0.12666017141009767,0.12671400315814907,0.12676673879297273,0.12681841145542405,0.12686905296367823,0.12691869387856491,0.12696736356506677,0.12701509025024627,0.12706190107783488,0.12710782215971128,0.12715277039807416,0.1271968748640513,0.12724016425878348,0.12728266096972374,0.1273243865718794,0.1273653618643371,0.12740560690483238,0.12744514104248883,0.12748398294883634,0.12752215064721573,0.12755966154066312,0.12759653243836921,0.12763311849001036,0.1276691261833427,0.1277045348696686,0.12773935937286662,0.1277736140316803,0.12780731271940438,0.12784046886261735,0.12787309545901948,0.12790520509441983,0.12793680995892553,0.12796792186237038,0.127998552249029,0.12816407904476157,0.1283338205189848,0.1285010151141579,0.1286657197234613,0.1288279895581177,0.12898787820908741,0.12914543770607212,0.1293007185739552,0.12945376988681523,0.12960463931962551,0.12975337319776137,0.12990001654441974,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-23,0.08653828034612032,0.08839013160786235,0.09059903581334128,0.09345181365729682,0.09561981992804736,0.09706754499636205,0.09893560122411027,0.10078799353294099,0.10223090155900372,0.10404244178488908,0.10589439923091248,0.10744006992905741,0.10896064082527213,0.11036374609703037,0.11158120658123138,0.11264163005052175,0.11357589622396191,0.11440701360629268,0.11512349505945707,0.11575253354218429,0.11632196934955452,0.11696668766366747,0.11761634791381415,0.11821220174504132,0.11876948673145504,0.11928839197658347,0.11976907438954809,0.12002691878403948,0.12019415430437785,0.12035026331896237,0.12049697933342318,0.12063486221827913,0.12076440402050359,0.12094613784818109,0.12114075425954285,0.12132458967326176,0.12139534698300936,0.12144564193168894,0.12149335973742192,0.12157206010622179,0.12165235247283457,0.12172882673741392,0.12176236839701526,0.12177899210516907,0.12179487721202054,0.12189626957916788,0.1220355438856624,0.12216903132019619,0.1222821187079215,0.12238610942721717,0.1224860311554623,0.12252846513963633,0.12256052583583599,0.12259139996428914,0.12257593134385858,0.12254325077389105,0.12251171779250214,0.1225332254247764,0.12258543497407115,0.12263590651328027,0.12268058354812927,0.12272219100082471,0.12276247905135951,0.12280251061137681,0.1228415437378938,0.12287939533828673,0.12291708011515845,0.12295403682254924,0.12298992348495297,0.12308312695756296,0.12319672281722815,0.1233071742518439,0.12341461003889198,0.12351915201860941,0.12362091555491506,0.12372010219350549,0.12381674239518414,0.12391091263712384,0.12400270641616773,0.12409221256905378,0.12417951555917939,0.12429477204516814,0.12441654935655633,0.12453543993103344,0.1246515452109549,0.12476496194070896,0.1248757824355673,0.12498409483228001,0.1250899833228476,0.1251935283727723,0.12529480692497796,0.12539389259048384,0.12549085582682729,0.12549998492919245,0.1254999878758547,0.12549999076112828,0.12549999358691144,0.12549999635502584,0.12549999906721854,0.1255000017251675,0.12550000433048392,0.12550000688471563,0.12550000938935058,0.12550001184581938,0.1255000142554985,0.12562093396026897,0.12573960611284551,0.1258560927989536,0.1259704538384876,0.1260827468879413,0.12619302753733042,0.12630134940194937,0.1264077642092858,0.1265123218813804,0.12661507061291566,0.12671605694528432,0.12681532583688004,0.12686181279432485,0.12690498636279446,0.12694744198477959,0.12698919742100356,0.12703026985115784,0.12707067589746757,0.12711043164712255,0.1271495526736317,0.12718805405716416,0.12722595040392992,0.12726325586465603,0.12729998415220378,0.12749032489982826,0.12767779108794963,0.12786244734416274,0.12804435637321943,0.1282235790280093,0.12840017437742035,0.12857419977123685,0.12874571090222475,0.1289147618655464,0.1290814052156366,0.12924569202066571,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-24,0.0865339851213962,0.08872503529355047,0.09099092302700051,0.09400626962997927,0.09622664769791722,0.09770940275940299,0.0996086018498401,0.10140283647291048,0.10280037610616222,0.1045848303539254,0.10634985774297134,0.10782286814742248,0.1093611760713995,0.11078942996095908,0.11202873730993979,0.11313126259911677,0.11410999035279357,0.11498069299399338,0.11566714918020815,0.11624104338598817,0.116760535371363,0.11734659063409536,0.11792543374650899,0.11845630335705559,0.11902152017260459,0.11957298670856997,0.12008384618657564,0.12028110436998873,0.12038111537623974,0.1204744670373652,0.12062968759304327,0.12080153617445788,0.12096299369591335,0.12118398429912025,0.12141334076881516,0.12162999829338061,0.12165001205693216,0.12165001594309621,0.12165001962997013,0.12172600500251884,0.12180609235901696,0.12188237134788404,0.12189999850511035,0.1218999948705155,0.12189999139745855,0.12195150843737412,0.12202100668444116,0.12208761321088901,0.12221621366587798,0.122354607238784,0.1224875896888391,0.12256003943958294,0.12262403451100412,0.12268566284265514,0.12262300975285045,0.12252514468538522,0.12243072156759682,0.12242382504523963,0.12245858186734293,0.12249218115176808,0.1225488815877318,0.1226111972538928,0.12267153794125796,0.12272872657193079,0.12278394999366693,0.12283750257242287,0.12288937970388969,0.1229397089103772,0.12298858145796676,0.12306648210845883,0.12315156745629108,0.12323429550233445,0.12331476287193843,0.12339306098077207,0.12346927638126237,0.12354358083756822,0.12361597479853748,0.12368651699082389,0.12375527756680005,0.1238223231794986,0.12388771719811942,0.12404707231367929,0.12422482560943449,0.12439837379724161,0.12456786435098222,0.12473343792839708,0.12489522876037906,0.12505336501388875,0.1252079691305501,0.12535915814281218,0.12550704396938683,0.1256517336915346,0.1257933298116276,0.12584732635176765,0.12589600292111092,0.1259436674345038,0.12599035113030954,0.12603608397437105,0.1260808947241543,0.12612481098905026,0.12616785928710095,0.12621006509839638,0.12625145291536533,0.12629204629017088,0.12633188238030413,0.12637125550745965,0.1264098940263283,0.12644781830591656,0.12648504796908133,0.1265216019263835,0.12655749840811858,0.12659275499463218,0.12662738864502954,0.12666141572437573,0.12669485202948105,0.12672771281335193,0.126760012808393,0.12679109445197123,0.12682165455087757,0.12685170612302765,0.12688126175667058,0.12691033362797088,0.12693893351773422,0.12696707282732422,0.12699476259381703,0.12702201350443598,0.1270488359103037,0.1270752398395525,0.12710783306407358,0.12727088349391602,0.12743146765409397,0.1275896410794839,0.12774545765006895,0.127898969652126,0.12805022783671505,0.12819928147561366,0.128346178414823,0.12849096512576708,0.12863368675430453,0.12877438716765455,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-25,0.08663169368604917,0.08895501653645854,0.091272856055854,0.09434861673682171,0.09652007675433971,0.0979701099703425,0.0999711497237008,0.10181242839535609,0.10324666465344334,0.10507805144490079,0.10682739937737162,0.10828730452117541,0.10977457443970606,0.11112373844230428,0.11229434057273902,0.11339584373966716,0.11438555757785962,0.11526604176076427,0.11590548747867357,0.11642467877288731,0.11689463142217593,0.11741952024660662,0.11792813642770139,0.11839457129691922,0.11889275323189374,0.1193735198942174,0.11981885839923345,0.12002905877601977,0.12017856686185824,0.12031812574776946,0.12039143346400283,0.12044282780599924,0.12049110948694453,0.1206201245434475,0.12076088593994916,0.12089384349376942,0.12088324911392911,0.12086657337738216,0.12085075303614468,0.12099383036501732,0.12113765927781661,0.12127465635146017,0.12124411739432994,0.12117790888352697,0.12111464662598781,0.1211823488901671,0.12128639259689411,0.12138611020917067,0.12147686305460392,0.1215631918136475,0.12164614139075147,0.12172895561873731,0.12180880015006257,0.12188569284800121,0.12179104033543586,0.12166078481996667,0.12153511401124018,0.1215000104482662,0.12150000228922586,0.12149999440215353,0.12157205226453516,0.12165847487816084,0.12174216026227769,0.1218225439006908,0.12190038791200863,0.12197587817248712,0.12204851486669477,0.12211887942095201,0.1221872086455269,0.12225441098265888,0.12231991470995829,0.12238360255476555,0.12244554899401261,0.12250582448675251,0.1225644957414993,0.12262270656258512,0.12267952059210696,0.12273488061725946,0.12278884174983418,0.12284145635113997,0.12289277420147537,0.12302700012346279,0.12317186663021595,0.1233133019595698,0.12345142658537078,0.12358635540673446,0.12371819806680784,0.12384705924990547,0.12397303895871503,0.12409623277311255,0.12421673209199491,0.124334624359419,0.12444999327621731,0.12450528869785438,0.1245594226392659,0.12461243131537847,0.12466434945103311,0.12471521035684474,0.12476504600047078,0.12481388707361529,0.1248617630550597,0.1249087022699944,0.1249547319459019,0.12499987826522041,0.12504421050330294,0.12508812288553317,0.12513121614179057,0.1251735129797804,0.125215035275561,0.1252558041112699,0.1252958398108175,0.12533516197366912,0.12537378950683942,0.12541174065520488,0.12544903303023713,0.1254856836372551,0.12552167508891188,0.1255563871005081,0.12559051676066102,0.1256240786023115,0.12565708667882003,0.12568955458358522,0.12572149546871048,0.12575292206276711,0.12578384668770637,0.1258142812749683,0.12584423738083061,0.1258737262010381,0.12591826692580144,0.1261083362623332,0.12629553513197256,0.1264799280704434,0.1266615776933553,0.1268405447670844,0.1270168882765379,0.12719066548995928,0.12736193202092694,0.12753074188768276,0.12769714756992956,0.12786120006321622,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-26,0.08668735600408661,0.08917912995217914,0.09155500417301576,0.09481765882294502,0.09703576696063232,0.09851700176990019,0.10050666260619323,0.10225616499514212,0.1036188116725767,0.1054391644569943,0.10713825312401437,0.10855615510520766,0.11001231300788117,0.1113177503185725,0.11245037111764589,0.1134988798623997,0.11443372859983048,0.1152653641307344,0.1158959061051188,0.11642981648472683,0.11691309837267361,0.11744485195276022,0.11795135375262511,0.11841584874713407,0.11891659000498711,0.11939558830186958,0.11983928807511335,0.12005161238970485,0.12021716931444582,0.12037171118932988,0.1204879286145859,0.12059042542602705,0.12068671885026205,0.12079528518101856,0.12090056054502218,0.12099999635732805,0.120964858735924,0.12093157147897449,0.12089999217457814,0.12100055819802114,0.12109622693499311,0.12118734760847305,0.12122957036270576,0.12126260004199518,0.1212941626446351,0.12135828157625173,0.12142748920860869,0.12149381719769803,0.12166207014195418,0.12183441208554524,0.12200002046432123,0.12200001941623362,0.12200001840769659,0.12200001743651256,0.12188472597130762,0.12175469431467656,0.12162923945965898,0.12157281829286526,0.12153818650912696,0.12150471013466246,0.12157625716485176,0.12166254398683796,0.12174609787021207,0.12182632428949702,0.12190405211536537,0.12197942969576081,0.12205192296213196,0.12212218359992222,0.12219041190762625,0.12226690912373428,0.12234293501391447,0.12241685401143543,0.12248875250109847,0.1225587122088958,0.12262681051189772,0.12269217511733443,0.12275579893073285,0.1228177948324165,0.12287822451196595,0.1229371465808855,0.12299461676221735,0.1230778340956975,0.12316187542895207,0.12324392184417521,0.12332404353908277,0.1234023074560684,0.12347877746874114,0.12355351455578312,0.12362657696311885,0.12369802035530375,0.12376789795696008,0.12383626068501363,0.12390365604387177,0.12397949130465458,0.12405373499014893,0.12412643668411949,0.12419764393186838,0.12426740234392653,0.12433575569347632,0.12440274600794754,0.12446841365518724,0.12453279742457646,0.12459593460343443,0.12465786104902765,0.12471871406152957,0.12477903314781513,0.12483822791934407,0.12489632952069463,0.12495336795666012,0.12500937214391605,0.125064369959903,0.1251183882890965,0.1251714530668271,0.1252235893208007,0.12527482121045774,0.12532517206430116,0.12537463739858823,0.1254230119619233,0.12547057553465368,0.12551734834136807,0.12556334993971574,0.1256085992476743,0.12565311456948902,0.1256969136203605,0.12574001354995157,0.12578243096477482,0.12582418194952738,0.12586528208742664,0.12592737650322317,0.12611731639552026,0.12630438775422625,0.1264886550720845,0.12667018092298865,0.12684902603281678,0.12702524934715265,0.1271989080960474,0.1273700578559791,0.12753875260914183,0.1277050448002064,0.12786898539066915,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-29,0.08664367616722668,0.0892566875185945,0.09164022487505563,0.09487095741896034,0.0969771095617078,0.09838346134639098,0.10036878960649132,0.10206222262587294,0.10338113876717547,0.1052290250239043,0.10691286917567444,0.10831803213406355,0.10977957841778796,0.11107588629713905,0.11220057787160975,0.11322972286328481,0.11414295607262326,0.11495534783652706,0.1155879530759123,0.11613641024286925,0.11663286573171106,0.1171700784393892,0.11767447131012587,0.11813703149283916,0.11860889012824649,0.11905202504023826,0.11946249166588352,0.11969173358204843,0.11988975373022281,0.12007460413118531,0.12013101059063835,0.12016507719521563,0.12019708010087471,0.12030046854047427,0.1204054507178216,0.12050173023088684,0.12053677930248696,0.12056998469740177,0.12060329510228085,0.1206701778336714,0.12073380169732428,0.12079439921138868,0.12080001616891778,0.12080001168029142,0.1208000073911597,0.12086163965038699,0.12093070744538181,0.12099690140925379,0.12110226080671249,0.12120546668394439,0.12130241051911272,0.12135201214420488,0.12139974408138676,0.12144571008933669,0.12137400559618783,0.12129287518044651,0.12121459701035842,0.12122887512343294,0.12126345396601712,0.12129688119420257,0.12134503894714599,0.1213932842533676,0.12143999994049692,0.12148671509579434,0.12153199471878917,0.12157590397788565,0.12161732914598278,0.12165741551933973,0.1216963413398211,0.12176072790581127,0.12182606211466851,0.12188958513253678,0.12195137124424771,0.12201149072710127,0.12207001011751739,0.12212819353584381,0.1221848685970437,0.12224009320486462,0.12229392233671055,0.12234640822619958,0.12239760053222404,0.12248187893334062,0.12256582872218202,0.1226477857626267,0.12272782017616235,0.12280599883248433,0.12288238553583186,0.12295704119865536,0.12303002400361196,0.12310138955478966,0.12317119101898943,0.12323947925781997,0.12330730084721475,0.12338306314707426,0.12345723540075881,0.12352986714446024,0.12360100587786271,0.12367069716773238,0.1237389847452468,0.1238059105975049,0.12387151505361271,0.12393583686572329,0.12399891328536805,0.1240607801353959,0.12412161023915225,0.1241818783237163,0.12424102304317897,0.12429907551583907,0.1243560657211713,0.12441202255145067,0.12446697386059213,0.12452094651038315,0.12457396641426688,0.12462605857882636,0.12467724714311146,0.12472755541593528,0.12477696569216645,0.12482530134199599,0.12487282665304456,0.12491956183365938,0.1249655264257834,0.12501073933220086,0.1250552188424563,0.12509898265752306,0.12514204791328898,0.1251844312029291,0.1252261485982209,0.12526721566986487,0.12533821399639344,0.12553704985251724,0.1257328843785035,0.1259257850178379,0.12611581720840137,0.12630304445646812,0.12648752840745248,0.12666932891356986,0.1268485040985654,0.12702511041966003,0.12719920272685092,0.1273708343196993,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-30,0.08654817609108023,0.08916304046838985,0.091716275796214,0.09500792460121898,0.09706600626132289,0.09844020924805053,0.10046329728716086,0.10213508394873139,0.10343711812284662,0.10531815172494063,0.1069868117260604,0.10837928589147006,0.10970485651872441,0.11085660358413718,0.11185575126085645,0.11291098408989853,0.1138513933122558,0.11468797970979616,0.11525109564880331,0.11572869196337399,0.11616097914811707,0.11666224682467363,0.11713101528943115,0.11756089258477465,0.1181302124078012,0.11867358520499205,0.11917694360739839,0.11933433339870847,0.11946591282808616,0.11958873425046401,0.11966533097697041,0.11973323807959502,0.1197970333519196,0.11987038772924952,0.11994020128333038,0.12000344907177185,0.12003840462177418,0.12007152141233823,0.12011308308614344,0.12024651860395874,0.12037345982365455,0.12049436959659166,0.12056553497327238,0.12063131319933618,0.12069417155632234,0.12073250233191835,0.12076695749256205,0.12079997801549691,0.12087150791994672,0.12094018092302994,0.12100480919223244,0.12105432375403158,0.12110197190660976,0.1211478572268625,0.12110205008098696,0.1210534601332589,0.1210065770923836,0.12104582770145833,0.12109759727474811,0.12114764346809048,0.12118044634543046,0.1212114243183322,0.12124130319170545,0.12126795570705151,0.12129378874960661,0.12131883954108091,0.12134618506283745,0.12137287680830622,0.1213987954879876,0.12145526483201485,0.12151168880848773,0.12156654817395807,0.1216199071173163,0.12167182636365292,0.12172236841565698,0.1217716815049541,0.1218197158189549,0.12186652046227664,0.12191214205717493,0.12195662489844672,0.12200001109687952,0.12209547704251067,0.12218865043543725,0.12227961287679401,0.12236844214045695,0.12245521239482571,0.12253999440935903,0.12262285574707432,0.12270386094411112,0.12278307167736102,0.12286054692107995,0.12293634309331747,0.12301042079089175,0.12308237261309762,0.12315281412552848,0.12322179238754183,0.12328935252351814,0.12335553782129915,0.12342038982468062,0.12348394842036958,0.12354625191978919,0.12360733713608774,0.12366723945667024,0.12372599291155995,0.12378385332722663,0.12384133211957993,0.12389773939996762,0.12395310485409605,0.12400745708113714,0.1240608236429892,0.12411323111088057,0.1241647051094823,0.12421527035868696,0.12426495071319144,0.1243137692000218,0.12436174805411926,0.12440875514744976,0.12445432011215951,0.12449912107930561,0.1245431771042671,0.12458650661395265,0.12462912743249666,0.12467105680570767,0.12471231142433425,0.12475290744621881,0.12479286051739646,0.12483218579220079,0.12487089795242934,0.1249455800042023,0.12513525335489528,0.12532206218076714,0.12550607088480614,0.12568734195381115,0.1258659360291261,0.12604191197426906,0.12621532693960447,0.1263862364242161,0.1265546943351159,0.1267207530439245,0.12688446344114657,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-03-31,0.08659955703183475,0.08960005649799196,0.09189987377020148,0.09519331947568688,0.09717415323798262,0.09849669904495895,0.10071292298266488,0.10249530207197877,0.10388359207600861,0.10573289743443937,0.10731895813066661,0.10864241311822376,0.11000144064290107,0.11117870759222703,0.11220001555309622,0.1132952358455328,0.11426250229719148,0.11512300019022392,0.11570899953443714,0.11621820687593143,0.11667911853224644,0.11725495013092235,0.1177884650549148,0.11827774420347881,0.11878757287282826,0.11926125224225115,0.11970002306541927,0.11991124235285144,0.12010793060988845,0.12029153748274446,0.12036866381875622,0.12043638928896439,0.12050001391451248,0.12068454614020707,0.12085856150208274,0.12101029083211534,0.12108002121180128,0.1211460855725266,0.121214692241435,0.12131454586712098,0.12140953683691968,0.12150001190858695,0.12146562495094404,0.1214328020203903,0.1214014387843132,0.12153668924677974,0.12167428788100532,0.12180348677795805,0.12187487049812096,0.12194340314292629,0.12200962872017529,0.1220755267894793,0.12213894179320128,0.1222000114803794,0.12209938879719373,0.12200236832607403,0.12190876003438644,0.12199666763772976,0.12210005318425488,0.12220000160124411,0.12223905322717799,0.12227684641715708,0.12231322861496752,0.12234648846382523,0.12237872587335108,0.12240998727597696,0.12244088301984757,0.12247087087866149,0.1224999902908539,0.12250905392258393,0.12251786231086537,0.12252642608796083,0.12253475530369973,0.12254285946482013,0.12255085534232002,0.12255965121879786,0.12256821869721057,0.12257656655958415,0.12258470314341041,0.12259263636942275,0.122605528591605,0.1227199517179276,0.1228316289050515,0.12294065782648866,0.12304713157770619,0.12315113894123941,0.12325276463359258,0.12335208953537213,0.12344919090596296,0.12354414258394764,0.12363701517436154,0.12372787622377901,0.12380360457421125,0.12382228113564442,0.1238405648069647,0.12385846785669496,0.12387600204781912,0.12389317866355509,0.12391000853156808,0.1239265020467315,0.12394266919253649,0.12395851956124404,0.1239740623728629,0.12398930649303375,0.12402189739638803,0.12409755312980719,0.12417179968772318,0.12424467607797829,0.12431621988186525,0.1243864673187487,0.12445545330720575,0.12452321152290202,0.12458977445340436,0.1246551734501189,0.12471943877752789,0.12478259965988814,0.12484467734902949,0.12490568407660585,0.12496566870682435,0.12502465671231233,0.12508267272623796,0.12513974057660837,0.12519588331889975,0.12525112326711274,0.12530548202334413,0.12535898050595096,0.12541163897639085,0.12546347706480598,0.12555470185145556,0.12574424185241195,0.1259309193036049,0.12611479856449126,0.12629594207960615,0.126474410449255,0.1266502624970951,0.12682355533476897,0.12699434442373425,0.1271626836344366,0.12732862530295086,0.12749222028522267,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-04-01,0.08690999666460986,0.08961596171348973,0.0919485603728536,0.09409998575407519,0.09687380190143258,0.09872691840853931,0.1008488292162768,0.10247785464606984,0.10374654084094526,0.10565559221220622,0.10726066689751157,0.10860000891314403,0.10996221465114986,0.11113115172105803,0.1121517581342879,0.11316813614106414,0.11406571160193635,0.11486416402014221,0.11550580027230839,0.11608010739921015,0.11659997338290196,0.11712703478711917,0.11760848203759133,0.11804999095490709,0.11857926070138514,0.119068039768637,0.11951215040497964,0.11975776885707434,0.11998649654698657,0.12020001787689472,0.12027202176591345,0.12033952961524941,0.12040544199130943,0.12051586260177727,0.12061998343045599,0.12071370611889165,0.12078325381970734,0.12084914509635669,0.12090652088419662,0.12093973081976617,0.1209713216715893,0.12101172347960065,0.12125176512527402,0.12148094373544227,0.12169998039590091,0.12182544835262976,0.12194559039849451,0.12204650911136161,0.12201089309340207,0.1219767027797587,0.12197244698901422,0.1220875445710321,0.1221983099954127,0.12229836756364043,0.12226488224648624,0.12223259377971174,0.12220143912224057,0.12225081941914273,0.12230243383534845,0.12235085048198702,0.12236857505379284,0.12238572813173221,0.12240241278937836,0.12241902441393626,0.12243512514620702,0.12245083439185622,0.12246797010354249,0.1224846020738799,0.12250235584880365,0.12255121850541761,0.12259870678713614,0.1226448778759257,0.12268978582501044,0.12273348176997412,0.12277586732488266,0.12281626977707738,0.12285562421263485,0.12289397088686504,0.12293134801948291,0.1229677919216694,0.12300550724505621,0.1230626696047552,0.12311845736350668,0.12317291951533771,0.12322610275326529,0.12327805160281335,0.12332880854633776,0.12337841413889294,0.12342690711630078,0.1234743244960288,0.12352070167142948,0.12356607249984486,0.12362023555983437,0.12370417005499168,0.12378634358144636,0.12386681098208241,0.12394562484585236,0.12402283562238892,0.1240984917296939,0.12417263965538705,0.12424532405195987,0.12431658782644295,0.12438647222486865,0.12445501691187455,0.12452212541596652,0.12458770487932536,0.12465206227620063,0.12471523145077024,0.12477724500892973,0.12483813437441071,0.12489792984187575,0.12495666062717636,0.12501435491495094,0.12507103990372404,0.12512674184865946,0.12518148610210833,0.12523525945060943,0.12528803043201964,0.1253399169189764,0.12539094096413161,0.1254411238930775,0.1254904863340658,0.12553904824627926,0.1255868289467399,0.12563384713592907,0.12568012092218983,0.12572566784498052,0.12577050489703967,0.12585924013581384,0.1260351263063968,0.12620835404348618,0.12637898316439267,0.12654707170524948,0.12671267598681912,0.12687585067740192,0.12703664885299792,0.12719512205485817,0.12735132034455843,0.12750529235671904,0.12765708534948583,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-04-05,0.08719472454729749,0.08977014505543601,0.09217831357285422,0.09444987797063997,0.09693809083153337,0.0986000413393413,0.10078287675972919,0.10242284909517041,0.103700072121514,0.10564076406250611,0.10723114081459562,0.10856802178557667,0.10988197621516749,0.11100946235697662,0.11200327048565661,0.1130137701785412,0.11390615009743055,0.11469997732617565,0.11526000836552353,0.11576427686184032,0.11622529582003338,0.11673203381028707,0.11719490853474812,0.1176270711252092,0.11817256181751179,0.11867632799449801,0.11910868960927212,0.11919612480972086,0.11927753613715142,0.11935621203737012,0.11948182148012032,0.11959959313412138,0.119716242505713,0.11988140959969007,0.12003716088889527,0.12016708442629898,0.1202364585386273,0.12030218534510961,0.12037847784574573,0.12049443459240505,0.12060474604978855,0.12070336738785747,0.12073758167090598,0.12077024173366868,0.12080696905833443,0.12095006903802696,0.12108709677760698,0.12120520346195285,0.12124075241624688,0.12127488047275947,0.12131199336858112,0.1213612456523363,0.1214086414017792,0.12144838538972969,0.12143167044091885,0.12141555269051096,0.1214000006948075,0.1214355592352645,0.12146991347231206,0.12150138127727272,0.12151553745368049,0.12152923714937014,0.12154193800899216,0.12155188218047974,0.12156152046160229,0.1215709838600052,0.12158126076939557,0.12159123550679829,0.12160560577057833,0.12166343472583452,0.12171963755324167,0.1217742818908818,0.12182743167696963,0.12187914739942296,0.12192950831018479,0.12197863831560007,0.12202649428531553,0.12207312514225643,0.12211857733615572,0.12216289499788657,0.12220966074712059,0.12227627374448224,0.12234128542167189,0.12240475283437346,0.12246673035953481,0.1225272698507498,0.1225864207829499,0.12264423038725125,0.12270074377673268,0.1227560040638449,0.12281005247009791,0.12286292842860802,0.12292078157183273,0.12299252476779476,0.1230627620206095,0.12313154025396433,0.12319890446213133,0.123264897808125,0.12332956171592846,0.12339293595720213,0.12345505873285445,0.12351596674982868,0.12357569529342749,0.1236342782954778,0.12369211301689043,0.1237494463551696,0.12380571088603709,0.12386093622046235,0.12391515088560956,0.12396838237397434,0.12402065718987054,0.12407200089343262,0.12412243814228963,0.12417199273104895,0.1242206876287264,0.12426854501424467,0.12431532060331074,0.12436077835122816,0.12440547389523182,0.12444942624606559,0.12449265378747065,0.12453517430182393,0.12457700499452784,0.12461816251722269,0.12465866298988826,0.12469852202189413,0.12473775473205784,0.12477637576776623,0.12487285533072323,0.12506213335094452,0.1252485527537992,0.12543217781087423,0.12561307088143425,0.12579129248301668,0.12596690135892263,0.1261399545427624,0.12631050742020355,0.12647861378806202,0.12664432591086827,0.12680769457503493,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-04-06,0.0875100052953326,0.09021556483364646,0.09266780978933675,0.0950038908069013,0.09749971543608238,0.09921582407087115,0.10128566972660824,0.10284061134187761,0.10410216369866143,0.10602511733318853,0.10760093383890434,0.10893564507055786,0.11024023481973799,0.11135967608313124,0.11234345889850839,0.11327640791672766,0.11410024802142904,0.11482808656876431,0.11538538887107452,0.11588719913815959,0.1163505797586375,0.11685516717623856,0.11731607661035603,0.11775051321823193,0.11825772330988293,0.11872612152277617,0.11911555955808462,0.11922014247206825,0.11931752155689423,0.11941061851321755,0.11951796372534806,0.11961860921056777,0.11972164892265602,0.11986805848406923,0.12000611931897076,0.12014096871396429,0.12027935244402865,0.12041046858994364,0.12054388565397045,0.12069261279767152,0.12083410327799737,0.1209575296808707,0.12100874779696147,0.12105763999994879,0.12111044981778529,0.12121755437389248,0.1213201108776123,0.12139653276176854,0.12137878732305807,0.12136175196608301,0.12137879321163592,0.12147709927349837,0.12157170380899784,0.12164270030893687,0.12159264322757646,0.1215443760148367,0.12150428864987384,0.12159303806158794,0.12167878568870827,0.12174897960959075,0.12174191390684719,0.12173507617237367,0.12172920745339022,0.12172589065268324,0.1217226759167418,0.12171900376146016,0.12171216187154088,0.12170552125358713,0.12170548780059742,0.12174339409957557,0.1217802338428502,0.12181605141985052,0.12185088879042949,0.1218847856488432,0.12191806332571109,0.12195136230511938,0.12198379732612552,0.12201540158184909,0.12204620658654641,0.12207624228042802,0.12211930115668745,0.12221909916222651,0.122316500954051,0.12241159180994332,0.12250445300859214,0.12259516206129684,0.12268379292774623,0.1227704162171348,0.12285509937576577,0.12293790686218942,0.12301890031082952,0.12309813868497455,0.12316103474499873,0.12319361919386718,0.12322551857001529,0.12325675425367355,0.1232873467445672,0.12331731570678195,0.12334668001091309,0.12337545777369052,0.12340366639525113,0.12343132259422296,0.12345844244076676,0.12348504138771421,0.12352173678557743,0.12357174486730904,0.1236208203823872,0.1236689891759819,0.12371627614697522,0.12376270529087763,0.12380829974042862,0.12385308180402865,0.12389707300213382,0.12394029410173935,0.12398276514906903,0.12402450550057509,0.12406574536874637,0.12410662854460086,0.1241468260579337,0.12418635501441799,0.12422523195542534,0.12426347288110451,0.12430109327233851,0.12433810811163903,0.12437453190304182,0.12441037869105576,0.12444566207871866,0.12448039524480858,0.12458585152211299,0.1247839939095523,0.12497914533791432,0.12517137301980363,0.12536074216902104,0.1255473160743139,0.12573115616988462,0.125912322102824,0.12609087179762257,0.1262668615179079,0.12644034592554632,0.12661137813723755,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-04-07,0.08793489855693992,0.09067655863101765,0.09314203316594627,0.09559708251699162,0.09801522718861033,0.0997256395871493,0.10172659980333565,0.10322970885494409,0.10449935225378315,0.10636491804839943,0.10789363358062443,0.10920874043149542,0.1105421106369795,0.1116862750355685,0.11268789036102755,0.11360114255258891,0.11440757576420157,0.11512500255425762,0.11576826592487155,0.11634752021589345,0.11688382062269387,0.11744008660398775,0.11794822358674395,0.11840675527947897,0.11878576538429764,0.1191357348650719,0.11943454297286049,0.11960822976771146,0.11976996238765891,0.11991585808189331,0.1200228826627836,0.12012322749625803,0.12023600635345688,0.12041851477515153,0.12059062137819532,0.120747739739542,0.12088577673483236,0.12101656430774876,0.12113979762614324,0.12125520210585816,0.1213649881228216,0.12146670956937622,0.12155189049085258,0.12163320558771917,0.12172089769210137,0.1218634002510417,0.12199985583554196,0.12210865005445415,0.12214407402224392,0.12217808208342107,0.1222000080253689,0.12220000552763799,0.12220000312416102,0.1222000008294164,0.12219999870038167,0.1221999966473839,0.1222103141454185,0.12231662618280592,0.1224193439874044,0.12249518996834174,0.12247049571759994,0.12244659857284712,0.12242324655028836,0.12240009810668173,0.12237766237847536,0.12235602915383503,0.12233555370444127,0.12231568083136857,0.12230735064976983,0.12234520045331476,0.12238198528826483,0.12241774947809647,0.12245253492031449,0.12248638125018818,0.12251966741919729,0.12255292094790904,0.12258531169565656,0.12261687281039069,0.12264763576348026,0.12267763045438751,0.1227126108914971,0.12276483837082997,0.1228158096991443,0.12286556965641449,0.12291416091915686,0.12296162418250378,0.12300799827387365,0.12305332025890436,0.12309762554025783,0.12314094794984776,0.1231833198349992,0.12322477213899585,0.1232755134318142,0.1233415430956517,0.12340618642102141,0.1234694866149404,0.12353148510742162,0.12359222164189876,0.12365173436018506,0.1237100598823484,0.12376723338185314,0.12382328865629244,0.12387825819401188,0.1239321732368972,0.12398544872647355,0.12403814087354426,0.12408985052203692,0.12414060489759837,0.12419043022916387,0.12423935179415535,0.124287393961241,0.12433458023080979,0.12438093327330213,0.12442647496552794,0.12447122642509334,0.12451520804305116,0.12455811799477878,0.1245998771789012,0.1246409360398022,0.12468131204813537,0.1247210220982371,0.12476008253169746,0.12479850915978119,0.12483631728476818,0.124873521720271,0.12491013681058671,0.12494617644913708,0.12498165409604467,0.12507804956537139,0.12524007293605988,0.1253996454689701,0.12555682235380816,0.1257116571356034,0.1258642017755205,0.12601450670898995,0.12616262090129982,0.12630859190077204,0.1264524658896493,0.12659428773280368,0.12673410102437588,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-04-08,0.08821240175220457,0.09096757546791712,0.0934783004990225,0.0959253775676121,0.0984307757386198,0.10022974003062379,0.10216301892695112,0.10361520710599637,0.1048788749709606,0.10660925809786992,0.10802704162474153,0.10928525403934541,0.11064690401632049,0.11181536281068682,0.11283971615886634,0.11376891024343094,0.1145894316639724,0.11531950170402894,0.11597432319601308,0.11656399124217942,0.1171007550828238,0.11760106590673858,0.11805806713138511,0.11850068450469387,0.11900411187522963,0.11946901517493069,0.11982589722005543,0.11992976229085217,0.12002647291322899,0.12014227604813632,0.12035564722488545,0.12055571961610845,0.12075393611590579,0.12097232616116149,0.12117827575245288,0.12135447611419847,0.12149217321052763,0.12162263868832057,0.12174284707399896,0.12185138343056945,0.12195463507642934,0.12205249351557246,0.12214429138964267,0.12223192363897306,0.12234171113600745,0.12255503110871846,0.12275931162946496,0.12290519215804996,0.12292286945961717,0.12293983993093138,0.12295639603717157,0.12297271548117283,0.12298841932100646,0.12297569144570986,0.12287593141240194,0.12277974263055103,0.12270515135458182,0.12274053963692566,0.12277472937585876,0.12280428930558007,0.12282189207959227,0.12283892728494239,0.12285560605759094,0.12287212634874889,0.12288813855521186,0.12290414413369088,0.12292118011775455,0.12293771529063169,0.12295566276310477,0.12297906368754807,0.12300180589825427,0.12302391682244052,0.12304542238549909,0.1230663471124036,0.1230871053961311,0.12310808984837074,0.1231285296268454,0.12314844566624084,0.12316785784197304,0.12318678503634928,0.12321928843724916,0.12328568165612586,0.12335047882217887,0.12341373680397627,0.12347550980010968,0.12353584949406837,0.12359480519845945,0.12365242398941612,0.12370875083196387,0.12376382869704838,0.12381769867086279,0.12387040005706185,0.1239262857556549,0.12398667789145845,0.12404580175718083,0.1241036968892153,0.12416040119754301,0.12421595104851346,0.12427038134262003,0.12432372558762106,0.12437601596732528,0.12442728340634224,0.1244775576310686,0.12452686722716444,0.12457558365781929,0.12462369271957474,0.12467090454728003,0.12471724400912221,0.12476273506269098,0.12480740079627894,0.12485126346795528,0.1248943445425501,0.12493666472668008,0.12497824400193336,0.12501910165632646,0.12505925631413994,0.1250983858175463,0.1251364824324952,0.1251739400258407,0.12521077454198437,0.12524700139925993,0.12528263551145113,0.1253176913082641,0.12535218275480875,0.12538612337014876,0.12541952624496755,0.12545240405840397,0.1254847690940979,0.1255834292990219,0.1257408452775035,0.12589587947205572,0.126048585531767,0.12619901550653334,0.12634721990620168,0.12649324775710902,0.12663714665614956,0.1267789628224918,0.12691874114707002,0.12705652523995492,0.12719235747571211,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-04-09,0.08856399537570625,0.0913463024276957,0.09387140179129894,0.09636769678861867,0.09895511914186428,0.10084653153858358,0.10279451822748897,0.10425777002488412,0.10557032609500072,0.10728459340845364,0.1086891526665541,0.10996527341259466,0.11135464026810626,0.11254691024316665,0.11362837067468456,0.11468606232251943,0.1156201538682664,0.11641897417382285,0.1170047120272184,0.11753213884235181,0.11802568321775064,0.11852385262455578,0.11897889681019302,0.11943456558293963,0.11997190760563914,0.12046814455627652,0.12087229690385803,0.12111382970425044,0.12133875185654563,0.12151759043196697,0.12158850698756929,0.12165499533104485,0.12178082260620782,0.1220530454447526,0.12230977319816416,0.12248827987501998,0.12257411355953218,0.12265543573608784,0.12274376103178786,0.12284219620428583,0.12293583767001404,0.12300997237045741,0.12304390005208266,0.12307628652253544,0.123134715116485,0.12327664119081794,0.12341254466381057,0.12352416947241829,0.12359474357393108,0.12366249888204783,0.12374309357429225,0.12384085520390653,0.12393493574497083,0.12394171424779588,0.12374251928974545,0.12355047187179125,0.12341715449635471,0.12350547475208118,0.12359080769527564,0.12365719849409218,0.12368181530645916,0.12370563854158911,0.12372899255741299,0.1237520756686743,0.12377444898286072,0.12379596275342464,0.12381638652344762,0.12383620994931688,0.12384844505821291,0.12384304607745933,0.12383779920552196,0.12383269810351205,0.12382773677993275,0.12382290956720254,0.12381863099572188,0.1238151383841335,0.1238117365001643,0.1238084218538944,0.12380519113212807,0.12380204118734839,0.12382245644804368,0.12388877837545964,0.12395350595777033,0.12401669600291165,0.12407840265167835,0.12413867753243712,0.12419756990519182,0.12425512679585005,0.12431139312145634,0.1243664118070964,0.12442022389510865,0.12447286864718854,0.12452738263250684,0.12458400326606478,0.12463943464777061,0.12469371385647765,0.12474687644548954,0.12479895652021766,0.12484998681114567,0.12489999874242352,0.1249490224963965,0.12499708707434576,0.12504422035369966,0.12509044914194956,0.12513576728152698,0.12518020840154453,0.12522382055286774,0.12526662671550626,0.12530864902786898,0.12534990882494323,0.1253904266744128,0.12543022241084412,0.12546931516806326,0.12550772340982985,0.1255454649589154,0.12558255702467847,0.12561923647172657,0.1256554939283543,0.12569114315457863,0.12572619932796614,0.12576067712526884,0.12579459074291255,0.1258279539164855,0.12586077993928835,0.1258930816799939,0.1259248715994672,0.12595616176679303,0.12598696387455344,0.12609878887314308,0.12626956862263738,0.12643776635737636,0.12660344019231817,0.12676664651142433,0.12692744003163114,0.12708587386400283,0.12724199957221494,0.12739586722849783,0.12754752546717207,0.1276970215358948,0.12784440134472863,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2010-04-12,0.08894289158734447,0.09167691209224338,0.09413410566607672,0.09660297760793135,0.09908497643868719,0.10095527956293071,0.10287698193953076,0.104320459664756,0.10566105736996789,0.10735932016436323,0.10875074791762551,0.11001343104314465,0.11131822011354897,0.1124378314106591,0.11342608088554207,0.11432343354472407,0.1151158158741532,0.11582134322416948,0.11645515016882446,0.11702588422510951,0.11755045374549722,0.11804650419670337,0.11849961211986293,0.11896116339634344,0.11949650694868463,0.11999089755390324,0.12039626507828438,0.12067134645921551,0.12092751742236385,0.12112104924130351,0.12119175900183032,0.12125805345263752,0.1213502250817795,0.12149501312134925,0.1216315446816556,0.12178490954728916,0.12195612563162883,0.12211835444856711,0.12227281260578104,0.1224201329187713,0.12256028482165515,0.12264416934663269,0.12262724545754056,0.12261109107413093,0.12264162114209487,0.12278325293531833,0.12291887458753115,0.12301379236716237,0.12304901814757607,0.12308283593629432,0.1231159554217991,0.12314847837758625,0.12317977494117716,0.12318867411141188,0.12315554475152979,0.12312359950852403,0.12309143534958777,0.12305616514666595,0.12302209159580468,0.12300838652893731,0.12303296436680933,0.12305674988335702,0.1230801001169115,0.12310314025143199,0.12312547190981604,0.12314692125395377,0.12316732481035086,0.1231871286166153,0.12320977151763124,0.12323849613767779,0.12326641231734436,0.12329355371274353,0.1233199521373789,0.12334563768654072,0.1233706705649491,0.12339508694819701,0.1234188696498637,0.12344204302295636,0.12346463018838616,0.12348665311191498,0.12354583835440103,0.12366411332798499,0.12377955030651688,0.12389225022451611,0.12400230928623546,0.12410981923955222,0.12421486763104839,0.12431753804376933,0.12441791031901506,0.1245160607634046,0.12461206234234012,0.12470598486090179,0.12476086312669787,0.12478126849636761,0.12480124463789277,0.12482080495356951,0.12483996229347483,0.12485872898361694,0.12487711685238279,0.12489513725539902,0.12491280109891822,0.12493011886182925,0.12494710061638692,0.12496375604774812,0.12498027064123907,0.12499658126465363,0.12501258724649422,0.12502829704270368,0.125043718799144,0.1250588603656817,0.12507372930951122,0.1250883329277641,0.12510267825945198,0.12511677209677763,0.1251306209958596,0.1251442312869,0.1251578607767363,0.1251714465913969,0.12518480423296885,0.1251979394018159,0.12521085760999062,0.12522356418894542,0.12523606429687018,0.12524836292567287,0.12526046490762788,0.12527237492170462,0.1252840974996008,0.1252956370314906,0.12540132685957373,0.1255630117460338,0.12572225086072164,0.12587909928047858,0.12603361044079753,0.12618583619651114,0.12633582687980804,0.1264836313557114,0.12662929707515014,0.1267728701257429,0.12691439528040882,0.12705391604391436,0.1270999853439383,0.1270999860211488,0.12709998668888778,0.12709998734735262,0.1270999879967354,0.12709998863722216,0.12709998926899502,0.12709998989223048,0.1270999905071004,0.1270999911137718,0.12709999171240804,0.12709999230316749,0.12709999288620444,0.12709999346166945,0.12709999402970928,0.1270999945904665,0.12709999514408032,0.12709999569068642,0.1270999962304169,0.12709999676340056,0.1270999972897635,0.1270999978096281,0.12709999832311425,0.12709999883033807,0.1270999993314137,0.12709999982645237,0.12710000031556246,0.12710000079884987,0.12710000127641785,0.12710000174836722,0.12710000221479678,0.1271000026758029,0.1271000031314793,0.1271000035819183,0.12710000402720922,0.12710000446743996,,,,
-2010-04-13,0.08935726396387,0.09204093005592817,0.09459353562186146,0.09723759539456145,0.09974445724414127,0.10164894313321104,0.10350507413902665,0.10489922441719823,0.1062509579050277,0.10793325357007744,0.10931157998639907,0.1105944337659972,0.11192679133729655,0.11307008423779252,0.1140992529934115,0.11505752650920331,0.11590374643340517,0.116622151050495,0.11718397567457295,0.11768985952371147,0.11817524082598863,0.11866916288304519,0.11912032573669107,0.1195877344969869,0.12012104109525823,0.12061354958230086,0.12102355793536246,0.1213319823769774,0.12161921244660423,0.12182452949986411,0.12189501563510019,0.12196110040909525,0.1220716399528583,0.1222521241180543,0.122422321492059,0.12257836657875143,0.12272182078030869,0.12285774167082208,0.12298757015899864,0.12311168586740506,0.12322975988119445,0.12332659702939464,0.1233941348376173,0.12345860653337803,0.12356063043785781,0.1237373094467411,0.12390649623429639,0.12399999288728925,0.12399999546067053,0.1239999979311166,0.12402627808017974,0.12407497856369587,0.12412184328521936,0.12410473265253863,0.12398894962559015,0.12387731300116744,0.1238041036496671,0.12381818461255611,0.1238317884222302,0.12384545006083503,0.12385948091937937,0.12387305933636972,0.1238864063934837,0.12389955257819274,0.12391229441165841,0.12392395111152221,0.12393414078499254,0.12394403085052996,0.12395906527296763,0.12398236970638132,0.12400501813985643,0.12402703788770997,0.1240484547686107,0.12406929320656901,0.12409013758961107,0.12411104308773524,0.12413140595968586,0.1241512470615147,0.12417058619398058,0.12418944216845951,0.12422062383602239,0.12426789312739572,0.1243140253159365,0.124359060944913,0.12440303865281255,0.12444599528390499,0.12448796599119238,0.1245289843323516,0.12456908235921826,0.12460829070131396,0.12464663864387604,0.12468415420080592,0.12471775354016135,0.12474833074687552,0.12477826502814393,0.12480757645050611,0.12483628425403026,0.12486440689442868,0.12489196208262388,0.12491896682194459,0.12494543744311248,0.12497138963717602,0.1249968384865261,0.1250217984941251,0.12504595567656596,0.12506949514346544,0.12509259509912551,0.12511526773902437,0.12513752481157847,0.12515937763844076,0.12518083713370642,0.12520191382208568,0.12522261785611777,0.12524295903247595,0.1252629468074251,0.1252825903114798,0.12530191519482647,0.12532092313151133,0.12533961192009757,0.1253579895315322,0.12537606367351395,0.1253938418012721,0.1254113311278191,0.12542853863370906,0.12544547107632598,0.12546213499873327,0.1254785367381024,0.12549468243374906,0.12561819191306944,0.12579321711710323,0.12596559677563057,0.12613539041878252,0.12630265580398103,0.12646744898143458,0.1266298243567514,0.12678983475081718,0.12694753145707605,0.12710296429634393,0.12725618166927988,0.1274072306066285,0.12744999539340363,0.12744999512061095,0.12744999485163366,0.12744999458639206,0.12744999432480908,0.12744999406680924,0.1274499938123197,0.1274499935612694,0.12744999331358864,0.12744999306921034,0.12744999282806901,0.12744999259010048,0.12744999235524257,0.12744999212343489,0.12744999189461814,0.12744999166873505,0.12744999144572944,0.12744999122554668,0.12744999100813348,0.12744999079343788,0.1274499905814095,0.12744999037199856,0.12744999016515735,0.12744998996083834,0.12744998975899602,0.12744998955958553,0.12744998936256313,0.1274499891678862,0.12744998897551318,0.12744998878540348,0.1274499885975171,0.12744998841181565,0.12744998822826092,0.12744998804681607,0.12744998786744488,0.12744998769011184,,,,
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-2010-04-15,0.0901025354319005,0.09276177334795022,0.09541422918783504,0.09819700526496211,0.10069658431879502,0.10276481592526521,0.10480080106869716,0.10633025635652804,0.10786182386116283,0.10958736598273555,0.11100117202996551,0.11229660528879326,0.11353670651332792,0.11460075079107601,0.1156595457992442,0.11672699485641758,0.11766970979632241,0.11842108827772391,0.1189594029121539,0.11944410760988977,0.11995641351233588,0.1205160461889232,0.12102725937663728,0.12154051053437187,0.12206981142027651,0.12255861856561157,0.12298819199007838,0.12336259539781791,0.12371129008967263,0.12396293727257435,0.12410303402331113,0.12423439058649954,0.12440717578939964,0.12462254721360111,0.12482564948325936,0.12500999236183574,0.12517990149400715,0.125340891711075,0.1254629231611788,0.1255604293087138,0.12565318689832083,0.1257663081852003,0.1259007989987586,0.12602919158168846,0.12616223904798862,0.1263030150123865,0.126437817000566,0.12651894030294342,0.12655394224483918,0.12658754513221782,0.12662066710996633,0.12665302061003025,0.12668415410047462,0.12669999566725632,0.12669999056409065,0.12669998564318097,0.1266999835814291,0.12669998588105735,0.12669998810273198,0.12669999436287793,0.12670000486739297,0.12670001503305262,0.12670001235933848,0.12670000052836672,0.1266999890614251,0.12669998872114574,0.1267000000711498,0.1267000110873302,0.12672350013413625,0.1267717768420622,0.1268186956246522,0.12686431298077316,0.12690868231785601,0.12695185416048482,0.12699331810631276,0.12703327917884089,0.1270722036636498,0.12711013137782157,0.12714710012496444,0.12718314582089607,0.12722265250592812,0.12726510332138474,0.12730653276698845,0.12734697726589483,0.1273864715297528,0.1274250486580668,0.12746274023071424,0.12749957639416598,0.12753558594190118,0.127570796389469,0.12760523404460744,0.12763892407279642,0.12766944844571526,0.1276981160674564,0.1277261808662542,0.12775366165851199,0.12778057648558816,0.12780694265329506,0.1278327767690055,0.1278580947765362,0.12788291198896085,0.12790724311949497,0.12793110231058447,0.12795450316131607,0.12797681482979684,0.12799850662080936,0.1280197933633096,0.12804068629749255,0.12806119625147372,0.1280813336600024,0.12810110858216395,0.1281205307181339,0.128139609425044,0.12815835373201434,0.12817677235440117,0.12819487370730798,0.1282130882652921,0.12823116189836403,0.12824893205517274,0.1282664063156309,0.12828359200930506,0.12830049622566575,0.12831712582383914,0.12833348744188666,0.12834958750563974,0.1283654322371146,0.1283810276625288,0.12839637961994366,0.12851076675158368,0.12865419442820625,0.128795450182855,0.12893458297776927,0.12907164031450447,0.12920666828799798,0.12933971163825175,0.129470813799752,0.129600016948743,0.12972736204846025,0.12985288889242574,0.12997663614590493,0.13000000842232873,0.13000000843456716,0.1300000084466344,0.1300000084585342,0.1300000084702697,0.13000000848184445,0.13000000849326176,0.13000000850452498,0.13000000851563676,0.13000000852660043,0.1300000085374189,0.13000000854809501,0.1300000085586317,0.13000000856903138,0.13000000857929717,0.13000000858943106,0.13000000859943572,0.13000000860931404,0.13000000861906802,0.1300000086287001,0.13000000863821248,0.1300000086476074,0.1300000086568871,0.13000000866605355,0.13000000867510897,0.13000000868405515,0.1300000086928943,0.1300000087016282,0.13000000871025885,0.1300000087187878,0.13000000872721706,0.1300000087355484,0.13000000874378337,0.13000000875192352,0.13000000875997086,0.13000000876792672,,,,
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-2011-02-11,0.11342613776509824,0.11505504178926396,0.11667839531341428,0.11814609250310992,0.11940250231140448,0.12051588079754261,0.12131182907255345,0.12197270229161972,0.12257881393201986,0.1230639389878887,0.12356425134157467,0.1241075855219218,0.12456753504502194,0.1250739672902681,0.12565255728483948,0.12615906760929874,0.12657982086403363,0.12692656540807334,0.12723690098856077,0.12744906498833863,0.1275557011257309,0.12765265182096108,0.12782870866082563,0.1280824093391264,0.12831586436618436,0.12839997750858312,0.12839998500479055,0.12839999196555474,0.12831433919584767,0.12818345289914457,0.12806102462497893,0.1279831229023416,0.12794926640658089,0.12791740239769323,0.12791582017312453,0.12795121967108125,0.12798470670521134,0.1279808525986026,0.12794568147616303,0.12791226992562432,0.12789997722361002,0.12789997718928703,0.12789997715656032,0.1278999831275145,0.12789999528878537,0.12790000692130565,0.1278723741983081,0.12780191048990486,0.12773432698759213,0.12769485936826697,0.1276843420945113,0.12767422942378603,0.1276661445100904,0.12765957076953294,0.1276532361103433,0.12757534447879193,0.1274226250175008,0.12727519137138765,0.12718633307586424,0.127158375129931,0.12713133449768121,0.127104178768064,0.12707715653281526,0.12705097936022236,0.12702566298129758,0.12700115475677243,0.12697737863036695,0.1269543022814852,0.12693189526445403,0.12691012887451247,0.1268710710204024,0.12681704898347856,0.12676450948671225,0.12671432787019277,0.12666632569399217,0.12661958869800638,0.12657406751385647,0.12652971530870816,0.12648648762455528,0.12644434222957313,0.12640323898050054,0.1263631396951046,0.12633790956603397,0.1263201486314509,0.12630280587147147,0.12628586668928743,0.12626931715963208,0.1262531439906005,0.12623733448804542,0.12622187652234906,0.12620675849738472,0.12619196932150656,0.12617749838041092,0.12616333551173042,0.1261501009368473,0.12613733704130126,0.126124836459083,0.12611259112533024,0.1261005933012036,0.12608883555757755,0.1260773107596993,0.1260660120527528,0.1260549328482612,0.12604406681127678,0.1260334078483023,0.12602295009589515,0.1260122660080134,0.12600161267562693,0.12599115491526458,0.1259808873904935,0.12597080495727964,0.12596090265539384,0.12595117570027514,0.1259416194753229,0.1259322295245897,0.12592224602753688,0.12591219919543195,0.12590232273600055,0.1258999957761704,0.12589999570127341,0.12589999562761434,0.12589999555516274,0.1258999954838893,0.1258999954137654,0.12589999534476348,0.1258999952768567,0.1258999952100195,0.12589999514422656,0.1258999950794537,0.1258999950156774,0.12586030073023413,0.12581194070363466,0.1257643099261092,0.12571739202598042,0.12567117111798876,0.12562563178536235,0.12558075906267185,0.12553653841943357,0.12549295574442243,0.12544999733065887,0.12540764986103592,0.1253659003945562,0.12532416867974683,0.1252829241357849,0.12524224996261735,0.12520213441003047,0.12516256604836373,0.12512353375765306,0.12508502671721122,0.1250470343956276,0.12500954654116514,0.12497255317253808,0.12493604457005181,0.12490001126708883,0.12486456521318057,0.124829574691393,0.12479503097645717,0.1247609255645219,0.12472725016617447,0.12469399669972381,0.12466115728473448,0.12462872423580063,0.12459669005655027,0.12456504743386776,0.1245337892323286,0.1245029084888356,,,,,,,,,,,,,,
-2011-02-14,0.11367040491912661,0.11534785244824142,0.11694102074240198,0.11847897304763544,0.11997022643445332,0.12121099022416448,0.12209809156812512,0.12284353104913892,0.12351811919745814,0.1240580815080441,0.1246121079285536,0.12518704269008119,0.12567375551723914,0.12618461836847383,0.12672360608769684,0.12719543194355443,0.12761708757675772,0.12799646935241293,0.12833602439761793,0.1285725211141453,0.12871404286196952,0.12884271439630046,0.12902111080955914,0.1292377335860404,0.1294370632485966,0.12950001790907106,0.12950001951579804,0.1295000210077586,0.12938487682859678,0.12922177532995738,0.12906921783277103,0.12898144200313033,0.12894767675491425,0.128915898620255,0.1288999917343927,0.12889999930936247,0.1289000064748742,0.1289208844377634,0.1289559446165871,0.12898925279500872,0.12897524700688257,0.12893960814253824,0.12890562794754667,0.1288738753551999,0.12884414111365428,0.12881570039807433,0.12873786439095003,0.12859721515363942,0.12846232316908845,0.12838111444113887,0.1283461181772676,0.12831246894712378,0.12827905285067298,0.12824624864496736,0.1282146382218441,0.12812704916285012,0.12799154019129722,0.12786071938781807,0.12778498936144667,0.12775705815731886,0.12773004338848293,0.12770284087677952,0.12767586074320114,0.12764972435435062,0.1276244563683222,0.12759999318123638,0.12757626074572936,0.12755322680070424,0.1275308609565331,0.12750913456129198,0.12747243164877164,0.12742522059809702,0.12737930489725136,0.12733418027097243,0.12728992646873727,0.12724683890946853,0.12720487209087805,0.12716398284738384,0.12712413020201363,0.1270852752294318,0.12704738092912327,0.12701041210787234,0.12698843839696816,0.12697256231822007,0.12695706001008378,0.1269419184266054,0.1269271251219839,0.12691266821645208,0.12689853636445925,0.1268847187249762,0.12687120493375992,0.12685798507742696,0.12684504966920107,0.12683238962620935,0.12682024008721804,0.12680840056620069,0.12679680527959603,0.12678544674718562,0.12677431779112824,0.12676341152083426,0.12675272131873783,0.12674224082690722,0.12673196393443575,0.12672188476555957,0.12671199766845587,0.12670229720467452,0.1266926819955374,0.1266832151591808,0.12667392210361106,0.1266647980872606,0.12665583853950446,0.1266470390530241,0.12663839537657973,0.1266299034081615,0.12662155918849827,0.126614488286519,0.12660780176437236,0.12660122861179124,0.12659999082690954,0.12659999280860834,0.1265999947575518,0.12659999667454525,0.1265999985603683,0.1266000004157748,0.1266000022414946,0.1266000040382349,0.12660000580668007,0.12660000754749312,0.1266000092613171,0.12660001094877438,0.12655799468794537,0.12650966704083166,0.1264620681519082,0.12641518166057586,0.1263689916923234,0.12632348284080752,0.1262786401507212,0.1262344491014069,0.12619089559118146,0.1261479659223319,0.12610564678675362,0.1260639252521949,0.12602218900153406,0.1259809712452502,0.1259403234874359,0.12590023398558658,0.12586069131753908,0.12582168437062236,0.12578320233124485,0.1257452346749015,0.12570777115657616,0.125670801801526,0.12563431689642668,0.12559831283101852,0.12556289070815563,0.12552792380844768,0.12549340341257054,0.12545932102246637,0.12542566835436908,0.12539243733209204,0.1253596200805669,0.12532720891962068,0.1252951963579858,0.12526357508752506,0.12523233797767186,0.1252014780700681,,,,,,,,,,,,,,
-2011-02-15,0.11390461692250353,0.11551516730471234,0.11711840481530578,0.11864869567982539,0.12006028647998157,0.12117249513707917,0.12196760599887702,0.12263766452583069,0.12323086099851488,0.12370564384712068,0.12426338125476,0.1248693928301301,0.1253824269898307,0.12589136622678243,0.12639121280247845,0.12682876058842618,0.1272147605002949,0.12755783174985358,0.12786487874206753,0.1280398190331662,0.12811026093393818,0.12817430284271336,0.12837584907591792,0.12866349103760433,0.12892818640235149,0.12897408835651203,0.12894014388288233,0.1289086249283633,0.12882612783222047,0.12872858569491696,0.1286373442292501,0.12851920066938005,0.12838451414440866,0.1282577650402701,0.1282192585563835,0.12825447428036663,0.1282877874633901,0.12830001130397295,0.12830001391648294,0.1283000163983674,0.12832408744099832,0.12835641129845743,0.12838723258308526,0.12832190943753763,0.12819002285989378,0.1280638849063649,0.12799998329467677,0.12799998569748228,0.1279999880022138,0.12795880963092343,0.1278889696937855,0.1278218199860861,0.12775494858011593,0.12768944891392575,0.12762633465299555,0.12752047917430054,0.12738519460007836,0.1272545904132627,0.1272204434824109,0.12725530011550612,0.127289014933601,0.12732306423782846,0.12735673288468785,0.1273893503452368,0.12731642202462656,0.12719423540869323,0.12707570881081232,0.12696068020818663,0.12684899700221797,0.12674051534312314,0.12667654263740813,0.1266394990356594,0.1266034714954578,0.12656825362313362,0.12653387567554342,0.12650040341880264,0.12646780152746295,0.12643603648960267,0.126405076491924,0.12637489131347612,0.12634545222726046,0.12631673190904125,0.1262882158585683,0.12626022862471897,0.12623290058512304,0.12620620872147859,0.12618013107484916,0.1261546466854131,0.12612973553628004,0.12610537850105508,0.1260815572948628,0.12605825442857133,0.12603545316596954,0.12601313748368081,0.1259916959835754,0.1259707681994704,0.12595027229308697,0.12593019503224867,0.12591052371986922,0.12589124616717662,0.12587235066852664,0.125853825977702,0.12583566128558998,0.12581784619915215,0.12580037072159467,0.1257832252336626,0.12576637411317404,0.12574982915025412,0.12573358800113899,0.12571764237360328,0.12570198427446821,0.12568660599624248,0.12567150010447148,0.12565665942575222,0.12564207703637598,0.12562837151380446,0.12561500375477497,0.12560186272267226,0.12560000413253714,0.12560000473874489,0.12560000533493265,0.1256000059213469,0.1256000064982261,0.12560000706580055,0.12560000762429402,0.12560000817392236,0.12560000871489518,0.12560000924741543,0.1256000097716794,0.12560001028787782,0.1255556756824716,0.12550738330153233,0.1254598191473102,0.12541296687113057,0.12536681061005228,0.12532133496896147,0.12527652500345154,0.12523236620344957,0.12518884447755063,0.12514594613802665,0.12510365788647348,0.12506196680006698,0.12502022322099426,0.1249790292980737,0.12493840504449283,0.12489833872451817,0.12485881892257278,0.12481983453239409,0.12478137474662665,0.12474342904683478,0.12470598719391113,0.12466903921886541,0.12463257541397632,0.12459659795963418,0.12456119567846313,0.12452624836581472,0.12449174730723511,0.12445768400941315,0.12442405019321057,0.12439083778695204,0.12435803891996855,0.1243256459163784,0.12429365128909842,0.12426204773407545,0.12423082812472619,0.12419998550658096,,,,,,,,,,,,,,
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-2011-03-11,0.11677503464128458,0.11782388621650064,0.11918886779941285,0.1203548449886982,0.12135581370890147,0.12202362297556268,0.12252307250161754,0.12295998702368638,0.1232999269974806,0.12365727744531507,0.12414373325822026,0.12454927397142401,0.12493984871741382,0.1253846036858448,0.1257702002225869,0.12610229966779762,0.1263852315537486,0.12663678624031993,0.12681106933346142,0.12684719509167386,0.1268798812994778,0.1269390086322113,0.12704926800734184,0.12715034857791951,0.12726989579925485,0.12740833830063525,0.12753654096178346,0.12755849094300276,0.12747579898595474,0.12739862529748414,0.12730834212023745,0.1271886560549167,0.12707623526574263,0.12700001888274604,0.1270000010934471,0.12699998429244275,0.12699998038016735,0.1269999956298946,0.127000010097585,0.12695960584767874,0.12687780156428752,0.12679989824360383,0.12675572291336,0.12677238825522452,0.12678831314552874,0.1267774312448593,0.12668522842270735,0.12659687446466084,0.12651100316487107,0.12642635797371482,0.12634503819276421,0.12624903924901276,0.12613337123422408,0.12602199844751705,0.12592089215342583,0.125835595096073,0.12575329704370874,0.12565926473236066,0.12553976878115392,0.12542426808638107,0.12531382806109637,0.1252086169448905,0.12510675523737547,0.1250075846833414,0.12491081644476143,0.12481698852611278,0.12472596892003907,0.12463763340471523,0.12455186497822046,0.12448156234551422,0.12443408521739663,0.124387928820193,0.12434270927304358,0.12429818539824344,0.12425485052001495,0.12421265763826161,0.12417156219783898,0.12413152193161214,0.12409249671544886,0.12405444843410329,0.1240173408570473,0.12398946800062283,0.12396974743920408,0.12395049674870307,0.12393169933379444,0.1239133393715639,0.1238954017670868,0.12387787211203616,0.1238607366460851,0.12384398222088211,0.12382759626640416,0.12381156675950544,0.12379588219449689,0.12378077465814052,0.12376613339679365,0.12375179734655983,0.12373775706226042,0.12372400348446289,0.12371052791998705,0.12369732202358241,0.12368437778069374,0.12367168749124158,0.12365924375434667,0.12364703945393907,0.12363506774518651,0.12362311832332873,0.12361124101944898,0.12359958378772462,0.12358814056779344,0.12357690551978995,0.1235658730144078,0.12355503762349529,0.12354439411114915,0.1235339374252784,0.12352368472013975,0.12351362231718999,0.1235037320089507,0.12350000829907581,0.12350000778556458,0.12350000728061161,0.1235000067840053,0.12350000629553981,0.12350000581501708,0.12350000534224459,0.1235000048770365,0.1235000044192125,0.1235000039685985,0.12350000352502533,0.12350000308832931,0.12349151525587265,0.12347894581986374,0.12346656696729963,0.12345437439622753,0.12344236393320185,0.12343053152852224,0.12341887325168055,0.12340738528700745,0.12339606392950908,0.12338490558088377,0.12337390674570736,0.12336306402778452,0.12335284666011703,0.12334295997367284,0.1233332106875269,0.12332359595716325,0.12331411301604467,0.1233047591729608,0.1232955318094795,0.12328642837750481,0.12327744639693039,0.12326858345338687,0.12325983719607825,0.1232512053357031,0.12324237729467069,0.12323361217255413,0.1232249594908863,0.1232164170998491,0.12320798290408264,0.12319965486097106,0.12319143097899365,0.12318330931613763,0.12317528797836785,0.12316736511815574,0.12315953893305975,0.12315180766435829,,,,,,,,,,,,,,,
-2011-03-14,0.11686384624786972,0.1179834381046625,0.11932413222004024,0.12047475815207176,0.12137739428727401,0.121979555646206,0.1224335701021344,0.12282606544726793,0.12313143449015618,0.12348282598962168,0.12396509761313479,0.12436714877093835,0.12476269375903448,0.12520446146382924,0.1255874671566588,0.12590209162530286,0.1261482425058178,0.12636708846603373,0.12652567137143844,0.12659761039570117,0.12666270204283303,0.12674447772394326,0.12685427633963275,0.1269549344699734,0.12705754609076236,0.12716101329474983,0.12725682473064004,0.12728177469291135,0.12724880873015465,0.12721804136803527,0.12713211064860364,0.1269616036501653,0.12680145390525044,0.12670615493699078,0.12672396078670123,0.12674077768091774,0.12674210687367027,0.12672443936313127,0.12670767813485795,0.12666447890282728,0.12659919808540465,0.1265370293949295,0.12648692220624946,0.1264536516391399,0.1264218606820029,0.1263667342078325,0.12625347957784205,0.12614495457654096,0.12604139578012785,0.1259428271298959,0.1258481320442879,0.1257563655739644,0.12566729096167317,0.12558152207034423,0.12549940325839892,0.12542106081152293,0.1253454723919536,0.12525756529878262,0.12514879681623414,0.12504366394360567,0.12494204417813726,0.12484377265654745,0.12474862904604178,0.12465718451314522,0.12456933852087815,0.1244841610812164,0.12440153241723118,0.12432133981450111,0.12424347710813421,0.12418962600316119,0.12416592694939066,0.12414288668164564,0.12412028887346005,0.12409805335587043,0.12407641120780677,0.12405533899032606,0.1240348144829373,0.124014816605442,0.12399532534571489,0.12397632169290485,0.12395778757558751,0.12393960270522508,0.12392177991659659,0.12390438175268814,0.12388739321723286,0.12387080001190154,0.12385458849616748,0.12383874564990749,0.12382325903852776,0.12380811678041392,0.12379330751652962,0.12377882038200005,0.12376464497952688,0.12375130158127923,0.12373850156991129,0.12372596836672001,0.12371369371558028,0.1237016696975266,0.12368988871371611,0.12367834346941398,0.12366702695893128,0.12365593245144901,0.12364505347766808,0.12363438381723002,0.12362391748685786,0.12361327182031401,0.12360259546223173,0.12359211691312866,0.1235818307260299,0.12357173165212942,0.12356181463185911,0.12355207478643693,0.12354250740986283,0.12353310796133843,0.12352320542029482,0.12351314325530716,0.12350325318095812,0.1234999935299419,0.12349999287764457,0.12349999223621877,0.12349999160539515,0.12349999098491304,0.12349999037451997,0.12349998977397192,0.12349998918303262,0.12349998860147338,0.12349998802907236,0.1234999874656153,0.12349998691089392,0.12349089626950605,0.12347833625549298,0.12346596668196175,0.12345378325018808,0.12344178178985987,0.12342995825431613,0.12341830871599924,0.12340682936210401,0.12339551649041769,0.1233843665053389,0.12337337591406738,0.12336254132295665,0.12335236510739467,0.1233424882233034,0.12333274860319787,0.12332314340538542,0.12331366986607573,0.12330432529672919,0.12329510708151359,0.12328601267486161,0.12327703959912917,0.12326818544234319,0.12325944785604093,0.12325082455319358,0.12324198407467746,0.12323322330299846,0.12322457491592687,0.12321603676471282,0.12320760675503761,0.12319928284530035,0.12319106304497018,0.1231829454129989,0.12317492805629282,0.12316700912824108,0.12315918682729765,0.12315145939561534,,,,,,,,,,,,,,,
-2011-03-15,0.1168977657219854,0.11807234774636499,0.11933646912290863,0.12040728057012151,0.1212533143391945,0.12181769173927615,0.12225508683148645,0.12264293031167606,0.12294467901630446,0.12335628982165492,0.12394466012675198,0.12443520411166076,0.12490082792271906,0.125376139958415,0.12578823950765883,0.1261472516225408,0.12646198969650935,0.1267418307186574,0.12694397539719082,0.12705136810761775,0.12714854175928503,0.12728328701714653,0.1274655132430318,0.12763257982714382,0.12776268904256427,0.12786577241523966,0.12796122838379076,0.12796030607642472,0.12789459284010452,0.12783326394023464,0.12775426235496568,0.12765226398385354,0.12755645573563257,0.12750000414698404,0.12749999957140745,0.12749999525002975,0.1274999965806718,0.1275000036447056,0.12750001034648117,0.12750001073053796,0.12750000671832584,0.12750000289717134,0.12750000099295566,0.12750000144153906,0.12750000187018573,0.1274878864281479,0.1274525711437462,0.127418728367503,0.12738451171900111,0.1273493700626913,0.12731560754235738,0.1272467109299662,0.1271479245445588,0.12705280509631556,0.12689531204993632,0.1266572628773477,0.12642761397804203,0.12625690939692702,0.12615883221144664,0.12606403238399433,0.12597274988192209,0.12588477814481003,0.12579960571062254,0.12571670353886577,0.1256360022320573,0.12555775194446483,0.1254818426848987,0.12540817094640566,0.12533663923538274,0.12527203858730296,0.12521455654702351,0.12515867404521486,0.12510424088498318,0.12505118989394903,0.12499955599830481,0.12494928316639031,0.12490031828209003,0.12485261095763378,0.12480611336063951,0.1247607800541477,0.12471656784852292,0.12469527834628447,0.12468778189758623,0.12468046398395738,0.1246733183024793,0.124666338843469,0.12465951987362289,0.1246528559203095,0.12464634175692124,0.12463997238920177,0.1246337430424782,0.12462764914972269,0.12462168634038684,0.12461535566788928,0.1246089624867508,0.12460270253210193,0.12459657168245775,0.1245905659846005,0.12458468164507974,0.12457891502222118,0.12457326261861179,0.12456772107402592,0.12456228715876438,0.1245569577673773,0.12455172991274654,0.12454679761744325,0.12454205506359028,0.1245374003542572,0.12453283107117441,0.12452834488402886,0.12452393954650054,0.12451961289251212,0.12451536283267806,0.12451118735093969,0.1245075802335367,0.12450423190196935,0.12450094081655494,0.12450000911724302,0.12450000677312234,0.12450000446806997,0.12450000220111801,0.12449999997132899,0.12449999777779674,0.1244999956196442,0.12449999349602181,0.12449999140610801,0.12449998934910611,0.12449998732424472,0.12449998533077666,0.12449029324013905,0.12447774419526536,0.12446538542431274,0.12445321263232256,0.12444122165263494,0.1244294084421329,0.12441776907669855,0.12440629974686535,0.12439499675366261,0.12438385650463735,0.12437287551004772,0.12436205037921888,0.12435191077745822,0.12434203760227813,0.12433230163943154,0.1243227000482976,0.12431323006612782,0.12430388900539668,0.12429467425125762,0.12428558325910366,0.12427661355222397,0.1242677627195552,0.12425902841351943,0.12425040834795009,0.12424155576219498,0.12423280035629736,0.12422415726607317,0.12421562434409283,0.12420719949732395,0.12419888068541995,0.12419066591907213,0.1241825532584242,0.12417454081154577,0.12416662673295953,0.12415880922222633,0.12415108652257767,,,,,,,,,,,,,,,
-2011-03-16,0.11694753601003338,0.11818713400706704,0.11935924157522249,0.12035975508037877,0.12118856211055795,0.12174144072794335,0.1221940551981473,0.12261547225826797,0.12294335049033123,0.12335127848718264,0.12386165778736302,0.12428715099988019,0.12477714985055188,0.1253581543349691,0.12586193431158677,0.12626316212057542,0.12657612580917466,0.12685438876209165,0.12706573940717902,0.12720825497513544,0.12733721315996904,0.12747385666667643,0.12761904316822426,0.1277521472183989,0.12786777980378794,0.12797048216248585,0.1280655852775494,0.12803557139714727,0.12793732764601828,0.127845641198016,0.1277830926047474,0.12774919508187765,0.12771735288243247,0.12768417875180904,0.12764874900422418,0.12761528859804394,0.1275999960308749,0.1275999883336727,0.12759998103119874,0.12757903999982023,0.12754655294019668,0.12751561375361264,0.127483668208344,0.12745054600982453,0.12741889681814333,0.12737094539702798,0.1272969207770822,0.12722598507729144,0.12715730239551504,0.12709067406072427,0.12702666231168425,0.1269380459106746,0.12683286253950565,0.12673158412743302,0.12663352682742568,0.12653847155104914,0.1264467591502867,0.12636241478023247,0.12628547524674838,0.1262111053601085,0.12613839353031553,0.1260674525164296,0.12599876785659547,0.12593203773078843,0.12586721998929962,0.12580436998533306,0.1257433994538708,0.12568422533108725,0.1256267693767965,0.12556925686051712,0.12551184275263472,0.1254560262888207,0.12540165222035338,0.12534867000195593,0.12529710303815378,0.1252468953702175,0.12519799395115938,0.12515034845878015,0.12510391112293595,0.12505863656578353,0.12501448165387385,0.1249949101457728,0.12498742134988938,0.12498011090675454,0.12497297251988804,0.124966000185746,0.1249591881768819,0.12495253102625403,0.12494602351259387,0.12493966064674678,0.12493343765891685,0.12492734998674115,0.12492139326413554,0.12492211830166156,0.12492485495686134,0.12492753460486195,0.1249301590085754,0.12493272985896575,0.12493524877868323,0.12493771732547843,0.12494013699541595,0.12494250922589756,0.12494483539850898,0.12494711684170379,0.12494935483333358,0.12494654707795472,0.12494180911654551,0.12493715891456647,0.12493259405609125,0.12492811221306432,0.12492371114134215,0.12491938867694641,0.12491514273251592,0.12491097129394535,0.1249332910120231,0.12496341126441912,0.12499301742661895,0.12499999215722557,0.12499999212229529,0.12499999208794721,0.1249999920541669,0.12499999202094036,0.12499999198825407,0.1249999919560949,0.12499999192445044,0.12499999189330802,0.12499999186265631,0.12499999183248334,0.12499999180277821,0.12498969560411632,0.12497715259189701,0.1249647997620027,0.12495263282154512,0.12494064760587276,0.12492884007381777,0.12491720630315295,0.12490574248624853,0.12489444492591617,0.12488331003143438,0.1248723343147431,0.12486151438680126,0.12485141528490762,0.12484155157657861,0.12483182494889866,0.1248222325639754,0.12481277166171467,0.12480343955717177,0.1247942336380119,0.12478515136207213,0.12477619025502062,0.12476734790810906,0.12475862197601506,0.12475001017476695,0.12474114489751265,0.12473239407946202,0.12472375551816661,0.12471522706732463,0.12470680663500255,0.12469849218192519,0.12469028171982854,0.1246821733098753,0.12467416506112783,0.12466625512907825,0.12465844171423246,0.12465072306074476,,,,,,,,,,,,,,,
-2011-03-17,0.11698905311262964,0.11824723615899702,0.11945961173454989,0.12053903640686792,0.12138765256628492,0.12195375368764383,0.12239740275608901,0.12277590546303241,0.12307038470097575,0.12351785764573253,0.12409604744317226,0.1245780995634913,0.1251261722538648,0.1257392606044141,0.12627087406514392,0.12673864121458633,0.1271535920197171,0.12752256546841534,0.1277911198736641,0.12796840550726518,0.12812883080862947,0.12830135533985199,0.1284820902246291,0.12864778930126874,0.1287728746131136,0.1288751860340247,0.12896992709966093,0.12896534296760764,0.12891639128525778,0.12887070496339725,0.12880353486388407,0.12871905050351495,0.1286396921673607,0.12860001271518562,0.12860000793511794,0.12860000342060984,0.12860000177105113,0.12860000212227418,0.12860000245548586,0.12857521824132223,0.12853955395337224,0.1285055890126574,0.12847383601751683,0.1284440879615365,0.12841566277407002,0.12836888094710797,0.1282985247656574,0.12823110420825667,0.12816216539068281,0.12809218066499173,0.12802494452776148,0.12793715247376025,0.12783870629179317,0.1277439143856296,0.12766350818420147,0.12759573847053773,0.12753035050250405,0.12744744132381203,0.12734967331124292,0.12725517229131555,0.12716425191109515,0.12707655882337598,0.12699165614426544,0.1269089260203169,0.1268284523236043,0.12675042271189785,0.12667472750612774,0.1266012634930056,0.12652993345548325,0.12648817307334737,0.12646794493825864,0.12644827904404932,0.12642995723699957,0.12641272645710488,0.12639595541780047,0.1263796259615677,0.12636372087464154,0.12634822382648125,0.1263331193138415,0.126318392609039,0.12630402971205523,0.12628294281044328,0.12625956876658706,0.12623675171548498,0.12621447198224067,0.12619271080782002,0.12617145029637267,0.12615067336614882,0.12613036370372654,0.12611050572129368,0.12609108451674755,0.12607208583640084,0.12605349604009275,0.12603495329944092,0.12601672002987874,0.12599886690617845,0.12598138216249022,0.12596425451355797,0.12594747313042753,0.1259310276176162,0.1259149079916384,0.12589910466079512,0.12588360840614143,0.1258684103635539,0.12585350200682233,0.125839910225773,0.12582689309645945,0.12581411717144708,0.12580157580809304,0.12578926260544865,0.1257771713933662,0.12576529622218957,0.12575363135299233,0.12574217124832887,0.12572900458054104,0.12571562047939788,0.12570246532137874,0.1256910908676423,0.12568027110093394,0.12566963176508117,0.1256591683840973,0.1256488766288304,0.1256387523109912,0.12562879137747007,0.1256189899049267,0.12560934409463798,0.12559985026758946,0.1255905048597965,0.12558130441784265,0.12557221902688442,0.12556326802172824,0.1255544527074346,0.1255457700217495,0.12553721699387554,0.12552879074108292,0.12552048846547037,0.1255123074508675,0.125504245059872,0.1254962987310153,0.1254884659760489,0.12548074437734646,0.12547261763976492,0.1254645508994765,0.12545659625386651,0.12544875138257083,0.1254410140288289,0.1254333819973188,0.12542585315208066,0.12541842541452453,0.12541109676151563,0.12540386522353808,0.12539672888293074,0.1253896793396181,0.12538259158986698,0.12537559533872988,0.12536868882578145,0.12536187033546908,0.1253551381956921,0.12534849077643484,0.12534192648845122,0.12533544378199735,0.12532904114561227,0.12532271710494336,0.1253164702216134,0.12531029909213132,,,,,,,,,,,,,,,
-2011-03-18,0.11697971763675596,0.11825515209917081,0.11955228597733547,0.12066191472067711,0.12145681073261994,0.12198705461990111,0.12244007676926327,0.12285133305798057,0.1231713032328341,0.12360480429544785,0.12410633946168037,0.12452445643846533,0.1250367536619965,0.12560982206468374,0.1261067174629249,0.12655972677912852,0.12697233520127238,0.1273392251076333,0.127580031654001,0.12772116847511783,0.12784887891639318,0.1280103487286266,0.12819034187121114,0.1283553608156942,0.1285039497993934,0.12863987617019235,0.12876574851878209,0.12872591381399934,0.1286283056866513,0.12853721238328286,0.1284595081458908,0.128392118120348,0.12832881600475288,0.12830000699155497,0.1283000150795368,0.12830002271818608,0.12827739566380436,0.12824239816006888,0.12820919640360828,0.1281759077119804,0.12814356167211738,0.12811275678207235,0.12806090337820475,0.12799493183339616,0.12793189596201304,0.127865467896358,0.1277952644468603,0.12772799024155734,0.12765878824868526,0.12758892062411387,0.12752179698394817,0.1274549144691135,0.1273894095913679,0.12732633441720265,0.12720054874870623,0.1270313912962593,0.12686819325785348,0.12674883247165591,0.12666168281964207,0.12657744456343223,0.12649461653693161,0.12641379834137645,0.12633555132779328,0.12626101386818034,0.1261893944269039,0.12611994962111872,0.12605258188699153,0.12598719941088632,0.125923715711886,0.1258808075127722,0.12585049024790118,0.1258210159119475,0.1257936668487527,0.12576785708834093,0.12574273615645915,0.12571827684035974,0.1256944533420803,0.12567124118768058,0.12564861714337816,0.12562655913797816,0.12560504619105428,0.1255854610970797,0.12556678133278498,0.12554854662380133,0.12553074125186026,0.125513350230255,0.1254963592617706,0.1254797546994817,0.1254635235101973,0.1254476532403428,0.1254321319840923,0.1254169483535832,0.12540209145104986,0.12539521740005943,0.1253897524135119,0.1253844013065657,0.12537916055638387,0.1253740267839507,0.12536899674680657,0.1253640673322176,0.125359235550754,0.1253544985302424,0.12534985351007455,0.1253452978358407,0.12534082895427323,0.12533706657776533,0.12533351956247207,0.12533003824351852,0.12532662081245216,0.125323265526593,0.12531997070607015,0.12531673473101823,0.1253135560389207,0.12531043312209533,0.1253070873911868,0.1253037535642869,0.12530047673550615,0.12530001263502988,0.1253000120035399,0.12530001138257485,0.1253000107718738,0.12530001017118408,0.12530000958026188,0.1253000089988705,0.12530000842678146,0.12530000786377316,0.1253000073096313,0.12530000676414765,0.12530000622712123,0.1252975427670766,0.12529485964637344,0.12529221718526706,0.12528961446648368,0.12528705060013512,0.12528452472270435,0.1252820359960749,0.1252795836066054,0.12527716676424117,0.12527478470166664,0.1252724366734923,0.12527012195547793,0.1252682826001006,0.12526649095589204,0.12526472419842416,0.12526298181274176,0.12526126329799903,0.12525956816698058,0.12525789594564007,0.12525624617265874,0.1252546183990213,0.12525301218760765,0.12525142711280224,0.12524984098411385,0.1252480699282803,0.1252463217275137,0.1252445959422417,0.1252428921440918,0.12524120991553822,0.1252395488495599,0.1252379085493125,0.12523628862781266,0.12523468870763255,0.12523310842060797,0.12523154740755538,0.12523000531799955,,,,,,,,,,,,,,,
-2011-03-21,0.1170034030360605,0.11834988499042609,0.1196917442513985,0.12087656939823432,0.12172541192248088,0.12229166403665048,0.12276271348208545,0.12316897480471667,0.12348505746165572,0.12400222889487411,0.12460581421718064,0.125109049572524,0.12566617595110552,0.12623530703971797,0.12672878673555354,0.1272039778677041,0.12764847249581868,0.12804372597778868,0.12830889607331497,0.12848446927221735,0.1286433447554276,0.12879544697688483,0.12893884473474349,0.12907030868224734,0.12921068479810427,0.12934611304012011,0.12947152404248818,0.12941057801476386,0.12930031692533395,0.12919741628716563,0.12910304209014312,0.1290156936510305,0.1289336452121821,0.128899984275475,0.12889998132767078,0.12889997854363333,0.12889997974403378,0.12889998274778303,0.12889998559749394,0.12887430248112253,0.12884204198388294,0.12881131855791805,0.1287576858319297,0.12869185676493156,0.12862895702124288,0.12858101126179622,0.12854597643362387,0.12851240241052375,0.12847767337420368,0.12844281098727017,0.12840931676725398,0.1283517228318447,0.12828634173064368,0.12822338573227743,0.1280923523952613,0.1279234888230194,0.12776057425073084,0.12763132851183,0.12752343263443278,0.12741914309970537,0.1273183432114291,0.12722082757300046,0.12712641570702843,0.12703600463637033,0.12694879306981566,0.1268642307229051,0.12678219868913754,0.12670258507304077,0.126625284480943,0.12657475334644475,0.12653775243242138,0.12650178048664684,0.12646572924363153,0.1264301277189781,0.12639547664888173,0.12636173847327514,0.12632887758542477,0.12629686020658015,0.12626565427015457,0.12623522931459963,0.12620555638422548,0.12618995111203524,0.12617782380406317,0.12616598536748413,0.12615442560244272,0.12614313478369676,0.1261321036333305,0.1261213232953271,0.12611078531185682,0.12610048160114617,0.12609040443680786,0.12608054642851818,0.12607090050394154,0.1260624334989655,0.12605424621386985,0.12604622955489408,0.12603837824317532,0.12603068721538668,0.1260231516128465,0.126015766771284,0.1260085282112111,0.12600143162886202,0.12599447288765964,0.12598764801017626,0.1259809531705518,0.1259738239541146,0.12596673545642134,0.125959778270597,0.12595294878136998,0.1259462435049754,0.12593965908323046,0.125933192277925,0.12592683996551246,0.12592059913207798,0.12591386571885899,0.1259071857051819,0.12590061991839496,0.12589503407668912,0.12588963280696208,0.1258843215836647,0.1258790981736191,0.12587396041688725,0.12586890622379188,0.1258639335720828,0.12585904050423968,0.12585422512490196,0.12584948559842157,0.1258448201465292,0.12584022704611053,0.1258356885833709,0.12583121863195834,0.12582681642442828,0.12582248043233468,0.1258182091728688,0.12581400120716713,0.12580985513869702,0.12580576961171008,0.12580174330976446,0.12579777495431133,0.1257938633033402,0.12579000715008348,0.12578637637817192,0.12578279639775203,0.12577926615043067,0.125775784607018,0.1257723507665276,0.1257689636552164,0.1257656223256649,0.12576232585589286,0.12575907334851189,0.1257558639299099,0.12575269674946976,0.12574950564097764,0.12574596650408076,0.12574247304437858,0.12573902438325435,0.125735619664483,0.12573225805352028,0.12572893873682167,0.12572566092118653,0.12572242383312493,0.1257192267182501,0.12571606884069242,0.12571294948253375,,,,,,,,,,,,,,,,
-2011-03-22,0.11700133359660736,0.11848566868140997,0.11977586975798049,0.12086113166793111,0.12162269559973815,0.12213069233319307,0.12258525191101732,0.12298640356072754,0.1232985095029715,0.12383401489386081,0.12443230433192665,0.12493112216126212,0.12552018606840742,0.1261207199235046,0.12664144177720016,0.1271014265555792,0.1275094077419352,0.12787218166071335,0.12811771927585824,0.12829247090021667,0.12845060283822796,0.12860262446323234,0.1287453889891037,0.12887627233564047,0.12901736787104645,0.12915230249500342,0.1292772563406981,0.12924420385030277,0.12917956425130672,0.1291192372971961,0.1290528938254838,0.1289858997754456,0.12892296959198069,0.12887724769618347,0.1288422122522037,0.1288091242201923,0.1288000107430991,0.12880001756288229,0.12880002403293322,0.12882727613897194,0.12885945417368494,0.1288901007738099,0.1288772370716278,0.12884439443333995,0.12881301236060594,0.12875658057360106,0.1286831643933657,0.12861281170145356,0.12854440491741692,0.12847828275434336,0.12841475726650486,0.12834855444741167,0.12828328257305222,0.12822043174414555,0.1280841560429944,0.12791558829134986,0.12775295907627937,0.12761895911486776,0.12750082016303788,0.12738663094153813,0.12727837708355638,0.1271742955224664,0.12707352729500454,0.126974977146471,0.1268791784756198,0.12678629057176605,0.12669618275843053,0.12660873206593637,0.12652382267151774,0.12648280064585626,0.12645928399495832,0.1264364210550346,0.12641386743758476,0.1263917985276668,0.12637031853725023,0.12634940420332974,0.12632903347219826,0.12630918542187453,0.126289840190428,0.12627097890968053,0.12625258364382486,0.12623446926156312,0.12621676397744142,0.1261994805161828,0.12618260398055292,0.12616612016664353,0.12615001552400096,0.12613427711847525,0.1261188925975758,0.1261038501581382,0.12608913851612313,0.1260747468783865,0.126060664916273,0.12604762676225434,0.12603490005099105,0.12602243861892082,0.12601023425726465,0.12599827909246875,0.12598656556926424,0.12597508643474598,0.12596383472339578,0.12595280374298823,0.1259419870613172,0.12593137849368974,0.12592097209113273,0.12591020399566943,0.125899579071864,0.12588915100340348,0.1258789143695911,0.12586886394694274,0.12585899470029793,0.12584930177440956,0.125839780485979,0.1258304263161112,0.12582029629161862,0.12581029448595382,0.12580046373791665,0.12579215992114534,0.1257840631633007,0.12577610140820483,0.12576827130728518,0.1257605696218047,0.1257529932183934,0.12574553906479968,0.1257382042258428,0.12573098585955944,0.12572388121353328,0.12571688762139432,0.12571000249948305,0.12570365100811753,0.12569739652110568,0.12569123683301298,0.12568516980475786,0.12567919336113342,0.1256733054884429,0.12566750423223616,0.1256617876951467,0.12565615403482355,0.1256506014619505,0.1256451282383524,0.12563972671827095,0.12563428300269308,0.12562891544877397,0.12562362246927927,0.1256184025207745,0.12561325410212554,0.12560817575305827,0.1256031660527792,0.1255982236186488,0.12559334710490977,0.12558853520146585,0.12558378663270742,0.12557913925028563,0.12557471731182535,0.125570352447673,0.12556604355991974,0.12556178957863762,0.1255575894609935,0.12555344219039632,0.12554934677567742,0.12554530225030058,0.1255413076716012,0.12553736212005462,0.12553346469856907,,,,,,,,,,,,,,,,
-2011-03-23,0.11707803580282405,0.11846951229111968,0.11964742503289716,0.12056240233663051,0.12117203411405653,0.12157863954599346,0.12197950919818767,0.12233969345727425,0.12261991670862171,0.12311091392826512,0.12363412129183038,0.12407031361284027,0.12467765333677372,0.1253091162474389,0.12585667088123698,0.12634897817491741,0.12678843365771963,0.12717920469119903,0.1274264681026096,0.12760036306889266,0.1277577197213442,0.12793712511797528,0.12811485932483047,0.12827780695050994,0.12842405841022297,0.12855848658762414,0.12868297140109197,0.12858198567636148,0.1284531256578456,0.1283328695817223,0.12829998188711178,0.1282999955610109,0.12830000840618871,0.1282755485419662,0.1282406009268433,0.12820759583983832,0.1282555018878977,0.12832496673604243,0.12839087323775145,0.1283567577522473,0.12830858013768776,0.12826269860769868,0.1282134599070337,0.12816431419298113,0.12811735473310004,0.1280530269180693,0.12797974907477605,0.12790952894168073,0.127841189634067,0.12777519996841624,0.12771180176967944,0.12770000937129278,0.1277000120225409,0.12770001457559466,0.127551192121359,0.12734924923801816,0.12715442635635044,0.1270208982781167,0.1269133580019064,0.1268094121556944,0.12670893789227855,0.1266117258569286,0.12651760791019062,0.12642759394593295,0.12634062413844083,0.12625629619234013,0.12617449153202842,0.1260950985733844,0.12601801221596198,0.1259711619219166,0.12593426856824408,0.12589840118888995,0.12586229204589983,0.1258267821472867,0.12579222025489067,0.12575856890548387,0.12572579258413108,0.12569385759916418,0.12566273196665967,0.12563238530359255,0.12560278872891084,0.12558879997659078,0.12557669644856206,0.12556488122531095,0.12555334412699448,0.12554207544745277,0.1255310659269735,0.12552030672691505,0.12550978940604218,0.12549950589843717,0.12548944849287147,0.12547960981352024,0.12546998280192345,0.12546163477451455,0.12545346255502987,0.12544546064761652,0.1254376237831305,0.12542994690756593,0.1254224251711864,0.12541505391830743,0.12540782867768718,0.12540074515348287,0.12539379921673288,0.12538698689733074,0.12538030437645964,0.1253731262576796,0.12536605155849045,0.12535910791549676,0.1253522917204677,0.125345599496423,0.12533902789172013,0.12533257367445505,0.12532623372716412,0.12532000504180263,0.12531321729656075,0.12530654662129903,0.1252999900132088,0.1252945036617208,0.12528910954389882,0.12528380535325456,0.12527858885956822,0.12527345790576283,0.12526841040492864,0.12526344433749448,0.12525855774853234,0.12525374874519235,0.12524901549425782,0.12524435621981467,0.12523976847838725,0.12523523699423111,0.1252307747108723,0.12522638005516318,0.12522205150128052,0.12521778756896018,0.12521358682180805,0.12520944786568755,0.12520536934717685,0.12520134995209387,0.1251973884040829,0.1251934834632651,0.12518965009398864,0.12518602325230632,0.12518244714712923,0.12517892072120929,0.12517544294647154,0.12517201282301293,0.1251686293781451,0.1251652916654742,0.12516199876401823,0.12515874977736008,0.12515554383283378,0.12515238008074347,0.12514936076896555,0.12514670837547448,0.12514409021254802,0.12514150562178838,0.12513895396157593,0.12513643460653734,0.12513394694703428,0.12513149038867266,0.1251290643518279,0.12512666827119,0.12512430159532362,0.12512196378624552,,,,,,,,,,,,,,,,
-2011-03-24,0.11716280901752874,0.11848099062836792,0.11943649159206315,0.1202232631816178,0.12075332668179617,0.12110684168218766,0.12146944454412512,0.12178962417048278,0.12203871596536864,0.12259702924215143,0.12318466473257561,0.12367459594313202,0.12428180548767531,0.12487406807214141,0.1253876146787507,0.12589981706305386,0.12637039046479126,0.126788843042545,0.12703521725798916,0.12720829260098143,0.12736490748010088,0.1276044151254998,0.12785217563601803,0.12807933725988296,0.1282633921958587,0.12843078761402515,0.12858580551583132,0.12856889938211613,0.12853681112355608,0.12850686290538116,0.12847317329163777,0.1284398724528788,0.128408590741937,0.12842617687058433,0.12846103245378804,0.1284939526042861,0.12852946253951147,0.12856410539637686,0.12859697267951797,0.12856960481160096,0.12853755566918545,0.12850703352256376,0.12849998128410567,0.1284999835573668,0.12849998572959387,0.12846147440172273,0.1284057571943391,0.12835236411872342,0.1283016533892798,0.12825312655466115,0.12820650469907924,0.1281422291424592,0.12807720245696252,0.1280145877097374,0.12792072058611592,0.12781992248044483,0.1277226696898166,0.12764017442394482,0.12756398201164143,0.1274903342400402,0.12741789756280308,0.12734760388326105,0.12727954592536928,0.12721330046761636,0.12714904482754474,0.12708673982609975,0.12702629796678178,0.12696763690890656,0.1269106790933563,0.12686940080481723,0.12683254582515202,0.12679671575052898,0.12676057072422808,0.12672510250028224,0.1266905811678507,0.12665696930783832,0.1266242314471442,0.12659233393378178,0.12656124482149544,0.12653093376303826,0.12650137191136523,0.1264809383609078,0.12646141279925538,0.12644235245837776,0.12642374090732722,0.1264055624799092,0.12638780223070256,0.12637044589407842,0.12635347984598444,0.12633689106827894,0.126320667115416,0.12630479608330814,0.12628928437041043,0.1262744549152761,0.12625993784832867,0.12624572340158635,0.1262318022101092,0.1262181652914247,0.12620480402619894,0.1261917101400698,0.12617887568655917,0.1261662930309917,0.1261539548353494,0.12614185404400247,0.12612998387025365,0.12611797501451516,0.12610619074786222,0.1260946248282815,0.12608327124294982,0.1260721241978089,0.12606117810770812,0.12605042758707152,0.12603986744106277,0.12602949456486656,0.12601934000049253,0.126009360604034,0.12599953227481842,0.12598948179931146,0.1259796003268192,0.1259698836300971,0.12596032762171583,0.1259509283483271,0.12594168198521172,0.1259325848310897,0.12592363330318057,0.12591482393249787,0.12590615335936817,0.12589761832915825,0.12588922707119976,0.12588107227648715,0.12587304204017613,0.1258651335300922,0.12585734399927717,0.12584967078280895,0.12584211129476164,0.12583466302530022,0.1258273235379015,0.1258200904666973,0.12581296151393206,0.12580593444752886,0.12579907742516272,0.12579273600592344,0.1257864833128366,0.1257803174967167,0.12577423675941057,0.12576823935204806,0.12576232357336603,0.12575648776809856,0.12575073032543327,0.1257450496775292,0.1257394442980928,0.1257339127010113,0.12572847852574953,0.12572317725914717,0.12571794442046835,0.12571277869332342,0.12570767879487366,0.1257026434747679,0.12569767151412203,0.12569276172453403,0.125687912947138,0.1256831240516918,0.12567839393569824,0.12567372152355993,,,,,,,,,,,,,,,,
-2011-03-25,0.1172215123208804,0.1186837885197829,0.119581729873383,0.1203983657744907,0.12094918618511485,0.12131655022805177,0.12171921842035949,0.12207039886897508,0.12234361522767179,0.1229280790949474,0.12351050185409829,0.12399608490376535,0.12464251555146699,0.1252652425312446,0.1258052181538183,0.1262632276154252,0.1266642558821116,0.12702084532739266,0.12724387615111765,0.12741610292857253,0.12757194982970077,0.1278167256766305,0.1280634681455557,0.12828969616350383,0.12840302262533543,0.12850308176990777,0.12859573703704474,0.12856730516332138,0.12853530876172403,0.1285054462720101,0.12847150037561805,0.12843830697439484,0.12840712618385752,0.12843065827529365,0.12846889916018722,0.12850501674140924,0.12853803558629395,0.12856913126647318,0.12859863308841346,0.12852967346894983,0.1284593510554819,0.1283923814023622,0.12833040922872052,0.1282716891738067,0.1282155817542885,0.12814589786947606,0.12807291263858778,0.12800297288974738,0.12793477150734245,0.12786904372576147,0.1278058971120224,0.12780001151851317,0.12780001075018133,0.12780001001030605,0.1276596879346099,0.12749197306463178,0.12733016657343232,0.12721912990069795,0.1271223145243896,0.1270287342314973,0.12693887864240638,0.12685199566150374,0.12676787725325034,0.126684422829614,0.12660333789691114,0.12652471565631385,0.1264505802856819,0.12637912489615388,0.12630974501487824,0.1262734971502657,0.12624338922085698,0.12621411839445118,0.12618745223037697,0.1261618036463965,0.1261368395856366,0.12611253300557923,0.12608885826963467,0.12606579105694604,0.1260433082790502,0.12602138800279516,0.12600000937896905,0.12597621505787515,0.12595299457870301,0.125930327429981,0.12590819406628007,0.1258865758520018,0.12586545500904767,0.12584481456805907,0.12582463832294577,0.1258049107884498,0.1257856171605085,0.12576674327920512,0.125748232731709,0.12572971346595718,0.12571158437458485,0.1256938332555122,0.12567644841021086,0.12565941861799357,0.12564273311186347,0.12562638155581252,0.12561035402347165,0.12559464097801487,0.12557923325323705,0.12556412203572265,0.12554936345231038,0.12553616340111495,0.12552321023034052,0.12551049707805473,0.12549801733428922,0.12548576462958128,0.12547373282413288,0.12546191599755208,0.12545030843913985,0.12543868043521433,0.1254251433862581,0.12541183989333748,0.125398858698184,0.12538699000921727,0.1253753209160462,0.1253638464257496,0.12535256171056064,0.12534146210109376,0.1253305430799041,0.12531980027535572,0.12530922945578649,0.12529882652395052,0.1252885875117229,0.12527850857505318,0.12526868947583236,0.12525963766205628,0.12525072411506533,0.12524194569082714,0.12523329933991478,0.12522478210397447,0.1252163911123514,0.12520812357886335,0.12519997679871686,0.12519194814555656,0.12518403506864217,0.12517623509014664,0.12516843672281897,0.12516028792359468,0.12515225315137424,0.12514433002939884,0.1251365162465088,0.1251288095548948,0.1251212077679431,0.1251137087581662,0.12510631045521814,0.1250990108439891,0.12509180796277497,0.1250846999015205,0.12507763834095043,0.12507057621800644,0.12506360526270388,0.12505672372098853,0.1250499298835155,0.12504322208423502,0.12503659869903028,0.12503005814440593,0.12502359887622627,0.12501721938849952,0.1250109182122079,0.12500469391417934,,,,,,,,,,,,,,,,
-2011-03-28,0.11733330085727967,0.11877475190174436,0.11943762521216428,0.1201474607344486,0.12062257921515607,0.12093943682194652,0.12133867765788908,0.12168548503128207,0.12195529825318974,0.12255896914454434,0.12313612341345159,0.12361731197337544,0.12430651834012574,0.12495923340341242,0.1255252262984603,0.12601550752144064,0.1264474705610794,0.1268315768200452,0.12702201918109468,0.1271591658654947,0.1272832653416549,0.12756178764511983,0.1278425737118678,0.12810002236339368,0.1282440043197448,0.1283769270516566,0.12850001761832086,0.12846575568943241,0.1284338575872701,0.1284040868387475,0.1283698861788185,0.12833679856117364,0.1283057171375086,0.12835916992352536,0.12842847630443655,0.12849393623962646,0.1284671514628799,0.128432685452615,0.1283999879031379,0.128399988090387,0.12839998826850185,0.12839998843813505,0.12834172233694785,0.1282766179159227,0.1282144105344758,0.12820000265494502,0.12819999956147488,0.12819999659689918,0.12813851458686853,0.12806945425581673,0.12800310615522226,0.12796796701177904,0.12793556052362143,0.12790435515571796,0.1277515446873585,0.12758412376302775,0.12742260081885837,0.12733277777627405,0.12725683720044478,0.12718343283979827,0.12711108690025053,0.12704101257563383,0.12697316698412453,0.12690638608223237,0.12684161160271978,0.12677880354192772,0.1267190839419421,0.12666132255922502,0.12660523825312908,0.12656581394384503,0.12652906386649398,0.12649333577397281,0.1264571332046811,0.12642175917724363,0.126387329524013,0.12635380692547238,0.12632115600291516,0.12628934319389828,0.1262583366371668,0.12622810606621537,0.1261988636699245,0.12617509553755957,0.126151900614911,0.12612925841312617,0.12610714940832923,0.1260855549854707,0.12606445738605454,0.12604383965943233,0.1260236856173811,0.12600397979171496,0.12598470739469225,0.12596585428200502,0.1259473425195241,0.1259288426439853,0.12591073253394125,0.1258930000001106,0.12587563335623475,0.12585862139339454,0.12584195335588477,0.12582561891853739,0.12580960816539277,0.12579391156962538,0.1257785199746424,0.12576342457626954,0.1257487457633002,0.1257355566764895,0.12572261426488174,0.12570991167225198,0.12569744229413105,0.12568519976635373,0.1256731779542295,0.12566137094229068,0.12564977302458824,0.12563804252323307,0.12562451667806962,0.12561122419548276,0.12559843245763158,0.12558748397268715,0.12557671959971706,0.12556613473334743,0.12555572492053169,0.12554548585430614,0.12553541336784635,0.1255255034288152,0.12551575213397914,0.12550615570408286,0.1254967104789657,0.1254874129129071,0.1254782535640322,0.12546920987144028,0.125460304321505,0.12545153377301843,0.12544289517929275,0.1254343855846316,0.12542600212095878,0.12541774200459477,0.12540960253317568,0.12540158108270472,0.12539367510473265,0.12538588212365842,0.1253782796552454,0.12537103825896145,0.12536389818657034,0.1253568573262127,0.12534991362431458,0.1253430650835885,0.12533630976111865,0.1253296457665234,0.12532307126019182,0.12531658445159,0.12531018359763602,0.12530386700113727,0.12529762528034616,0.12529145217690063,0.12528535875961455,0.12527934349542647,0.12527340489035077,0.12526754148823938,0.12526175186959176,0.12525603465040924,0.12525038848109182,0.12524481204537685,0.12523930405931472,0.12523386327028407,,,,,,,,,,,,,,,,
-2011-03-29,0.11744319842939177,0.11906904891644987,0.11984999142302244,0.1205782495368124,0.12104263396979453,0.12135233050234517,0.12175803591960888,0.12210039857049382,0.1223667528704675,0.12305886099325525,0.12369807575858527,0.12423103264184765,0.12497386203130967,0.1256561350668346,0.12624777306077295,0.12677111375780625,0.12723362234994928,0.127644900473888,0.1278289069294869,0.1279653867020245,0.128088882632029,0.12837578370261893,0.12865538806641763,0.1289089399156782,0.1290882382387084,0.12925376965834467,0.12939832941734064,0.12936417593516958,0.1293323787939915,0.12930270226993623,0.12929998788986885,0.1292999973068123,0.12930000615303205,0.12933128848349318,0.12936584766987202,0.12939848787251496,0.12939999512713674,0.12939999324211637,0.12939999171298866,0.12939999531520652,0.1293999987417065,0.12940000200503965,0.12936927901502737,0.12933679261463027,0.12930575092734986,0.12921256898603928,0.12910873996398764,0.12900924610969433,0.12903241354677975,0.1290668893927973,0.1291000142364822,0.129032779619497,0.12896808593772846,0.12890579182180462,0.1288373733363828,0.12877053466653265,0.12870604496484583,0.1286194505201228,0.1285332801522372,0.1284499883837802,0.12836736885438915,0.1282874202305595,0.12821001505602325,0.12813660764864543,0.1280654634888263,0.12799647949735915,0.1279300021368739,0.1278655297216833,0.12780292959871242,0.12778038635239142,0.12776036485734643,0.12774089985571058,0.12772330295070877,0.12770624772297268,0.12768964754902012,0.12767348445654902,0.12765774140737807,0.12764240223753687,0.1276274516019067,0.1276128749230161,0.12759733857819433,0.12756979674464253,0.12754291921832683,0.1275166822510856,0.12749106321338366,0.1274660405292145,0.127441593615496,0.12741770282560272,0.1273943493967078,0.12737151540063918,0.1273491836979781,0.1273273378951545,0.12730589781900048,0.12728464316758492,0.12726383637069216,0.12724346342085702,0.12722351088873252,0.1272039658935693,0.1271848160754847,0.12716604956939892,0.12714765498051972,0.1271296213612696,0.12711193818956024,0.1270945953483198,0.1270775718942545,0.12706080325133895,0.12704434828353328,0.12702819827096246,0.12701234481398904,0.1269967798186471,0.12698149548286253,0.12696648428341262,0.12695173896357814,0.12693738959696188,0.1269238674605795,0.12691057862255972,0.12689823414201595,0.12688912061031488,0.1268801603190699,0.1268713494354874,0.12686268425353653,0.1268541611887508,0.12684577677328535,0.1268375276512106,0.12682941057403574,0.12682142239644145,0.12681356007221778,0.1268058206503897,0.12679826625789126,0.12679103449166784,0.12678391317944504,0.12677689980988105,0.12676999194719407,0.12676318722834168,0.12675648336032475,0.12674987811761262,0.12674336933967867,0.12673695492864478,0.126730632847027,0.12672440111557726,0.12671817887782733,0.12671184836815375,0.12670560643190254,0.12669945122307347,0.12669338094660998,0.12668739385665417,0.1266814882548728,0.12667566248885098,0.12666991495055036,0.12666424407483,0.12665864833802498,0.12665312625658176,0.12664771488184012,0.12664242480476462,0.12663720301110848,0.1266320481872638,0.12662695905310128,0.1266219343609123,0.12661697289438756,0.1266120734676357,0.1266072349242393,0.1266024561363437,0.12659773600378132,0.1265930734532268,,,,,,,,,,,,,,,,
-2011-03-30,0.11724942885864276,0.11835451874199365,0.11897990426510163,0.11956686508272485,0.11992977413461126,0.12017177885431574,0.12057705779093597,0.12091501612455469,0.12117794307197949,0.1219291368482498,0.12259591827089533,0.12315187215991208,0.12390905603110158,0.12458650544323269,0.12517395856041236,0.12565925983147075,0.1260862767737423,0.12646598337724213,0.12673756780398548,0.12697522235849035,0.1271902863387242,0.12748970225392786,0.1277681204877945,0.12802846412345414,0.12831425092293336,0.12857811838619404,0.1287966294817655,0.12876260767929537,0.12873093312980566,0.12870137101887025,0.12880009422176086,0.12889877733235178,0.12899148750707856,0.129032989277019,0.12906744145275018,0.12909998058403205,0.12909999526075722,0.12910000916502362,0.12910002050095537,0.1291000140854177,0.12910000798283328,0.12910000217084816,0.12916460395282892,0.12922942995410636,0.12929137827702974,0.12923835203507528,0.12916927055942606,0.1291030714442165,0.1290659001146326,0.1290315065490979,0.12899837597021402,0.12896481863272058,0.12893252855153015,0.12890143527214293,0.12880119767479314,0.1287010977855978,0.12860451858815947,0.1285254365813986,0.12844973649327196,0.12837649588051026,0.12830430997380837,0.1282344570416647,0.12816677143435462,0.12810013493367367,0.128035552543029,0.12797293072543203,0.12791352390438404,0.1278559334628122,0.12780001512331562,0.1277691533893046,0.1277391618090824,0.12771000409297373,0.12768374218231426,0.12765819064003647,0.12763332102822478,0.12760910640690115,0.12758552123667788,0.12756254128890765,0.12754014356265886,0.12751830620792637,0.1274960326862331,0.12746851976187767,0.1274416704468484,0.1274154610179552,0.1273898688694568,0.12736487244803207,0.12734045119223958,0.12731658547610913,0.127293256556539,0.12727044652420427,0.12724813825770287,0.12722631538069762,0.1272048813586335,0.12718364776962665,0.127162861590989,0.12714250882915823,0.12712257606811583,0.12710305043989534,0.12708391959688026,0.1270651716857658,0.12704679532306695,0.12702877957206993,0.12701111392112763,0.12699378826320662,0.1269767771325141,0.12696002093594916,0.1269435781815138,0.12692744015581403,0.1269115984654552,0.12689604502248675,0.12688077203063308,0.12686577197226234,0.12685103759604854,0.12683673579093813,0.12682323447852029,0.1268099661049591,0.12679781774211252,0.1267887089234756,0.12677975326601554,0.12677094693892266,0.12676228623808417,0.12675376758088852,0.1267453875012854,0.1267371426450823,0.1267290297654693,0.1267210457187553,0.12671318746030602,0.1267054520406743,0.12669791461497204,0.12669068673008943,0.12668356923990554,0.12667655963442748,0.12666965547918196,0.1266628544123949,0.12665615414229947,0.12664955244455967,0.12664304715980923,0.12663663619129695,0.12663031750263287,0.12662408911563183,0.1266178575385446,0.12661153191521013,0.12660529479690696,0.1265991443390606,0.1265930787480014,0.1265870962792195,0.12658119523569367,0.12657537396628493,0.12656963086419748,0.12656396436549922,0.12655837294770156,0.12655285512839698,0.12654745191453953,0.12654216528991769,0.12653694690413775,0.12653179544444937,0.12652670963155987,0.1265216882185749,0.12651672998997965,0.126511833760657,0.12650699837494495,0.12650222270572486,0.12649750565354823,0.12649284614578993,,,,,,,,,,,,,,,,
-2011-03-31,0.11731337441718548,0.11825017523073833,0.11890020392421197,0.11958907136347285,0.12000259538380109,0.1202783629141484,0.12061677382671765,0.12088367594001581,0.12109131042089882,0.12178813280938328,0.1223827227356784,0.12287845507726725,0.12360683731351396,0.12424588563045313,0.12480002149401859,0.12528097756117829,0.12570552134342505,0.126083028057008,0.12634950593319716,0.12658599789435487,0.12680000959759452,0.1271415163410048,0.1274534172387356,0.12774262781148638,0.12802735106462482,0.12829023633154923,0.12851012763622394,0.12857793406098383,0.12864106784295126,0.12869999589255565,0.12873497094773145,0.1287677610462441,0.1287985647337737,0.12879998130757553,0.12879997755064343,0.12880528187128992,0.12891359318144802,0.1290162134829409,0.12911466173365316,0.12921452521678645,0.12930952550705888,0.12940000940448582,0.12940000811412466,0.12940000688241615,0.1294000057054503,0.129465005344104,0.12953393973505833,0.1296000058076756,0.12949269699721477,0.12938969012973178,0.1292999889226809,0.1292999949032949,0.12930000065822544,0.12930000620001025,0.12919635772845428,0.12909641999745602,0.1289999972382765,0.12882218614022833,0.12865042913346159,0.12849999313198857,0.12849999901389286,0.12850000470605805,0.12849485175039432,0.1284416214739763,0.1283900314483557,0.1283400070093097,0.12829120503093572,0.12824384042340053,0.128198520334726,0.12816769964326902,0.12813774794703692,0.1281087299922663,0.1280824998009309,0.128056979119074,0.12803213954320003,0.1280079541659369,0.12798439747880508,0.12796144528247777,0.1279390746038569,0.1279172636193766,0.12789688929879128,0.12788078096891553,0.12786506101337336,0.12784971555382274,0.12783473136538426,0.12782009583862775,0.12780579694418392,0.12779182319976679,0.12777816363942307,0.12776480778483257,0.1277517456185,0.12773896755869818,0.1277265358543591,0.1277145454315869,0.12770280756225705,0.12769131435025405,0.1276800582252322,0.12766903192598522,0.1276582284848271,0.12764764121290817,0.12763726368640627,0.12762708973352788,0.12761711342226945,0.12760732904888306,0.12758905229020456,0.12754361126773683,0.12749902139039238,0.1274552589661908,0.12741230117436841,0.12737012602569675,0.12732871232495113,0.1272880396353926,0.12724808824514033,0.12720828417451102,0.12716779842889636,0.12712801213010816,0.12710001096636003,0.12710000877612915,0.12710000662270904,0.1271000045051791,0.12710000242264985,0.12710000037426017,0.12709999835917785,0.12709999637659686,0.12709999442573716,0.12709999250584336,0.12709999061618427,0.1270999887560511,0.1270975556851166,0.12709033500136746,0.12708322460226995,0.12707622198033452,0.12706932470351595,0.1270625304123958,0.12705583681749255,0.12704924169668907,0.12704274289277273,0.12703633831108307,0.1270300259172612,0.1270238037350948,0.12701756445051515,0.1270112430188859,0.12700501003360443,0.12699886365131974,0.12699280207955232,0.12698682357494984,0.12698092644161663,0.12697510902950948,0.12696936973289796,0.12696370698888781,0.12695811927600054,0.1269526051128118,0.12694720932358106,0.12694192542240446,0.126936709724895,0.1269315609189794,0.1269264777260246,0.12692145889977935,0.12691650322535564,0.12691160951824787,0.12690677662339,0.12690200341424474,0.12689728879192996,0.1268926316843746,,,,,,,,,,,,,,,,
-2011-04-01,0.11754488885776593,0.11850254299336016,0.11924369503431631,0.11992393768123488,0.12032329640903594,0.12058961467395224,0.12097320966711855,0.1212694531544567,0.12149991888059364,0.12209968558988171,0.12259064237256179,0.12299993711200363,0.12373979122851031,0.12437433984230295,0.12492064822764415,0.1253252900177695,0.12568244776372728,0.12600001647709758,0.1261493894689223,0.12628384210377064,0.126413197431696,0.12667771453928944,0.12691928440844213,0.1271567332296648,0.12744037954300724,0.1277022702628321,0.12789597483351023,0.12787570212333765,0.12785682785866026,0.12783933676428605,0.12782538597366444,0.1278123072641797,0.12780002134191148,0.12780001396191465,0.1278000070036318,0.1278000011979077,0.12780000278621362,0.12780000429092464,0.1278130443033645,0.12787946329095723,0.12794264595791272,0.12800497211061512,0.12810638399833918,0.12820319475988518,0.12829571058326006,0.12826241272448669,0.12822457287757216,0.12818843991779594,0.12815631083733114,0.12812546778090494,0.128099997576824,0.1281000021847929,0.128100006618876,0.12809833650824376,0.12806384893750744,0.12803059406425055,0.12799398290930175,0.1278697208477546,0.12774968406026876,0.12764500893582587,0.12761074487252144,0.12757758709287725,0.1275451748428731,0.12751195712991836,0.12747976243433734,0.12744243046421078,0.12728577470578384,0.1271337472857872,0.12699637851631684,0.1269587632439102,0.12692220875956117,0.12688651419215558,0.1268503311608551,0.12681512716443977,0.12678086299747116,0.12674750152024417,0.12671500752450182,0.1266833476094904,0.12665249006743862,0.12662240477763476,0.12659540673194436,0.12657647579452758,0.12655800133098105,0.12653996702783865,0.1265223573398302,0.12650515744519075,0.12648835320405194,0.12647193111967514,0.1264558783022962,0.12644018243538446,0.12642483174412744,0.12640981496597115,0.12639312969842753,0.1263728588691322,0.12635301514749697,0.12633358517547455,0.1263145561463106,0.1262959157763952,0.12627765227881982,0.1262597543385231,0.12624221108891387,0.1262250120898698,0.12620814730702024,0.1261916070922231,0.1261751489498093,0.12615842404261346,0.1261420119919674,0.12612590410076296,0.12611009199129386,0.12609456759072613,0.12607932311735515,0.12606435106759983,0.12604964420368625,0.1260354366771328,0.1260219544834802,0.12600870489871574,0.1259957055364329,0.1259829734122273,0.12597045541366092,0.12595814618411194,0.12594604054415037,0.12593413348427251,0.12592242015798916,0.12591089587524706,0.12589955609616865,0.12588839642508898,0.12587741260487428,0.12586660051150655,0.125855824010084,0.12584500032993606,0.12583434199849863,0.12582384525555157,0.12581350645403333,0.12580332205581524,0.12579328862766403,0.12578340283738432,0.12577366145012814,0.12576406132486584,0.12575459941100964,0.12574527274518177,0.12573609525341745,0.12572706934443456,0.12571816974279781,0.1257093938156375,0.12570073900275514,0.12569220281413318,0.12568378282754677,0.12567547668627221,0.12566728209688738,0.12565919682716076,0.12565121870402418,0.12564334561162616,0.12563543010317146,0.12562750911720788,0.1256196903921798,0.125611971960486,0.12560435190468122,0.12559682835588948,0.1255893994922741,0.1255820635375684,0.12557481875965926,0.12556766346922354,0.12556059601841518,0.12555361479959926,,,,,,,,,,,,,,,,
-2011-04-04,0.11766550793659913,0.11863316888522224,0.1194682885447016,0.12000103991761435,0.12042041505075396,0.12070008570896906,0.12108983161759745,0.1213822299958951,0.12163372582700327,0.12226752732681456,0.12278635856791631,0.12323597379280038,0.1239318986364697,0.12452874881539078,0.12503735663881366,0.12540311667034176,0.1257259448590855,0.12600752619824385,0.12615615499797772,0.12628993769143748,0.12643012607709236,0.1267311230733461,0.12700601666074451,0.12723536815281378,0.12737668900508115,0.12750715474793517,0.12760841327435557,0.1276420983737383,0.1276734612673902,0.1276965967245811,0.1276618163317127,0.12762921068762534,0.12760356063332035,0.12767606624483863,0.12774443294870497,0.12779470536359328,0.12775878175450606,0.12772474991720828,0.12771628079690323,0.12778254551546375,0.12784558142217284,0.12790002374400244,0.12790001745301116,0.12790001144797403,0.1279000057098274,0.12790000083199637,0.12789999616173287,0.12789652209491953,0.1278609020039816,0.12782670777500438,0.12779350902425257,0.12776014402176483,0.12772803900788632,0.12768998115085695,0.12758669010491475,0.12748709698507388,0.12739657168118956,0.12736112795335086,0.12732688676609283,0.12728671153994964,0.127218274723357,0.1271520495018903,0.1270864678301229,0.12701682089249045,0.12694932104470746,0.12688362212690873,0.1268175637660327,0.12675345200132782,0.12669155437744828,0.12663351223258523,0.12657710794263877,0.12652223646296878,0.12646865380359507,0.12641652177045448,0.12636578224184536,0.12631638016012792,0.1262682633324379,0.1262213822467524,0.12617568990194883,0.12613114165062878,0.12609396047440313,0.12607315952320608,0.1260528601702029,0.12603304448809305,0.12601369539382223,0.125994796599463,0.12597633256648644,0.12595828846315227,0.12594065012477418,0.12592340401663704,0.12590653719935863,0.1258900372965135,0.12587359494392247,0.1258570243407504,0.12584080282862065,0.12582491949112895,0.1258093638623312,0.12579412590374428,0.12577919598274434,0.12576456485225984,0.12575022363167343,0.12573616378884656,0.125722377123193,0.12570885574972834,0.12569071776085305,0.1256632658191974,0.12563632764875754,0.12560988896018488,0.12558393598916306,0.12555845547251354,0.12553343462559363,0.12550886112090853,0.12548472306785796,0.12546090025763545,0.12543731709261485,0.1254141410153482,0.1253929883484728,0.12537481564900066,0.12535694865914326,0.12533937972906273,0.1253221014620416,0.12530510670409956,0.12528838853411584,0.1252719402544329,0.12525575538190914,0.1252398276393989,0.12522415094763528,0.125208719417494,0.12519375855072057,0.12517933394765746,0.12516512974824723,0.12515114093923785,0.12513736265827347,0.12512379018826003,0.12511041895198027,0.1250972445069467,0.125084262540482,0.12507146886501097,0.12505885941355754,0.12504643023543371,0.12503434769081867,0.12502262134811803,0.1250110591298832,0.12499965761437704,0.12498841347432355,0.12497732347367019,0.12496638446448238,0.12495559338396478,0.12494494725160266,0.124934443166417,0.12492407830432817,0.1249138499156266,0.12490393694519497,0.12489426384137214,0.12488471563336856,0.12487528991778252,0.1248659843524842,0.12485679665467697,0.12484772459902871,0.12483876601587696,0.12482991878949701,0.12482118085643701,0.12481255020391369,0.12480402486826603,,,,,,,,,,,,,,,,
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-2011-04-06,0.11808658841512543,0.11905648428586058,0.11980710560784713,0.12043418879969914,0.12097083877362702,0.12135224464383043,0.12181614976103061,0.12216420454093901,0.12250662091545261,0.1231676178904284,0.12370872309929792,0.1242014906232416,0.12484939251505711,0.12540503418153714,0.12587441763159757,0.12623588705251,0.1265549270334687,0.12681119610232128,0.1268847844385983,0.12695101805020825,0.12705255753390476,0.12731370983599555,0.12755220609005513,0.12776174724029787,0.12793703720062166,0.1280988675002519,0.12821172884341725,0.12824517412820113,0.1282763137328813,0.12828630207195202,0.1282171908043137,0.12815240283559803,0.12810534068306123,0.12814138961718213,0.12817537966730574,0.1282000017186049,0.12820000222093286,0.1282000026968222,0.1282227413395154,0.1282886851145395,0.1283514156969705,0.12840000327669543,0.1284000090600601,0.1284000145805444,0.12839618739239866,0.1283569104398834,0.12831930612816667,0.12828378132269713,0.12825183694175268,0.12822117118692566,0.12821948223821922,0.12828595939124665,0.12834993167051123,0.12836657727972867,0.12819502552584128,0.12802962532169126,0.127886270807281,0.12781561411501507,0.12774735676864402,0.12768507060886858,0.1276339081826654,0.12758439836740942,0.12752685932841712,0.12744749023127144,0.12737056859194573,0.12729589575608746,0.12722309177888724,0.12715243359162232,0.12708594877699886,0.12702805738991318,0.12697179959518534,0.12691704595724618,0.12686360165854316,0.1268116042331262,0.1267609957099436,0.12671172117404983,0.1266637285678356,0.1266169685075742,0.12657139411392038,0.12652696085514492,0.1264923309136574,0.12647251868589704,0.1264531841971699,0.12643431037350727,0.12641588094497203,0.12639788039888278,0.12638029393626282,0.12636310743126344,0.12634630739332087,0.12632988093184183,0.12631381572321532,0.12629809997997987,0.12628289126860204,0.12626819009870704,0.12625379861300012,0.1262397071281003,0.1262259063601754,0.12621238740454643,0.12619914171652602,0.12618616109340985,0.1261734376575363,0.12616096384034403,0.1261487323673598,0.12613673624405108,0.12612480852893126,0.12611289438724516,0.1261012030623332,0.1260897283614668,0.12607846431929626,0.12606740518751036,0.1260565454250533,0.12604587968886838,0.12603540282513226,0.12602512105837937,0.12601503040636497,0.12600511381920954,0.12599561220774458,0.12598653934302817,0.12597761903470617,0.12596884746710146,0.12596022095073245,0.12595173591713937,0.12594338891396295,0.12593517660025966,0.1259270957420442,0.1259191432080422,0.12591131596564598,0.12590361107705728,0.12589616804206316,0.1258889679729882,0.12588187787362703,0.12587489524365303,0.12586801765796718,0.12586124276389077,0.12585456827848196,0.12584799198597052,0.1258415117353051,0.12583512543780873,0.12582883106493314,0.1258226266461102,0.12581635059649732,0.12581004406754803,0.1258038257763905,0.12579769388402173,0.12579164660218956,0.1257856821916532,0.12577979896051694,0.1257739952626289,0.1257682694960458,0.12576262010155892,0.12575704556127842,0.12575154439727387,0.12574618114919556,0.12574091379882102,0.12573571443842857,0.1257305817600567,0.1257255144890792,0.12572051138315055,0.1257155712311897,0.12571069285240322,0.1257058750953437,0.12570111683700524,0.12569641698194856,0.12569177446146207,,,,,,,,,,,,,,,,
-2011-04-07,0.11814129754113334,0.11906623508713898,0.1198143542786505,0.12039970216175822,0.1210305866829886,0.12147816134401546,0.12193578130664107,0.12227911881741815,0.12264154980670217,0.12329633936753437,0.1238323603370759,0.12433477684657057,0.12497805872017254,0.12552973611314422,0.12599276367880052,0.1263521187540113,0.12666929200166965,0.1269149027679206,0.1269881467252918,0.12705407035714367,0.12715625645070205,0.12737911456259288,0.127582632190139,0.1277844853892427,0.12799403701519085,0.12818750384407984,0.12829197961913086,0.12827196518918638,0.12825333138390205,0.12823655783451438,0.1282227796043678,0.12820986266642165,0.12820708099678124,0.12824304188257973,0.12827694891047114,0.12831055548083992,0.12834619543108494,0.12837996063291723,0.1283999867259602,0.12839998582674594,0.1283999849713957,0.12840820062871772,0.1284417160340139,0.12847370894040977,0.1284942544895178,0.12845505786607836,0.1284175304598334,0.12838220896155073,0.1283503397743897,0.12831974620151954,0.12830002180498412,0.12830002170914745,0.12830002161692722,0.12826747972042818,0.12813389055838953,0.12800508741783756,0.12791772788019262,0.12794946273571428,0.12798012268141856,0.12797678098395426,0.1279086723113978,0.1278427646084337,0.12776626780945755,0.1276671948020225,0.12757117850069877,0.12745800163963295,0.12728493205121683,0.1271169781511885,0.12698615775988054,0.12693853647018827,0.12689225855330877,0.1268469971148567,0.12680230965839723,0.1267588316720083,0.12671651470969247,0.1266753128787359,0.12663518267368468,0.12659608282311274,0.12655797414804004,0.1265208194309857,0.12648972598388197,0.12646616489195073,0.1264431720122976,0.1264207270348512,0.12639881060608849,0.1263774042733774,0.1263564904331591,0.12633605228266798,0.12631607377490828,0.12629653957663378,0.12627743502910138,0.12625874611138577,0.12624021488098736,0.1262218583002439,0.12620388846364383,0.1261862932764657,0.1261690611431061,0.1261521809415953,0.12613564199965888,0.12611943407221782,0.12610354732022477,0.12608797229074664,0.12607269989820846,0.12605772140671978,0.12604366790687282,0.12603057653629524,0.12601773001219274,0.1260051215292004,0.12599274453184028,0.1259805927031552,0.12596865995395912,0.12595694041266192,0.12594542841563694,0.12593288072831377,0.12591943595071298,0.1259062231360386,0.12589423787542797,0.12588335864798417,0.12587266236718686,0.1258621444568282,0.12585180049206324,0.12584162619320316,0.12583161741981153,0.1258217701650859,0.1258120805505103,0.12580254482076114,0.12579315933885504,0.12578392058152343,0.12577480107285188,0.12576580402898974,0.12575694441484075,0.12574821910541711,0.12573962506976266,0.12573115936744306,0.1257228191451909,0.12571460163370007,0.12570650414455953,0.12569852406732052,0.12569065886669217,0.12568290607985455,0.12567547385836852,0.12566827501667754,0.12566117690316325,0.12565417741838947,0.12564727452086033,0.12564046622503633,0.12563375059942983,0.12562712576477808,0.12562058989228975,0.12561414120196246,0.1256077779609659,0.1256014984820899,0.12559527701764917,0.12558912890143437,0.1255830601486858,0.12557706923255374,0.12557115466510438,0.12556531499608914,0.12555954881175801,0.12555385473371916,0.12554823141784022,0.12554267755319026,0.12553719186102152,0.1255317730937866,,,,,,,,,,,,,,,,
-2011-04-08,0.11831802760388399,0.11916757000234401,0.11989273203272588,0.12051786385241803,0.12108414985974503,0.12150350343780025,0.1219549913980369,0.12229372664240068,0.12266581494834483,0.12327635975587059,0.12377614337702614,0.12427787822422576,0.1249540398061939,0.12553393053226292,0.12599991083336137,0.12632144689951996,0.1266052314413848,0.12682787274791574,0.12693715235849123,0.1270355130692029,0.12717851464104535,0.12743742351622878,0.12767387051410273,0.12786325403453636,0.12800243451950766,0.1281309240574846,0.1282090093366821,0.12822893557906534,0.12824748791419993,0.12826407184003208,0.1282778153991051,0.12829070013778043,0.12830884697660117,0.12834469552165495,0.12837849662162926,0.12841227271401245,0.12844782781327924,0.12848151262494234,0.12851602125234485,0.12855212093698687,0.12858646073305935,0.12861884525610368,0.12864894049013875,0.1286776685076083,0.1286888604548111,0.12863196524896936,0.1285774938032389,0.1285254652916814,0.12847598097181812,0.128428478066118,0.12841297569584942,0.1284460997203436,0.12847797469964317,0.12843998535214962,0.12823481230767064,0.12803700220190972,0.12791028997576337,0.12794550579993724,0.12797952891159836,0.1279867622221118,0.12795275075988566,0.12791983741803992,0.12784477707485875,0.12770298344087272,0.12756556970005484,0.12743272875277323,0.12730483527343184,0.12718071724119984,0.127083833602619,0.12703629602549515,0.12699009945614415,0.12694486422788187,0.12690023153199181,0.1268568068218432,0.1268145417109825,0.12677339036309654,0.1267333093261942,0.12669425737956286,0.12665619539236173,0.1266190861928349,0.1265886042553308,0.12656507063747857,0.12654210456872983,0.12651968576273798,0.12649779488858748,0.12647641351519945,0.12645552405957683,0.12643510973857852,0.1264151545239507,0.12639564310035434,0.12637656082616533,0.12635789369683192,0.12633935851617717,0.1263210178064813,0.12630306350627496,0.12628548353131142,0.1262682662960284,0.12625140068808727,0.12623487604445538,0.12621868212892462,0.12620280911096726,0.12618724754583477,0.12617198835581878,0.1261570228125921,0.12614304311151092,0.1261299582320876,0.12611711807764925,0.12610451584621063,0.12609214498554855,0.12607999918184265,0.12606807234892936,0.12605635861813447,0.1260448523286426,0.12603220712062746,0.1260187850513017,0.12600559455283888,0.1260000107052408,0.1260000103837151,0.1260000100675931,0.12600000975673975,0.12600000945102474,0.12600000915032106,0.12600000885450724,0.12600000856346427,0.12600000827707825,0.12600000799523792,0.12600000771783604,0.1260000074447687,0.12599380950818073,0.1259839223837682,0.12597418629265889,0.1259645978003634,0.12595515357574216,0.125945850387148,0.1259366850987378,0.12592765466694922,0.12591875613713066,0.1259099866403186,0.12590134339015324,0.12589282367992638,0.1258845477714976,0.12587644949742827,0.12586846454296663,0.12586059054610654,0.12585282521003438,0.1258451663008926,0.12583761164563967,0.12583015912999307,0.12582280669645662,0.1258155523424278,0.12580839411837785,0.12580133012610584,0.12579424678674522,0.1257872293638964,0.12578030253133798,0.1257734645461288,0.12576671370975534,0.1257600483667234,0.12575346690320655,0.12574696774574212,0.12574054935997747,0.1257342102494623,0.12572794895448602,0.12572176405095603,,,,,,,,,,,,,,,,
-2011-04-11,0.11882688668772601,0.11976777305164066,0.12050887338777683,0.12117495150628188,0.1217798181575871,0.12221697115261043,0.12262186765775018,0.12292563590324046,0.12331055967238225,0.12395311347729532,0.12447911269421907,0.12501272288984744,0.12568399304319633,0.12625968624208772,0.12670331221844622,0.12698745050823024,0.12723822026968934,0.12743336179206777,0.12754211327500786,0.12763999857865782,0.12779145500770972,0.12804924021869013,0.12828466078446743,0.12847016938658373,0.12860882467696788,0.1287368292969746,0.12878337692030306,0.12875024470082153,0.12871939833620538,0.12868806029865976,0.128653811729035,0.1286217046388427,0.12861059432750954,0.12864636298888832,0.12868008876504744,0.12870001488284633,0.1287000067366506,0.12869999901920193,0.12870809066482125,0.12872446404806492,0.12874003895010766,0.1287557444776941,0.12877242335695072,0.12878834433523578,0.12879131423745838,0.12875582771976934,0.1287218523120759,0.1286516273973437,0.1285104861331312,0.12837500712476424,0.1283145720148553,0.12834763284258077,0.1283794470064752,0.12835335097242817,0.12821681276017993,0.1280851665601319,0.12799999478188218,0.1280000031981423,0.12800001132910577,0.12797021433626865,0.12790230890367127,0.12783659786122725,0.12777112835687765,0.1277052828104268,0.12764146694960554,0.12752955664935817,0.12732244363313305,0.1271214585583742,0.1269815387380564,0.1269340553073739,0.12688791135501254,0.12684268341073435,0.1267981072180262,0.1267547374798068,0.12671252587103643,0.12667142661357467,0.12663139631057363,0.12659239379362863,0.1265543799815516,0.1265173177497505,0.12649597956127434,0.12648845955302246,0.12648112079818907,0.12647395682172946,0.12646696145338687,0.12646012880996604,0.1264534532788335,0.12644692950253922,0.12644055236447715,0.1264343169755029,0.12642821866143072,0.1264222529513499,0.12641597374372915,0.1264095591731207,0.12640327968148735,0.12639713104651684,0.12639110922005736,0.12638521031922978,0.12637943061807877,0.12637376653972376,0.12636821464897796,0.12636277164540055,0.1263574343567544,0.1263521997328405,0.12634171609682587,0.12632745670056433,0.12631346401056676,0.12629973061349453,0.12628624936823307,0.1262730133935115,0.12626001605618975,0.12624725096017442,0.12623471193592417,0.1262236780793491,0.1262136201371742,0.12620373569531007,0.12619319597908896,0.12618233202601026,0.12617165076255166,0.12616114761893837,0.12615081817654583,0.12614065816170195,0.1261306634397905,0.1261208300096417,0.12611115399819162,0.12610163165539534,0.12609225934938162,0.1260830335618346,0.1260739252739871,0.12606494447942485,0.12605610086622243,0.12604739131504283,0.1260388128004104,0.12603036238720722,0.12602203722732508,0.12601383455646453,0.1260057516910753,0.12599778602542888,0.1259899350288174,0.12598219624287377,0.12597480451753063,0.12596761117503585,0.12596051848372536,0.12595352434576812,0.12594662672123014,0.12593982362609002,0.12593311313033762,0.12592649335614725,0.12591996247612602,0.12591351871163314,0.125907160331163,0.12590088564879598,0.1258946699910417,0.12588853127610022,0.12588247180320855,0.1258764900478544,0.12587058452438127,0.12586475378476036,0.12585899641740528,0.12585331104603403,0.1258476963285715,0.1258421509560932,0.12583667365180795,0.12583126317007864,,,,,,,,,,,,,,,,
-2011-04-12,0.11882787211154522,0.1197240773669217,0.12038393407872827,0.12093752490906651,0.12157900806036603,0.12201170291219654,0.12233123753826591,0.12257094822474812,0.12297349511201028,0.12368477866614302,0.12426707302387241,0.1247924217615135,0.12531078376449467,0.12575528418376547,0.12614720874530727,0.12650023452978232,0.1268118197711916,0.12701292356989358,0.12704900657532026,0.1270814822679429,0.1271894245390608,0.1274094395401557,0.12761036030722828,0.12777706039517644,0.12791516403313286,0.1280426593246513,0.12809999081038592,0.128099990394122,0.1280999900065658,0.12807276715424298,0.1280044939430407,0.12794049156026666,0.1278999990856926,0.12789999030410515,0.12789998202432296,0.1279157519901546,0.1279511388065937,0.12798466418311127,0.128017799050973,0.128050455042791,0.12808151893673525,0.12810000339952055,0.1281000087509343,0.1281000138591022,0.12808336179647184,0.1280266984872771,0.12797244904981864,0.12792067833719978,0.12787136658364595,0.12782402932847692,0.12778380740001194,0.12775080524837978,0.1277190493727205,0.1276467218112951,0.12751042793598844,0.12737901730038015,0.12732054502951562,0.12737318963976052,0.12742405202179619,0.1274086549155684,0.12732390934685878,0.12724190357144982,0.12715993500286893,0.12707774902319735,0.12699809756168912,0.1268762585348624,0.1266866763625787,0.12650270063798197,0.1263748038758068,0.12631722872966056,0.12626127823841404,0.12620676312858148,0.1261535843893471,0.12610184532351854,0.12605148824893253,0.1260024585242807,0.12595470435133382,0.12590817659240328,0.12586282860168807,0.125818616069292,0.12580000382121104,0.12580000193753582,0.1258000000992503,0.12579999830473376,0.12579999655244078,0.125799994840899,0.12579999316870305,0.1257999915345116,0.12579998993704344,0.12579998837507445,0.12579998684743465,0.1257999853530043,0.125799985944395,0.12579998753912025,0.12579998910027257,0.12579999062890068,0.12579999212601067,0.12579999359256755,0.1257999950294968,0.1257999964376877,0.12579999781799334,0.1257999991712344,0.12580000049819895,0.1258000017996448,0.12579403073840734,0.1257845317916102,0.1257752104731351,0.12576606184671735,0.1257570811573172,0.1257482638228793,0.12573960542653762,0.12573110170923685,0.12572274856274768,0.12571546270438838,0.1257087599376261,0.12570217277469142,0.12569510936578432,0.12568787377375612,0.12568075983365867,0.12567376450306922,0.1256668848401783,0.12566011799966348,0.1256534612287672,0.12564691186356214,0.12564046732539658,0.12563412511751015,0.12562788282180737,0.12562173809578514,0.1256154524109625,0.12560916968730163,0.1256029829173544,0.12559688991958162,0.12559088857807743,0.12558497684011893,0.12557915271382614,0.12557341426592372,0.12556775961960187,0.125562186952469,0.12555669449459472,0.12555128052663456,0.12554584358734666,0.12554045228554767,0.12553513641185599,0.12552989439432927,0.1255247247044038,0.12551962585540788,0.1255145964011366,0.12550963493448464,0.12550474008613288,0.12549991052328968,0.12549514494848024,0.12549044209838423,0.1254859834295936,0.1254816017881657,0.1254772767007759,0.12547300707952713,0.12546879186424698,0.1254646300216109,0.12546052054429757,0.1254564624501755,0.12545245478152145,0.12544849660426616,0.12544458700726846,0.12544072510161652,,,,,,,,,,,,,,,,
-2011-04-13,0.11901081865702134,0.11988662262972682,0.12060599175484477,0.12121862152014962,0.12174990753381199,0.12214593930179518,0.12250041420846025,0.12276634387021779,0.12316220273163525,0.12375551044297595,0.12424117713489524,0.12473490316656255,0.12528616856542252,0.12575889680961327,0.12614858268356977,0.12646444562953651,0.1267432218005342,0.12691471657176434,0.1269506148359354,0.1269829242514251,0.12710036137970548,0.12731941328280616,0.12751945437484147,0.12768386740169113,0.12782147473125538,0.1279485117854895,0.12796019004612225,0.12789440692070397,0.1278331640113053,0.12776944040032134,0.12770135877007593,0.12763753597442107,0.12758587427451906,0.12755032787411613,0.12751681372295098,0.127517507930325,0.1275527841384565,0.1275862047221239,0.1276193730155999,0.12765195194423673,0.12768294253035228,0.12771470759627945,0.12774792562647064,0.12777963465896702,0.12777572238024537,0.12770504524474702,0.12763737979752254,0.12758447772288006,0.12754933206005092,0.12751559325433903,0.12746444121617362,0.12739855343332662,0.12733515561711362,0.12724012233307613,0.12710406559940424,0.1269728835874515,0.12678451556854564,0.12652170736182988,0.1262678661231582,0.12613546030117861,0.1261083799603342,0.12608217379890574,0.12605766054084322,0.1260346837581594,0.12601241440082034,0.1259698521867505,0.1259010234277731,0.12583422306765524,0.12578190878842088,0.12574469457286352,0.12570852982374325,0.12567258198014764,0.12563676436003024,0.12560191587758895,0.12556799772411287,0.12553497313569983,0.12550280726033347,0.12547146703519507,0.12544092107330296,0.12541113955866412,0.12539821192848444,0.12539539742693995,0.1253926507514962,0.12538996947955283,0.12538735130252565,0.12538479401921654,0.12538229552964175,0.1253798538292803,0.12537746700371022,0.12537513322360305,0.12537285074004778,0.12537061788017967,0.12536865964878197,0.12536683276303795,0.12536504434091933,0.12536329318034856,0.12536157812882265,0.12535989808088255,0.1253582519757377,0.12535663879503156,0.12535505756074206,0.1253535073332035,0.12535198720924412,0.1253504963204326,0.12532830896358904,0.12529627632604656,0.1252648433158008,0.12523399325212003,0.1252037100672978,0.12517397827874843,0.12514478296261244,0.12511610972877918,0.12508794469723505,0.12506056049377223,0.12503376659626686,0.12500743528421432,0.12499540973859613,0.12498908318748359,0.12498286299964723,0.12497674651514545,0.12497073116199608,0.12496481445257124,0.12495899398016763,0.1249532674157412,0.12494763250480045,0.12494208706444732,0.12493662898055757,0.12493125620509304,0.12492583239143706,0.12492045038164767,0.1249151505651096,0.12490993107322623,0.1249047900936171,0.12489972586801845,0.12489473669027862,0.12488982090444223,0.12488497690291656,0.12488020312471959,0.12487549805380227,0.1248708602174442,0.12486630430346635,0.12486181634127869,0.12485739116532502,0.12485302746719595,0.12484872397458613,0.12484447945005761,0.1248402926898533,0.12483616252275831,0.124832087809009,0.12482806743924302,0.12482410033349334,0.12482018544021978,0.12481662080138611,0.12481311732379718,0.12480965906307273,0.12480624514945315,0.12480287473534357,0.12479954699461193,0.12479626112191444,0.12479301633204543,0.12478981185931204,0.1247866469569312,0.12478352089645073,0.12478043296718866,,,,,,,,,,,,,,,,
-2011-04-14,0.11887244275910924,0.11963465869179002,0.12032233088469613,0.12091917010943676,0.12139178839626097,0.1217659351366791,0.12211540289918643,0.12237757516576964,0.1228120126893184,0.12343641199976929,0.1239475424247305,0.12444586680277192,0.12495660551164245,0.12539456618456035,0.12576464973628032,0.12607864899221877,0.126355779890009,0.12653310406933094,0.126604531569654,0.1266688201920947,0.12681130924124306,0.12702941334038176,0.12722858873459453,0.12741338558820625,0.12758471853829745,0.1277428951407702,0.12777846113527547,0.1277456740696008,0.12771514903772418,0.12764909079968612,0.12754730869613518,0.12745189631764076,0.1274158696433958,0.12745132417949878,0.12748475376332213,0.1275000079605062,0.12750000322585442,0.12749999874039486,0.12752097140306695,0.12755348235455521,0.127584408275915,0.12760000858741694,0.12759999878617112,0.1275999894304365,0.12757782278677188,0.1275213983528969,0.12746737760459692,0.12741587904573248,0.12736677441587263,0.12731963598334772,0.12728062629328551,0.12724773630482966,0.12721608835399079,0.1271335159214948,0.12699769325661903,0.12686673690186168,0.12673161883707684,0.12659169470698983,0.12645653027080206,0.12635045093156072,0.1262659789317988,0.12618423786709854,0.12610392272109805,0.12602525569551148,0.12594901443825335,0.12587486066031883,0.12580267828000347,0.12573262333648705,0.12568370733663237,0.12565330986756273,0.12562376945170994,0.12559613582609708,0.12557023319664817,0.12554503121039873,0.12552050181902819,0.12549661845161797,0.12547335591863984,0.1254506903233379,0.12542859897984404,0.12540706033744042,0.12538405707808598,0.1253606291075673,0.12533776613668968,0.12531544797029137,0.12529365536434378,0.12527236997060887,0.1252515742851148,0.12523125160015058,0.12521138595949588,0.12519196211664085,0.12517296549575985,0.12515438215523567,0.125135831342984,0.12511756193253154,0.12509967742859418,0.1250821657939527,0.12506501548813165,0.12504821544203581,0.12503175503412645,0.12501562406802846,0.12499981275146643,0.12498431167644353,0.12496911180057313,0.12495420442949046,0.12494053081912893,0.1249274916227534,0.12491469629660101,0.12490213806245398,0.12488981039098301,0.12487770699042855,0.12486582179589312,0.12485414895920699,0.12484268283933342,0.12482962558657573,0.12481624031460159,0.12480308597836531,0.12479160690899627,0.12478077187461967,0.12477011904341762,0.12475964385778715,0.12474934191087295,0.12473920894038448,0.12472924082271852,0.12471943356736115,0.12470978331156446,0.12470028631527041,0.12469093895628114,0.12468173772565039,0.12467264324677241,0.12466368035492548,0.12465485437092272,0.12464616218164748,0.12463760076765751,0.12462916719968797,0.12462085863531058,0.12461267231573836,0.12460460556277209,0.1245966557758793,0.12458882042939945,0.12458109706986709,0.12457376773040107,0.12456658873653903,0.12455951019305722,0.12455253000631106,0.12454564614043684,0.12453885661537223,0.12453215950495777,0.1245255529351148,0.12451903508209705,0.124512604170812,0.12450625847320951,0.1244999963067337,0.12449378805479538,0.12448766046311621,0.12448161196988283,0.12447564105334585,0.12446974623054174,0.12446392605606604,0.12445817912089074,0.12445250405122832,0.12444689950743593,0.12444136418296159,0.12443589680332812,0.12443049612515589,,,,,,,,,,,,,,,,
-2011-04-15,0.11916332450313227,0.11990498182529263,0.12056410281912511,0.12118277417546719,0.12169128113967353,0.12208549825786563,0.12243013939758196,0.12268868971744018,0.12310463524350479,0.12365026769815968,0.12409689141456193,0.12455280104766442,0.12502362420638757,0.12542734380400478,0.12576060933389788,0.12603802539701525,0.12628286104721265,0.1263999795251196,0.1263999879489821,0.12639999553045844,0.12654255858041408,0.1267959116518078,0.12702728378223993,0.1271487711347259,0.1272170394984895,0.12728006011961868,0.12727684669801542,0.12724417904595575,0.1272137651864209,0.12712545794469432,0.12699014365493677,0.12686330126192802,0.1268175847599573,0.12685295393188012,0.12688630302510484,0.1269209633653019,0.12695605941240018,0.12698930930735552,0.12702256190880568,0.12705498493793388,0.12708582722151296,0.1271179531831499,0.12715102909654896,0.12718260246479351,0.12720000739700787,0.12720000450948876,0.1272000017448427,0.12714321105108128,0.12703817397213157,0.12693734758516073,0.1268999923829488,0.12689999196391955,0.1268999915607023,0.12682693726773842,0.12669134691035477,0.1265606145176177,0.12637785670726775,0.1261508479239457,0.12593157780474362,0.1258178179549816,0.12576721352513331,0.1257182436619908,0.12566882419688707,0.12561973589963715,0.12557216005439664,0.125522419277577,0.12547093401695308,0.12542096528093105,0.1253664790772251,0.12530914034851892,0.1252534195944619,0.1251990753326604,0.12514609380194108,0.12509454659896746,0.12504437625602316,0.12499552833492822,0.12494795122999935,0.1249015959861921,0.12485641613107745,0.12481236751943747,0.1247945214976296,0.12478703383781475,0.12477972665159531,0.12477259349178915,0.12476562821469073,0.12475882496242052,0.12475217814649664,0.12474568243252149,0.12473933272590632,0.12473312415854343,0.12472705207636037,0.12472111202768388,0.12471472303416964,0.12470833575782225,0.1247020829855865,0.12469596051312237,0.12468996430950874,0.12468409050839369,0.12467833539968054,0.12467269542171344,0.12466716715392678,0.12466174730992763,0.1246564327309807,0.12465122037986909,0.12464632607612725,0.12464159184985424,0.12463694613316534,0.12463238646692809,0.12462791048227206,0.12462351589648679,0.12461920050913822,0.12461496219839585,0.12461079891755444,0.12460726238643116,0.12460391651889524,0.12460062834842911,0.12459704149689177,0.12459343265302336,0.12458988447328356,0.12458639544078931,0.12458296408881142,0.1245795889987189,0.12457626879802386,0.12457300215851941,0.12456978779450933,0.12456662446112032,0.12456351095269436,0.1245604461012566,0.12455767559386355,0.12455498853626978,0.12455234250873026,0.12454973657860235,0.12454716984129677,0.12454464141923127,0.1245421504608295,0.12453969613956573,0.12453727765304912,0.12453489422215047,0.12453254509016487,0.12453022952201032,0.12452836395225031,0.12452656826225894,0.12452479768962066,0.12452305171099876,0.12452132981749586,0.12451963151415768,0.12451795631950024,0.12451630376505363,0.12451467339492561,0.12451306476538271,0.12451147744444713,0.12450990013640384,0.12450812736871986,0.12450637762673322,0.12450465046473291,0.12450294544843699,0.12450126215462998,0.12449960017081163,0.12449795909486006,0.12449633853470843,0.1244947381080308,0.12449315744194323,0.12449159617271244,0.12449005394547874,,,,,,,,,,,,,,,,
-2011-04-18,0.11940180833572711,0.12012567390683748,0.12078464802331901,0.1213387438535325,0.12174561212938051,0.12208219918153329,0.12238422740747312,0.12261080192638008,0.1230559702648073,0.12363236873301942,0.12410418751276242,0.12459853456510506,0.12510180305828733,0.12553335530330245,0.12587474997989379,0.12615052156359652,0.12639390552579766,0.1265604214934435,0.12666647661886832,0.12676193476812792,0.12691085949781544,0.1270910509417944,0.12725559872759495,0.12737823437200957,0.12748023321449264,0.1275743941829326,0.12755043503554586,0.1274853184783642,0.12742469609867002,0.1273187799896316,0.12718390072900987,0.1270574660785897,0.1270386654856377,0.12710917569148905,0.12717566078309273,0.1272000040872383,0.12720000907987283,0.12720001380973733,0.1272241513706025,0.12725649476238354,0.12728726128896284,0.1273195688191644,0.1273525761548806,0.1273840840586975,0.1274000235206929,0.12740002318339605,0.12740002286045216,0.12731749192949726,0.12717770864970745,0.1270435330076649,0.1270225634080424,0.12705533035291916,0.12708686170872663,0.1270203832890433,0.12688502384606792,0.12675451406556748,0.1265771123863415,0.1263679134065736,0.12616584281183174,0.12604228664925277,0.12595807641272194,0.12587658863159268,0.1258611889196899,0.12587752325969892,0.1258933552307886,0.12585988754049549,0.1257913536421802,0.12572483943634127,0.1256765278755274,0.12563946817623362,0.1256034535811481,0.125567409355124,0.12553172791340028,0.1254970119206551,0.12546322271604904,0.12543032367575258,0.12539828008052933,0.12536705899351763,0.1253366291473017,0.1253069608394637,0.12527743356532794,0.1252484443925952,0.125220154474182,0.12519253881129355,0.12516557358273128,0.12513923607636124,0.125113504625312,0.1250883585485263,0.12506377809532565,0.1250397443936737,0.12501623940185325,0.12499324586329852,0.12497086915602229,0.12494898907865104,0.12492757004669897,0.1249065976397421,0.12488605803253328,0.1248659379646111,0.12484622471174944,0.12482690605912428,0.12480797027607382,0.12478940609234535,0.12477120267572661,0.12475334961096984,0.12475388724733372,0.1247586218613308,0.12476326799724502,0.1247678281122675,0.1247723045734368,0.1247766996617361,0.12478101557596788,0.12478525443642252,0.1247894182883511,0.12479291159597605,0.12479624544179746,0.12479952181714604,0.12478663939860457,0.12477131446671086,0.12475624730026147,0.12474143145007144,0.12472686068031691,0.1247125289597848,0.12469843045354967,0.12468455951505142,0.12467091067855596,0.12465747865197407,0.12464425831002024,0.12463124468769093,0.12461850934997476,0.1246059780590747,0.12459363822204383,0.12458148548457926,0.12456951562342544,0.12455772454148284,0.12454610826313117,0.12453466292976034,0.12452338479549763,0.12451227022311895,0.12450131568013978,0.1244905177350708,0.12447962107438526,0.1244688654810393,0.12445826041630093,0.12444780274207257,0.12443748940688204,0.1244273174429138,0.12441728396316232,0.12440738615869873,0.12439762129605136,0.12438798671468643,0.12437847982459327,0.1243691368612656,0.12436028188924841,0.12435154198525256,0.12434291492083949,0.1243343985247436,0.12432599068105032,0.12431768932744403,0.12430949245352041,0.12430139809916474,0.12429340435298797,0.12428550935082261,0.12427771127427367,0.12427000834932134,,,,,,,,,,,,,,,,
-2011-04-19,0.11936372564166087,0.12004700527569345,0.12056696893471996,0.12110433409538568,0.12154624600278341,0.12189934633861799,0.12219714435162632,0.12242054473534347,0.12286268499296393,0.12339775466971448,0.12383572859448289,0.12427824880180971,0.12470643863146447,0.12507358828092507,0.12541238582415848,0.12572075001734495,0.12599290623586734,0.1261438262080259,0.12621417895590548,0.12627750018679573,0.1264438147507414,0.12665908486260657,0.1268556717630367,0.12703880081621577,0.12720817423956055,0.12736454153002574,0.1274000068479877,0.12739999304369798,0.1273999801914285,0.1272682185244931,0.12706652610104308,0.12687747222859191,0.12684214937889782,0.1269124590956101,0.12697875513235357,0.12700001285800222,0.12700000158908997,0.12699999091327863,0.1270257186739543,0.12705800289056746,0.12708871312557535,0.1271423743624338,0.1272082168005142,0.12727106998843873,0.12730000945709863,0.12730001240673716,0.1273000152308592,0.12723302635154932,0.12712839542499688,0.12702795887252027,0.12697584418881358,0.12694314444762878,0.12691167955471028,0.12684828653277447,0.12676720818773468,0.12668903102278328,0.12661342896374617,0.126540334009549,0.12646972135441614,0.1263881921737262,0.12630411935377284,0.12622276453503933,0.12622395261194597,0.12625658727755096,0.1262882187020571,0.1262131622480389,0.126076266418383,0.12594341284999544,0.12586782948053732,0.12582073043595376,0.12577496001287014,0.12572980562043878,0.12568556600887404,0.12564252373119555,0.12560063082812856,0.12555984186799862,0.1255201137823796,0.12548140571440514,0.12544367887861285,0.1254068964313142,0.1253891712841695,0.12537609673143413,0.1253633373746137,0.12535088195154143,0.12533871973027577,0.12532684047825837,0.1253152344336026,0.12530389227833805,0.1252928051134612,0.1252819644356491,0.12527136211550993,0.12526099037725147,0.12525076104733657,0.1252407410451244,0.12523093207675462,0.12522132754474558,0.1252119211237872,0.12520270674684641,0.1251936785921206,0.1251848310707684,0.12517615881537547,0.12516765666909313,0.1251593196754155,0.12515114306854236,0.1251376138828697,0.1251234307336837,0.12510951286389704,0.12509585289985203,0.1250824437386584,0.1250692785358769,0.1250563506938711,0.1250436538507813,0.1250311818700871,0.12502079540258082,0.12501078443382263,0.12500094615476587,0.12498924481485352,0.12497752991260658,0.12496601201840618,0.12495468620410133,0.12494354770455218,0.12493259191094475,0.12492181436443262,0.12491121075008671,0.12490077689113499,0.12489050874347685,0.12488040239045706,0.12487045403788488,0.12486133645619102,0.12485239277910654,0.12484358571620069,0.1248349121610377,0.12482636910065548,0.12481795361207593,0.12480966285897033,0.12480149408847208,0.1247934446281298,0.12478551188299125,0.12477769333281574,0.12476998652940297,0.12476272102918329,0.12475555790589765,0.12474849501082064,0.12474153025494039,0.12473466160689806,0.12472788709101246,0.12472120478538673,0.12471461282008844,0.12470810937540677,0.12470169268017695,0.12469536101017265,0.12468910864345895,0.12468291394118691,0.12467679972305201,0.12467076443065284,0.12466480654556422,0.12465892458806183,0.12465311711589844,0.12464738272312448,0.12464172003895269,0.12463612772666677,0.12463060448256824,0.12462514903496413,,,,,,,,,,,,,,,,,
-2011-04-20,0.11960963529015967,0.12015566877071149,0.120670348562949,0.12118844825736774,0.12157713210118515,0.12186209066916964,0.12208224088529818,0.12224738189791151,0.12271724264775163,0.12328246450554325,0.12374513039947499,0.12427550428298817,0.12480670015222506,0.12526221065124,0.12560269839099325,0.1258751863720291,0.1261156717231311,0.12627106718534997,0.12637606639757926,0.12647057405797768,0.12665459005138735,0.12686892584934362,0.12706465936269207,0.12727666455473763,0.1274790990893584,0.1276659940024123,0.12767199262251872,0.12763965718312242,0.12760955260752027,0.1275055225874231,0.12737147603427879,0.12724582186431022,0.12724556909474827,0.12731568124606918,0.1273817909828927,0.12739999225907717,0.12739999271860158,0.12739999315394068,0.12742729331565394,0.12745949220242747,0.127490121265192,0.1275455621853978,0.12761125716573107,0.12767396958120347,0.12769998514970848,0.1276999885298158,0.12769999176608882,0.12762792516003563,0.12752350877102003,0.12742327813396126,0.12740000669188367,0.1274000112468341,0.12740001562989933,0.12735364306762453,0.12728619340110958,0.12722115647316312,0.12722384450491475,0.1272585968879143,0.12729217224158718,0.12716826058972686,0.12700036986705987,0.12683791878435668,0.1267744862714375,0.1267419059409549,0.1267103289811966,0.12660655435913237,0.1264698598299523,0.12633720158913264,0.1262754144955176,0.12624181717315652,0.12620916721451625,0.12617666326350507,0.1261447501774211,0.12611370047518422,0.12608347958716037,0.12605405476495157,0.12602539496301968,0.1259974707294247,0.12597025410486862,0.12594371852931885,0.1259178899075164,0.1258927002442667,0.12586811810420562,0.125844121770891,0.1258206905507231,0.1257978047134265,0.12577544543663932,0.12575359475428338,0.12573223550841828,0.125711351304308,0.12569092646845248,0.1256709460093577,0.1256514208978048,0.12563231279445497,0.1256136072811571,0.12559529176725048,0.1255773541816747,0.12555978294643766,0.12554256695169586,0.12552569553232873,0.1255091584459076,0.1254929458519587,0.12547704829243855,0.12546145667333364,0.12544693026727893,0.1254327582071193,0.12541885121876817,0.12540520193434324,0.12539180325651667,0.12537864834621004,0.12536573061095346,0.12535304369386968,0.12534058146324334,0.12532706396784543,0.12531371857045515,0.12530060342031857,0.12528865293212554,0.12527695173549502,0.12526544731625466,0.12525413475202818,0.12524300928325793,0.12523206630652983,0.12522130136822152,0.12521071015845875,0.1252002885053629,0.12519003236957094,0.1251799378390157,0.12517000112395116,0.12516001502911567,0.1251501826531023,0.12514050047366365,0.12513096507534693,0.125121573145476,0.1251123214703147,0.1251032069314002,0.12509422650203894,0.12508537724395485,0.1250766563040846,0.12506806091151068,0.1250595971446773,0.12505142765135147,0.1250433732793863,0.12503543161243824,0.12502760030131754,0.12501987706167217,0.12501225967176488,0.1250047459703445,0.12499733385459932,0.1249900212781967,0.12498280624939895,0.12497568682925397,0.12496863352623322,0.12496155591869473,0.12495457027180157,0.12494767480483016,0.12494086778273839,0.12493414751470922,0.1249275123527509,0.12492096069035008,0.12491449096117413,0.12490810163782351,0.12490179123062894,0.12489555828649412,,,,,,,,,,,,,,,,,
-2011-04-25,0.11903892372254377,0.11966040358781571,0.12034744963443567,0.121187616152034,0.12182074172434976,0.1222621167708211,0.12258756482469457,0.12283171279892136,0.12337550695968624,0.12397006904850483,0.12445676299153452,0.1250566852938233,0.12565423655499552,0.1261666759503608,0.1265165644479096,0.1267873930937422,0.127026413616514,0.12715086321684388,0.12722051221613917,0.12728319999520932,0.12746526472101927,0.1276786730256798,0.12787355936441003,0.12811784016337713,0.12835312453608982,0.12857035366549163,0.12854086460274705,0.12847641681790622,0.12841641701633577,0.12842528393284147,0.12845868862720455,0.12849000642627062,0.12852452086848198,0.1285594781327546,0.12859243883086013,0.12862779445258687,0.12866252470626383,0.1286954280376824,0.1287288613419746,0.1287609840798285,0.12879154070324383,0.12882437866639718,0.128857149724936,0.1288884320774013,0.12892237346299407,0.12895727742231866,0.12899069711803102,0.12894856582699665,0.12887909963816213,0.12881241611821803,0.12882733559742565,0.12885990958733462,0.128891255257511,0.12875105861545677,0.1285490778151841,0.12835434484463937,0.1282489097415711,0.1281795232113645,0.12811249281962844,0.12804404551805848,0.1279770004812777,0.1279121219816879,0.12792710699337229,0.12795964483786593,0.12799118241367058,0.1278749184179484,0.12770428548245993,0.12753869584960897,0.1274711517893663,0.1274342572074063,0.12739840306622385,0.12736225792386469,0.1273267071842441,0.12729211835145748,0.1272584529067331,0.12722567436081134,0.12719374812201734,0.12716264137449174,0.12713232296567933,0.12710276330226522,0.12708099443520005,0.12706049102385752,0.1270404820302362,0.1270209497838639,0.12700187744641034,0.12698324896327384,0.12696504901850747,0.126947262992821,0.12692987692441715,0.1269128774724395,0.12689625188283138,0.12687998795642508,0.12686327359638727,0.12684691510108959,0.1268309012251938,0.12681522119222688,0.12679986467039717,0.1267848217498917,0.12677008292155056,0.1267556390568212,0.12674148138890518,0.12672760149501405,0.12671399127965866,0.1267006429589057,0.12669085459411034,0.1266814147151536,0.12667215135942,0.12666305962137026,0.12665413477556142,0.12664537226845796,0.12663676771068477,0.12662831686969467,0.1266200156628281,0.12661322682038234,0.12660655608460902,0.12660000040000385,0.1265926806044506,0.12658548491958532,0.1265784102154075,0.12657145346628895,0.12656461174665856,0.12655788222690045,0.12655126216945156,0.12654474892508816,0.12653833992939267,0.1265320326993853,0.12652582483031782,0.12651969799417828,0.1265133486936736,0.12650709710967978,0.12650094100361886,0.12649487820477323,0.1264889066077326,0.12648302416995638,0.12647722890944513,0.12647151890251251,0.12646589228165817,0.12646034723353017,0.12645488199697663,0.12644948215388796,0.12644403906710888,0.12643867266927233,0.1264333813509826,0.1264281635475648,0.12642301773752118,0.12641794244105253,0.1264129362186397,0.12640799766968147,0.12640312543118926,0.12639831817653202,0.12639357461423262,0.1263889415478583,0.12638452185267646,0.12638015957313886,0.1263758535976478,0.12637160284311677,0.12636740625406118,0.12636326280172616,0.12635917148324394,0.1263551313208262,0.12635114136098458,0.12634720067377958,0.12634330835209906,,,,,,,,,,,,,,,,,
-2011-04-26,0.1190385794613984,0.1197304365499392,0.12038449035804599,0.12117856098291702,0.12175565665879629,0.12224287489600627,0.12263488655556465,0.12292898516051731,0.12347746332761278,0.12403159134451247,0.12448517209539323,0.12505908383554654,0.1256172610162738,0.12609591900762163,0.12637282950311457,0.12657472017712168,0.1267528890582501,0.12680000807495095,0.12680000204100073,0.12679999661044583,0.12703456083008535,0.12731783700609633,0.1275765426533393,0.12769837187602007,0.12779880746488326,0.12789152517858526,0.1278376378023347,0.12777341889484495,0.12771363216457154,0.12764619459537552,0.12757959170439515,0.12751715506680306,0.12752624766125153,0.1275611066130442,0.1275939746118282,0.12761476183787424,0.12763207787902187,0.12764848279486896,0.12766522497181776,0.12768125120459284,0.12769649588128362,0.12777794762935923,0.12787604867635127,0.12796969854525497,0.12797588887543987,0.1279410653100841,0.12790772460601874,0.12779038481084104,0.127651710211105,0.12751859863754178,0.1275000150688026,0.12750001249109189,0.12750001001065314,0.1274735589382756,0.12743995568093447,0.1274075534884258,0.1273455705234121,0.12727629475936397,0.12720937136930965,0.12702241180775053,0.12682157166800057,0.12662724431988015,0.1266286718483245,0.1266611565257978,0.12669264256859458,0.1266200042449721,0.12651778283759452,0.1264185768118704,0.12637773793985274,0.12635093563327304,0.12632488893231475,0.12629968485150367,0.12627519933968068,0.12625137610937154,0.1262281886491412,0.1262056118439412,0.12618362188436882,0.12616219618291025,0.12614131329654965,0.12612095285518765,0.1261009228498564,0.12608137319772528,0.1260622949487722,0.1260436712556161,0.12602548606423247,0.12600772406779503,0.12599037066370622,0.12597341191355782,0.1259568345057922,0.1259406257208553,0.1259247733986486,0.12590928177940985,0.12589443752833396,0.1258799093018954,0.12586568711444546,0.12585176139664767,0.1258381229740071,0.12582476304671353,0.12581167317070663,0.1257988452398795,0.12578627146933807,0.12577394437964706,0.1257618567819936,0.1257500017642077,0.12572716991045096,0.12570476929642815,0.1256827878187965,0.1256612138229456,0.12564003608239016,0.12561924377929223,0.12559882648603415,0.1255787741477814,0.1255590297159188,0.12553869333745715,0.12551871099304668,0.1254996054907751,0.12549137530110643,0.1254832846648395,0.12547533006235434,0.12546750809140073,0.12545981546224483,0.12545224899305718,0.1254448056055244,0.12543748232067276,0.125430276254894,0.12542318461615864,0.1254162047004097,0.12540937421677523,0.1254030298226485,0.12539678306952995,0.12539063172057174,0.12538457360673294,0.12537860662423017,0.12537272873210092,0.12536693794987652,0.12536123235535768,0.1253556100824864,0.1253500693193117,0.12534460830604233,0.125339206379951,0.12533376818996977,0.12532840661994116,0.12532312006191715,0.12531790695263045,0.12531276577195194,0.1253076950414138,0.12530269332279187,0.1252977592167448,0.1252928913615099,0.12528808843164962,0.1252833491368488,0.1252787295638882,0.12527431281637846,0.12526995344622538,0.12526565034257287,0.12526140242305606,0.12525720863289447,0.12525306794401914,0.12524897935423085,0.12524494188639346,0.12524095458765383,0.12523701652869312,0.1252331268030038,,,,,,,,,,,,,,,,,
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-2011-04-28,0.1190202961977509,0.11980087192095201,0.12043561687310622,0.12130323213160077,0.12189272645608118,0.12245772892926077,0.12290752434096741,0.12324498918071414,0.12383654200670402,0.12437972300495792,0.12482433908940949,0.12531995519078087,0.1257666476353727,0.1261496679978007,0.12639333145732268,0.1265927668483704,0.12676876857634167,0.12679996946040495,0.12679996442246955,0.1267999598883276,0.12693138550069616,0.12707178953546006,0.1271999998010167,0.1272722205068142,0.12733866764292356,0.12740000693725362,0.1273313046753688,0.12726751346664789,0.12720812489649558,0.12701887317252258,0.12682028016872549,0.12663413100967036,0.12659999479157524,0.126600001981644,0.12660000876085187,0.1266000119239128,0.12660001458421122,0.12660001710449387,0.12663357371416417,0.12666545341914515,0.12669577885371464,0.1267291556720811,0.12676171271773407,0.1267927907752473,0.12677250918032978,0.12673783147163875,0.12670463041021685,0.12660769151689344,0.12650408620056508,0.12640463406062907,0.12636792932899832,0.12633552281109117,0.12630434006090296,0.12624057861738858,0.12617361940547944,0.12610905536424588,0.12603887251404178,0.12596982204090823,0.12590311628319562,0.12578179876391404,0.12566167630705705,0.1255454409718877,0.12543181024369443,0.12532168743553807,0.1252149633047106,0.12511012322614867,0.12500819882698977,0.12490928103431509,0.12486892848896991,0.12483550855021353,0.1248030309695316,0.12476935780922727,0.1247363902921923,0.12470431471660359,0.12467309536817428,0.12464269841422015,0.12461309178135616,0.12458424504260912,0.12455612931311388,0.12452876669770352,0.12450305896919645,0.12447797882483291,0.12445350356061224,0.12442961155462862,0.1244062822033647,0.12438349586243036,0.12436123379139463,0.12433947810238122,0.12431821171213131,0.12429741829726715,0.12427708225250567,0.12425719123974832,0.12423774369299956,0.12421871024958708,0.12420007782237996,0.12418183386996406,0.1241639663684917,0.12414646378525451,0.12412931505386049,0.12411250955090058,0.12409603707400296,0.12407988782117929,0.12406405237137363,0.12404860281424268,0.12403421129573333,0.12402009149438564,0.12400623578698555,0.12399263683284278,0.12397928756082255,0.12396618115708602,0.1239533110534925,0.1239406709166242,0.12392854870487091,0.12391838820150958,0.12390840449202489,0.12389840419506815,0.1238874517821571,0.12387668510739669,0.12386609948571081,0.1238556903882786,0.123845453436074,0.12383538439372388,0.12382547916366415,0.12381573378058142,0.12380614440611892,0.12379670732383641,0.12378741893440792,0.12377826611510367,0.12376921463783663,0.12376030248529779,0.12375152646522447,0.12374288348213902,0.12373437053370684,0.12372598470726004,0.12371772317647434,0.12370958319819314,0.1237015621093911,0.12369365732426907,0.12368586633147505,0.12367826495471412,0.12367102011388709,0.12366387735880013,0.12365683454684162,0.12364988959494272,0.12364304047752439,0.12363628522452652,0.12362962191951965,0.12362304869789198,0.12361656374510965,0.12361016529504698,0.12360385162838239,0.12359761121302615,0.12359143649119386,0.12358534199382909,0.1235793261675604,0.12357338749886204,0.12356752451278585,0.1235617357717389,0.12355601987430864,0.12355037545413183,0.1235448011788054,0.12353929574883882,0.12353385789664229,,,,,,,,,,,,,,,,,
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-2011-05-02,0.11900033903954199,0.11983833779515307,0.12047933413720302,0.12131051848099172,0.12201721622493333,0.12256998977291311,0.12297289826012237,0.12327517452323944,0.12389465817442424,0.1244269235604476,0.12486260091062018,0.125330338855574,0.1257364312913054,0.1260846271574545,0.12631362186169182,0.12651061452133772,0.12668446018616142,0.12669997509363484,0.12669999260891607,0.12670000837266948,0.12677272773197878,0.1268423106501526,0.12690718407124746,0.1269788316349687,0.12704475141680494,0.12708985350772872,0.12698753455621725,0.1268925324184127,0.1268040893512159,0.12656594810326216,0.12633568934036354,0.12611986449270884,0.12610001490096678,0.12610001662802928,0.12610001825640227,0.12610000465378035,0.1260999917864356,0.1260999813972885,0.12609998821142554,0.12609999468485578,0.12610000084250927,0.12606766818817516,0.12603526098681406,0.12600432771008396,0.1259691710818509,0.12593463118615356,0.12590156206611725,0.1258317659916628,0.12576295654225822,0.1256999886960275,0.12569998741500465,0.12569998618325173,0.12569998499798007,0.12566704478443502,0.12563368637021166,0.1256015202641525,0.1255321914744938,0.1254633759310404,0.12539501034665057,0.1252918239642138,0.1251920297427127,0.1250967625190169,0.12503010109627488,0.12496552660944027,0.12490294256702983,0.12480029587231134,0.12469865562477822,0.12460001357958195,0.12456914431765087,0.12453915784599734,0.12451001682980323,0.12448121215132324,0.12445319734991256,0.12442594037520438,0.12439941088767603,0.12437358014599709,0.12434842090316134,0.12432390731061815,0.12430001482968711,0.12427670814715208,0.12425390627932664,0.12423166100029026,0.12420995217645348,0.12418876063371798,0.12416806810099335,0.12414785715765642,0.12412811118463685,0.12410881431884047,0.12408995141064683,0.12407150798424404,0.124053470200578,0.12403575396854127,0.12401819470912478,0.1240010093165842,0.12398418597629401,0.12396771336624668,0.12395158063164402,0.12393577736104167,0.12392029356394474,0.12390511964974404,0.12389024640790836,0.12387566498934,0.12386136688881844,0.12384722612459242,0.12383285898920926,0.12381876311035467,0.12380493087774536,0.12379135496314198,0.12377802830740436,0.12376494410825067,0.1237520958086804,0.12373947708601762,0.12372757248278465,0.12371743311988381,0.12370747018284334,0.12369736292204192,0.12368642539004893,0.12367567334372365,0.12366510210436155,0.12365470714930127,0.1236444841054718,0.1236344287432598,0.12362453697067366,0.1236148048277923,0.12360522848147859,0.12359580422034622,0.12358652844996376,0.12357738349042102,0.12356834516668558,0.12355944596512147,0.12355068269811031,0.12354205227467596,0.12353355169685099,0.12352517805620344,0.12351692853051999,0.12350880038063328,0.1235007909473913,0.12349289764875526,0.123485117977026,0.12347755966569562,0.12347032738913977,0.12346319702121211,0.1234561664230196,0.12344923351510895,0.12344239627541675,0.12343565273730195,0.1234290009876613,0.12342243916511908,0.12341596545829026,0.12340957810411446,0.12340327538625395,0.12339704092123283,0.123390871908716,0.12338478304646427,0.12337877278254306,0.1233728396048277,0.12336698203973384,0.12336119865099926,0.12335548803850771,0.12334984883716027,0.12334427971578665,0.12333877937609827,0.1233333465516786,,,,,,,,,,,,,,,,,
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-2011-05-12,0.11954382036900002,0.12032197887503338,0.12103610337037174,0.12167009591680711,0.12219961273062308,0.12253133630243784,0.12276834174463125,0.12304027992500721,0.12346112563829292,0.12379791575499732,0.12407215808390326,0.12429756228181188,0.12448832421388945,0.12466528489381523,0.12484373661250814,0.1249999050934456,0.12510002369041007,0.12510002106636553,0.1251000187185365,0.12512629490981664,0.12520012580412598,0.1252672490031015,0.12533525610545482,0.12540468105050606,0.125468555782702,0.12546660125773457,0.12540026616447353,0.12533867279302746,0.1252042806060707,0.12492993125516261,0.1246733424208124,0.12450000163912289,0.1244999912773248,0.12449998152504405,0.12449998051825428,0.12449999250364363,0.1245000038411741,0.12451622540672269,0.12454899048949564,0.12458011820239978,0.1246115115504165,0.1246448924964687,0.12467672176314326,0.12469130244125304,0.12465579137015492,0.12462182530783505,0.12457578236417577,0.1245051782084794,0.1244374600200957,0.12439999078575248,0.12439998725464485,0.1243999838593488,0.12437664215170785,0.12430835523998573,0.12424255541249751,0.12418800117491546,0.12415283491722606,0.12411888233291979,0.1240850946846419,0.12405114026436692,0.12401830007952008,0.12401445036067815,0.12404737293940449,0.12407926760712229,0.12401774465040294,0.12377604803148934,0.12354161590501267,0.12339207844663114,0.12337172710037847,0.12335195757419593,0.12333325859015942,0.12331590186876284,0.12329902093123968,0.12328259647876227,0.12326661024231567,0.12325104491491157,0.12323588408908703,0.12322111219921261,0.12320671446818676,0.12317987992826684,0.12314221903083689,0.12310547790884963,0.1230696232739148,0.12303462342485183,0.1230004481542053,0.12296706866129115,0.12293445747124698,0.12290258835960777,0.12287143628197406,0.1228409773083734,0.12281118856195428,0.12279423522474864,0.1227850657672298,0.12277609147706281,0.12276730618880127,0.12275870399398703,0.12275027922789628,0.12274202645710197,0.12273394046778585,0.12272601625475588,0.12271824901111406,0.12271063411853245,0.12270316713809648,0.12268414605444788,0.12265679805849938,0.12262996670992155,0.12260363750527636,0.12257779647895095,0.1225524301784564,0.12252752564107672,0.12250307037177999,0.12247905232231493,0.12245526274318408,0.12243177077304979,0.12240868783783188,0.12239772523463288,0.12239410193805522,0.12239054006468497,0.1223870380657528,0.1223835944441245,0.12238020775216696,0.12237687658971863,0.12237359960216043,0.12237037547857765,0.12236720295001291,0.12236408078779948,0.12236100780197612,0.1223581726902998,0.12235547573002536,0.12235282026777927,0.12235020535308094,0.1223476300642572,0.12234509350735734,0.12234259481512111,0.12234013314598724,0.12233770768315089,0.12233531763365835,0.12233296222754397,0.12233064071700217,0.12232803351423538,0.12232533665933887,0.122322677794658,0.12232005612306351,0.12231747086957134,0.12231492128058052,0.1223124066231398,0.1223099261842453,0.12230747927016683,0.12230506520580064,0.12230268333404837,0.12230033301522147,0.12229847859981136,0.12229672541707326,0.1222949950056278,0.12229328692468866,0.12229160074477274,0.12228993604734106,0.12228829242445127,0.12228666947842526,0.12228506682152762,0.12228348407565748,0.1222819208720507,0.12228037685099369,,,,,,,,,,,,,,,,,
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-2011-06-01,0.1205998308343943,0.12129001640242687,0.1219587251758234,0.12237035556100229,0.1227454283802778,0.12300620969828469,0.12319251915234575,0.12355880483908788,0.1238538480485154,0.12408993839886096,0.12429058012877636,0.12445814997960247,0.12459995936067525,0.12463757729602265,0.12467018052449808,0.12469870912474601,0.1246999958679198,0.12470001169507783,0.12470002585621964,0.12470000141095161,0.12469997929380483,0.12471072218218748,0.12478230375803712,0.12484792420467561,0.12488469832003957,0.12478249599474323,0.12468787249148972,0.12460001493762984,0.1244243368398017,0.12426039537525035,0.12410705241874931,0.12406521915300495,0.1240308636508003,0.12400002637178043,0.1240000236247214,0.12400002103027652,0.12401475754044378,0.12411483013675007,0.12420977904099195,0.12429998792844832,0.12429998778815499,0.12429998765454231,0.12429998752714422,0.12426416462304202,0.12422624806826077,0.12418998125591219,0.12415774729473639,0.12412685728255979,0.12410326416867545,0.12413680416154182,0.12416902980320921,0.12420001686831905,0.12406162844104873,0.12392838161191633,0.12379999506608241,0.12376440370446695,0.12373006223112326,0.12369667992765598,0.1236623194852684,0.12362910538968563,0.12359515270402754,0.12354520620896192,0.12349684743254974,0.12345000185277244,0.12325807886505413,0.12307200303713417,0.12289816015333166,0.12286046846074439,0.12282387049168575,0.12278823369701986,0.12275191353056836,0.1227166033840208,0.12268226170402063,0.12264884918577623,0.12261632862299732,0.12258466476968843,0.12255382421272554,0.12252377525424252,0.12249541545923726,0.12247165851884945,0.122448488653915,0.1224258843685504,0.12240382520365323,0.1223822916751387,0.12236126521654178,0.1223407281256248,0.12232066351467141,0.1223010552641719,0.1222818879796328,0.12226314695126916,0.12224465679087304,0.12222616996193447,0.12220808099399139,0.12219037718004011,0.1221730463484969,0.12215607683529095,0.12213945745768662,0.12212317748970691,0.1221072266390495,0.12209159502538802,0.12207627315996294,0.1220612519263744,0.12204683040859488,0.12203366203133137,0.1220207446304582,0.12200807109865908,0.12199563459446727,0.12198342852995125,0.12197144655907777,0.12195968256671019,0.1219481306582022,0.12193610433839552,0.12192260405317001,0.12190934077325277,0.12189684912969656,0.1218859133704433,0.12187516465112491,0.12186459821386952,0.12185420946082037,0.12184399394746626,0.12183394737630038,0.1218240655907934,0.1218143445696589,0.12180478042139686,0.12179536937910074,0.12178610779550958,0.12177697032979218,0.12176793243376882,0.12175903473129601,0.1217502739855083,0.12174164705842605,0.12173315090720593,0.12172478258056474,0.12171653921535941,0.12170841803332277,0.12170041633794004,0.12169253151146475,0.12168476101206305,0.12167722403101777,0.12166999105469278,0.12166286071942989,0.12165583085579801,0.12164889935507572,0.12164206416714318,0.12163532329845994,0.12162867481012629,0.12162211681602453,0.1216156474810346,0.1216092650193219,0.12160296769269463,0.1215967343967761,0.12159056562057025,0.12158447751522772,0.1215784685085941,0.12157253706910343,0.12156668170447626,0.12156090096046879,0.1215551934196677,0.12154955770033204,0.12154399245527836,0.1215384963708066,0.12153306816566611,,,,,,,,,,,,,,,,,,
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-2011-06-15,0.12168650080372045,0.12218025827305468,0.12267561490777679,0.12316944982152922,0.12349167283655227,0.1237065395347543,0.12393666775976575,0.12419871318708209,0.12440256853555676,0.12455447932730124,0.12466520800803971,0.12475749023716998,0.12481866957376453,0.124853837179981,0.1248843166614233,0.12481593820393866,0.12463634870573759,0.12447673766793166,0.1243812625667382,0.12434478503003232,0.12431178256416597,0.12427715204689682,0.12424280906513907,0.12421132892010345,0.12420000705946399,0.124199993579577,0.12419998109820019,0.12408053162611354,0.1238425066324007,0.12362039544561298,0.12350001161565549,0.12349999944709267,0.12349998801601858,0.12349998864201872,0.12349999928623112,0.12350000933909833,0.12350001499922425,0.12350001805495969,0.12350002095399071,0.1234672343689347,0.123400861499664,0.12333765288879439,0.12330001190032269,0.12330001187947648,0.12330001185955664,0.12326548988437103,0.12319527401206276,0.12312798791981572,0.12308058568391544,0.1230476743439668,0.12301605455326103,0.12295004650834396,0.12284810964908588,0.12274995697475277,0.12268286765097858,0.12264787196115101,0.12261410522439031,0.12258014705218656,0.12254634068035153,0.1225136621553149,0.12246153799080162,0.1223959581989269,0.1223324639561858,0.12218270244211427,0.12194200139966349,0.12170864363408285,0.12157827836171498,0.12153773070010154,0.1214983597358017,0.12145949078258922,0.12142115857977243,0.12138389241649983,0.12134764843197288,0.12131238513896614,0.12127806326541046,0.12124464560849524,0.121212096900154,0.12118038368290751,0.12114952074091101,0.12111945317179673,0.12109012878854442,0.12106152037333717,0.12103360202139846,0.12100634906275576,0.12097973798953365,0.12095374638832235,0.12092835287721737,0.12090353704715429,0.12087927940720267,0.12085556133351072,0.12082510850664585,0.12079307555503349,0.12076173237027588,0.12073105691053221,0.12070102806320704,0.12067162559649147,0.1206428301139062,0.12061462301163028,0.1205869864384208,0.12055990325793742,0.1205333570133098,0.12050733189379215,0.12049999202843309,0.1204999952058794,0.12049999832280323,0.12050000138091699,0.12050000438186981,0.1205000073272493,0.12050001021858536,0.12050001305735147,0.12050001584496872,0.1205000133943206,0.12050000937999328,0.12050000543609296,0.12049300931498785,0.12048396764142288,0.1204750805974808,0.1204663442501075,0.12045775479851129,0.1204493085686511,0.12044100200799535,0.12043283168054075,0.12042479426207242,0.12041688653565474,0.12040910538733862,0.12040144780207229,0.12039410868236766,0.12038693046590976,0.12037986358455544,0.12037290546800383,0.12036605362446817,0.1203593056376997,0.12035265916414772,0.12034611193024491,0.12033966172981536,0.12033330642159523,0.12032704392686311,0.12032087222717314,0.12031453623698507,0.12030824891005665,0.12030205079960843,0.1202959400200605,0.12028991473859652,0.12028397317333095,0.1202781135915525,0.12027233430803896,0.12026663368344148,0.12026101012273438,0.12025546207372728,0.12024998802563625,0.12024466377730048,0.1202394096096715,0.12023422414813423,0.12022910605379078,0.12022405402230696,0.12021906678280492,0.12021414309679712,0.12020928175716072,0.12020448158715036,0.12019974143945045,0.12019506019525839,0.12019043676340635,,,,,,,,,,,,,,,,,,
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-2011-06-17,0.12172273254947519,0.12230738048450052,0.12291337661501567,0.12343482085394619,0.12378271842917465,0.12401470999645081,0.12426543843047266,0.12452114371642198,0.12472006581291684,0.12491026696432983,0.1250915655623266,0.12524267004748468,0.125255340294665,0.12518597598113268,0.12512586370142453,0.12503866135706976,0.12493211655484271,0.12483741853473651,0.1247775851418742,0.1247414711773911,0.12470879763724296,0.12470001295624256,0.12469999556543665,0.12469997962386481,0.12465010481459471,0.12458489288761321,0.12452451484524074,0.12437751593975865,0.12417483421163689,0.12398569756214628,0.12391941635545933,0.12395470968886002,0.12398786504192105,0.12397723685610851,0.12394220852646454,0.1239091272174937,0.12387336201444166,0.12383773819392574,0.12380394227980651,0.12377232591685616,0.12374261030038536,0.12371431044379766,0.12366537491396756,0.12359506811855137,0.12352789017971455,0.12347933278805567,0.12344436483617427,0.12341085490357684,0.12337738838884382,0.12334461210770264,0.12331312207170142,0.12322024457827552,0.12308482129614395,0.12295442912283949,0.12286925240692526,0.12281692541879607,0.12276643677699584,0.1227315067924577,0.12270455244253875,0.12267849718606971,0.12265432901378626,0.1226314487397091,0.12260929526788078,0.12247953574664816,0.12227382433423695,0.12207438260447989,0.12197648571942987,0.12193941521397345,0.12190342038800606,0.12186732444825554,0.12183156044959009,0.12179679098838725,0.12176297514890777,0.12173007422943982,0.12169805159454139,0.12166687253896002,0.12163650416216698,0.12160691525255252,0.12157953243235542,0.12155328420625322,0.12152768467622033,0.12150271008807634,0.12147833783344031,0.12145454638146802,0.12143131521541228,0.12140862477361347,0.1213864563945628,0.1213647922657144,0.12134361537575034,0.12132290947003321,0.12130240999231567,0.12128231546712476,0.1212626534308352,0.12124341006959782,0.12122457215165783,0.12120612699701416,0.12118806244895652,0.12117036684734672,0.12115302900351965,0.12113603817669305,0.12111938405177702,0.12110305671849342,0.12109217871751632,0.121082705937271,0.12107341366870394,0.12106429680081332,0.12105535041374327,0.12104656976993144,0.12103795030574305,0.1210294876235618,0.12102117748430907,0.12101417731294495,0.12100749295220159,0.12100092589975953,0.12099056151155962,0.12097972960987291,0.12096908297089692,0.12095861688199028,0.12094832678900613,0.12093820828968371,0.12092825712736865,0.12091846918504334,0.120908840479647,0.12089936715667071,0.12089004548501436,0.12088087185208551,0.12087177619183609,0.12086281577108093,0.12085399434155142,0.12084530869415522,0.12083675571783536,0.12082833239585611,0.12082003580225531,0.12081186309845449,0.12080381153002251,0.12079587842357897,0.12078806118383567,0.1207803572907653,0.12077306275322641,0.12076588728596205,0.12075881364334173,0.1207518396731968,0.1207449632835853,0.12073818244070056,0.12073149516686432,0.12072489953860477,0.12071839368481174,0.1207119757849664,0.12070564406744366,0.12069939306718891,0.12069318959477426,0.12068706778066018,0.12068102602304775,0.1206750627617601,0.12066917647689879,0.12066336568755354,0.12065762895055876,0.12065196485929941,0.12064637204256079,0.12064084916342233,0.12063539491819131,0.12063000803537793,,,,,,,,,,,,,,,,,,
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-2011-07-14,0.12320650301886338,0.12378331439764434,0.12424214881044437,0.12440705883280145,0.12461043910686298,0.12484593872318905,0.12515335427004604,0.12538397106400256,0.12559945962646002,0.1258246679794861,0.12600896287406171,0.12616850903186538,0.12631084393780978,0.12643285960386152,0.12650002918188608,0.12650001887811246,0.1265000097865474,0.12653404846089145,0.1266075140505818,0.12667363717757496,0.12669999923116482,0.1267000060576733,0.12670001229057237,0.12670000837089024,0.12669999782889807,0.12669998809782856,0.1266691283140966,0.12660081052730177,0.12653720803590662,0.1264715509950085,0.12640022992527178,0.12633337052348126,0.1262999947855663,0.12630000188127988,0.12630000857152401,0.12622207167616772,0.12609148219618183,0.12596777981459395,0.12589998385626378,0.12589999624728065,0.1259000080338577,0.1258464211840189,0.12569063801621638,0.12554195600978946,0.12546622195013812,0.12548029206632538,0.125493763618995,0.1254821560743744,0.12544918893251156,0.12541754138481598,0.12535499289893193,0.125252824067267,0.12515451942049904,0.1250645057315889,0.12498384834728116,0.12490607706019685,0.12482992359703382,0.12475540393965945,0.12468341506108227,0.12465881071244111,0.12467523528042346,0.12469113025201595,0.1246244870179598,0.12445227602554265,0.12428538899857355,0.12417199127091272,0.12411444124364324,0.12405858668170544,0.12400405165158279,0.12395074975500742,0.12389895174216203,0.1238485948516097,0.12379961976628628,0.12375197038041152,0.12370559358507793,0.12366043907079116,0.12361645914542052,0.1235815500281201,0.12355235080304294,0.12352388228919309,0.12349611739644883,0.1234690303574475,0.12344259664782387,0.12341679291215235,0.12339159689512069,0.12336698737751073,0.12334294411659719,0.12331944779061632,0.12329647994697823,0.12327398995459027,0.12325198162886442,0.12323045216225226,0.12320938609436327,0.1231887686232569,0.12316858557075783,0.12314882334994204,0.12312946893463383,0.12311050983077365,0.1230919340495209,0.12307373008197331,0.1230558868753886,0.12303793771070315,0.12302011151969183,0.12300262841489462,0.12298547858606601,0.12296865259344991,0.12295214135045263,0.12293593610728082,0.12292002843548011,0.12290441021331744,0.12282709384833379,0.12272659537380881,0.1226278843910531,0.12258687137447088,0.12256876152451146,0.12255096419798517,0.12253347137422965,0.12251627530471354,0.12249936850159182,0.12248274372683365,0.12246639398189108,0.1224503124978753,0.12243449272621398,0.12241892832975787,0.12240361317431891,0.12238889621697036,0.12237452124161141,0.12236037105505715,0.12234644042550946,0.1223327242822756,0.12231921770961351,0.12230591594085971,0.12229281435281836,0.1222799084604056,0.1222671939115294,0.1222546664821973,0.1222423220718365,0.1222296666233782,0.1222170789263688,0.12220467119178346,0.12219243958771386,0.12218038039027435,0.12216848997982233,0.12215676483733584,0.12214520154094144,0.12213379676258462,0.1221225472648364,0.12211144989782974,0.12210050159631836,0.12208983398360362,0.12207931444888498,0.12206893342577896,0.1220586881964878,0.12204857611385345,0.1220385945990794,0.12202874113953688,0.1220190132866561,0.12200940865389809,0.12199992491480316,0.12199055980111084,0.1219813111009529,,,,,,,,,,,,,,,,,,,
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-2011-07-28,0.12399976910098331,0.12426599108368097,0.12438901127334723,0.1245652821427472,0.12468653772305927,0.12489383502347762,0.12505999616690477,0.12518463313135353,0.1253788688448505,0.12554887724374875,0.1256879941273834,0.1259798195836308,0.1262439028275435,0.12647030919010405,0.12663237621982737,0.12676886144511124,0.12688930331601145,0.12711060210747815,0.12732003697511995,0.12750547610914964,0.12761450171230249,0.12771362504529926,0.12780859850408022,0.1279811949921208,0.12814000708956352,0.1282866227176036,0.1282999917951495,0.12829998230884754,0.12829997347677358,0.1283346561103218,0.12837269768326132,0.12840836282271972,0.1284412504603636,0.12847217446297887,0.12849338377604358,0.12835887171277904,0.12823164532862896,0.12811112830255533,0.12819260045159608,0.1282901026914003,0.12838285654430304,0.12836781948336262,0.12832972436759427,0.12829336204777442,0.12826070887843488,0.12822969170907417,0.12819999521830283,0.1281662708879321,0.128133924008055,0.12810287187592073,0.1280685837302904,0.12803515547413524,0.12800298959682865,0.12791924041980618,0.12783308877179578,0.1277500202003934,0.12780176592514403,0.12785172956746282,0.12790000162919113,0.12793344051552769,0.1279657839880759,0.12799708500585427,0.127841784953451,0.12767213029832725,0.1275077201408623,0.12750001007166678,0.12750000223027147,0.12749999461950567,0.12740408815343796,0.12730620383073665,0.1272110849557695,0.127118615966324,0.12702868765051534,0.1269411967164975,0.12685604539669493,0.12677314108336213,0.12669445773074672,0.12663713145604438,0.12658125928637265,0.12652678658871586,0.12647366143306793,0.1264218344273078,0.12637125856403375,0.12632188907835862,0.12627368331576005,0.12622660060916702,0.1261806021645393,0.12613565095425971,0.12610090014882536,0.1261055396291979,0.12611007716145806,0.12611451606940394,0.12611885953390112,0.12612311060048187,0.12612727218646858,0.12613134708764906,0.12613533798454069,0.12613924744827032,0.12614307794609814,0.12614683184661057,0.12614738754249633,0.12612937297747706,0.12611170848967013,0.1260943839726958,0.126077389705481,0.1260607163340708,0.12604435485445986,0.12602829659637882,0.126012533207974,0.1259999848315323,0.12599999532965955,0.12600000564032032,0.12599667034823137,0.1259793004133154,0.1259622328252279,0.12594545975795857,0.12592897365328026,0.12591276720939226,0.1258968333701378,0.12588116531475912,0.12586575644816422,0.12585060039166907,0.12583569097419356,0.1258210222238847,0.12580651735869153,0.12579201751336733,0.12577774619442672,0.12576369804153953,0.1257498678607183,0.1257362506179147,0.12572284143291124,0.12570963557348902,0.12569662844985996,0.12568381560934871,0.12567119273130967,0.1256587556222699,0.12564658613408652,0.1256348063922048,0.12562319626363783,0.12561175211124653,0.1256004704011464,0.1255893476990675,0.12557838066687022,0.12556756605920438,0.12555690072030834,0.12554638158093767,0.1255360056554211,0.12552577003883525,0.12551578076107628,0.125506068934095,0.125496485822727,0.1254870288849217,0.12547769564512867,0.1254684836921378,0.12545939067700274,0.1254504143110433,0.12544155236392562,0.12543280266181478,0.1254241630855959,0.1254156315691648,,,,,,,,,,,,,,,,,,,,
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-2011-08-16,0.1237992537366499,0.12349456804332393,0.12324212459428119,0.12303044800491514,0.1226372206697941,0.12222114856255728,0.12192404861465311,0.12156753524191144,0.1211596050940209,0.1208333678047191,0.12046741032359232,0.12007997730467657,0.11975225400348077,0.11942908125755669,0.11910561366159644,0.11882265618938104,0.11867915327914491,0.11864270937181876,0.11861010267163685,0.11855035743488518,0.1184818297605974,0.11841953551806594,0.1184235054046332,0.11845630026414655,0.11848647238420473,0.11844343667932056,0.1183415396815175,0.11824692935318293,0.11820002028115661,0.11820001679927072,0.1182000135420227,0.11826331736879525,0.11836883393197484,0.1184681527334921,0.11845454970572677,0.1183895692398933,0.11832810470635291,0.11829999280947767,0.11829999813128311,0.11830000318699807,0.11834693339592062,0.11845271355913622,0.11855358303286367,0.11856196921996043,0.11849184861102202,0.11842478083742458,0.11842105056258556,0.11845392013602929,0.11848544900190361,0.11844503369581783,0.11834321254404401,0.11824531633210489,0.11820943151490781,0.11822690445723727,0.11824374227816281,0.11823924185869217,0.11822236217308113,0.11820606478736373,0.11819999881562393,0.1181999919595158,0.11819998532819831,0.11816311046809402,0.11809442472671017,0.11802788943821296,0.11800000445737147,0.11799999882177126,0.11799999335439759,0.11799999239653625,0.11799999468070066,0.11799999689960328,0.11799999905600145,0.11800000115249976,0.11800000319155979,0.11800000517551013,0.118000007106555,0.11800000898678298,0.11799451040054776,0.11798698088779536,0.11797964204441946,0.11797248671851146,0.11796550811143058,0.11795869975625961,0.11795205549781573,0.11794556947409052,0.11793923609900037,0.11793305004634114,0.11792700623484786,0.11792109981427523,0.1179146921031975,0.11790827929168346,0.11790200745666457,0.11789587199993301,0.11788986852110273,0.11788399280708362,0.11787824082222187,0.11787260869905603,0.11786709272964546,0.11786168935742913,0.11785639516957946,0.11785120688981277,0.11788218611330925,0.11792371901274401,0.11796444694653863,0.1180043930921002,0.11804357974549795,0.11808202836296111,0.11811975960005361,0.11815679334867535,0.11819314877203135,0.11800730392710479,0.11777319489482041,0.1175433140978297,0.11749478825589144,0.11748845584075385,0.1174822335895278,0.11747611865225038,0.11747010827642357,0.11746419980288336,0.11745839066187647,0.11745267836933437,0.11744706052333131,0.11744153480071651,0.1174360989539116,0.1174307508078618,0.11742531012398083,0.11741992637293519,0.11741462743069975,0.11740941130897942,0.11740427608114867,0.117399219879881,0.1173942408948836,0.11738933737073687,0.11738450760483077,0.11737974994539413,0.11737506278961019,0.117370444581818,0.11736588668787395,0.11736139412410518,0.11735696621921687,0.11735260158728522,0.11734829888171472,0.11734405679385151,0.11733987405165758,0.1173357494184386,0.11733168169162456,0.11732766970160147,0.11732371231058991,0.11731982291547527,0.11731627387061572,0.11731277215740321,0.11730931683525547,0.11730590698834864,0.11730254172480703,0.1172992201759262,0.11729594149542466,0.11729270485872556,0.1172895094622648,0.11728635452282643,0.1172832392769021,0.11728016298007571,,,,,,,,,,,,,,,,,,,,
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-2011-08-18,0.12343578376714892,0.12296595798501375,0.12219146228894684,0.12137657040647931,0.12059027795129973,0.11993229258616145,0.11946253959624098,0.11889791327263799,0.11831740705641991,0.11785321893912726,0.11732780706044377,0.1168079667081976,0.11636829070563293,0.1159507536244675,0.11556045782743163,0.11521906098190904,0.11505095956365197,0.11497887919451633,0.11491439018227068,0.11481529452410189,0.1147134255498492,0.11462082546910701,0.11462675301719671,0.11465928169142336,0.11468920891013257,0.1146333557875352,0.11453217865983323,0.11443823669328523,0.11437874690099403,0.11434350095617107,0.11431052995248248,0.11432456453205808,0.11435954063736786,0.11439246032757078,0.1144000089202446,0.11440000126504923,0.11439999402364842,0.11448519184023831,0.11461712258378509,0.11474247125604187,0.11477136977352353,0.11471871746709916,0.11466851642119691,0.1146612138968004,0.11467867468854753,0.11469537657137407,0.1147242544292486,0.11475697710739419,0.11478836506858547,0.11484322580428019,0.11491085718109395,0.11497589122025942,0.11499334182053578,0.11498288707379967,0.11497281259241876,0.11496504729607593,0.11495832055242405,0.11495182580395813,0.1149428088192197,0.11493301378985876,0.11492353999086724,0.11491566011903842,0.1149088106323406,0.1149021752322299,0.11496906151009001,0.11507003193690757,0.1151679970595525,0.11517470444796696,0.11513766792918223,0.11510169077446997,0.1150667281728659,0.11503273780559575,0.11499967967519531,0.11496751594849974,0.1149362108122085,0.11490573033986173,0.1149210173151689,0.114946359586789,0.11497106083625441,0.11499514508137998,0.1150186351549154,0.11504155277674522,0.11506391862087373,0.11508575237763008,0.11510707281148336,0.11512789781483002,0.11514824445807337,0.11516812903629181,0.11518774419703348,0.11520694223257033,0.11522571865293996,0.11524408719615731,0.11526206100979297,0.1152796526823574,0.11529687427270274,0.11531373733759054,0.11533025295755372,0.11534643176117654,0.11536228394790493,0.11537781930948854,0.11539242003491901,0.11540663114485539,0.11542056648673227,0.11543423401037667,0.11544764136295438,0.11546079590323766,0.11547370471507312,0.11548637462010247,0.11549881218978242,0.11525406782028402,0.11498699038052917,0.11472474443671499,0.11469752096991348,0.11469480955700728,0.11469214530553251,0.11468952699563206,0.11468695344915925,0.11468442352790986,0.11468193613194311,0.1146794901979884,0.11467708469792881,0.11467471863736067,0.11467239105422267,0.11467010101749131,0.11466825962571292,0.11466646790181234,0.11466470439684873,0.11466296844937518,0.11466125941845706,0.11465957668288218,0.11465791964040939,0.11465628770704828,0.11465468031637416,0.11465309691887193,0.11465153698130992,0.11464999998614145,0.11464817862834353,0.11464638366994717,0.11464461454111863,0.11464287068830714,0.11464115157366694,0.11463945667450459,0.11463778548274917,0.11463613750444401,0.11463451225926047,0.11463290928003089,0.11463132811230081,0.11462973473621685,0.11462796263628805,0.11462621416711949,0.11462448885917165,0.11462278625526201,0.11462110591016295,0.11461944739021135,0.1146178102729376,0.11461619414670521,0.11461459861036682,0.11461302327293188,0.1146114677532466,,,,,,,,,,,,,,,,,,,,,
-2011-08-19,0.12337660143206808,0.12293433398601383,0.12214997806905181,0.12127266001725356,0.12032940117205748,0.11953898036680566,0.11897473552595428,0.11833938008854217,0.11772937064419775,0.11724160266719452,0.11670068691150104,0.11618507683055612,0.11574897733059375,0.11535532185212305,0.11500278748009718,0.11469441131058211,0.11457368674660451,0.11453783506310611,0.11450575821854714,0.11441018670654612,0.11430877852979981,0.11421659728587907,0.11422836235545253,0.11426077835963877,0.11429060191641072,0.11422837051517387,0.11412753823734989,0.1140339164355526,0.11402298704280556,0.11405813471263437,0.11409101579477054,0.11412629686751097,0.1141611684480881,0.11419398975626427,0.1142000229762552,0.11420002193659906,0.11420002095314041,0.11426875215515886,0.11436745098070245,0.11446122296266714,0.11449999168132385,0.11449998913995962,0.1144999867167984,0.1145241047595904,0.11455894398479782,0.11459226948013668,0.11462583415206895,0.11465850808514144,0.1146898492882471,0.1147697795582332,0.11487101550087564,0.11496836642337982,0.11501913119974816,0.1150469548010955,0.11507376729200502,0.11510113844750047,0.11512801518890092,0.11515396576079029,0.11518047807670584,0.11520655001992974,0.11523176772523258,0.11525404423007624,0.11527456670603597,0.11529444821475088,0.11530001164315595,0.11530000692831965,0.11530000235422455,0.11529097124484178,0.11527864368537277,0.11526666847236378,0.11525503071249954,0.11524371634016894,0.11523271206075347,0.11522200529851356,0.11521158414864852,0.11520143733313915,0.11520494910289747,0.11521057472889407,0.11521605796128909,0.11522140413883131,0.11522661833667724,0.1152317053824603,0.11523666987119907,0.11524151617914158,0.11524624847663145,0.11525087074007678,0.11525538676309433,0.11525980016689319,0.11526356270295235,0.11526721436044318,0.11527078577329086,0.11527427955779501,0.11527769821774303,0.11528104415039264,0.11528431965207808,0.11528752692346633,0.11529066807448785,0.11529374512896418,0.11529676002895806,0.11529971463885902,0.11532181390328344,0.11534548189894323,0.11536869080959056,0.11539145386413896,0.11541378378806799,0.11543569282714583,0.11545719276982291,0.11547829496838302,0.11549901035892995,0.11537062614766147,0.11523720171863672,0.11510617540442336,0.1150973709974259,0.11509466322166761,0.11509200254406626,0.1150893877464021,0.11508681765210893,0.1150842911245098,0.11508180706514048,0.11507936441215683,0.11507696213882168,0.1150745992520652,0.11507227479111704,0.11506998782620359,0.11506816953806354,0.11506638011453463,0.11506461887370811,0.11506288515498642,0.11506117831825802,0.11505949774310897,0.11505784282807086,0.11505621298990354,0.11505460766290976,0.11505302629828007,0.11505146836346758,0.11504991862662695,0.11504809936513638,0.11504630647265812,0.1150445393800148,0.11504279753429292,0.115041080398266,0.1150393874498421,0.11503771818153541,0.1150360720999577,0.11503444872533364,0.11503284759103316,0.11503126824312537,0.11502966509350343,0.11502789288055881,0.115026144299881,0.11502441888190007,0.11502271616940463,0.1150210357171384,0.11501937709141097,0.11501773986972563,0.11501612364041969,0.11501452800232048,0.11501295256441191,0.11501139694551665,,,,,,,,,,,,,,,,,,,,,
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-2011-09-15,0.11773678897518258,0.11628996519388668,0.11434854097430747,0.11259668493792829,0.11140879176570828,0.11061756767087427,0.10992864626183763,0.10929285209068262,0.10879859731528363,0.10836311049152392,0.10797368461022705,0.10764926756412319,0.10744242420240391,0.10733419135810429,0.10724039811604591,0.10726302020066814,0.10737256047768695,0.10746993871025423,0.10774944985338264,0.10809248125814275,0.10840293453604355,0.1087123085842272,0.1090078052056096,0.10927874629339085,0.1095513402114634,0.10982337044415291,0.11007530975542967,0.11032467311305894,0.11057321540691589,0.1108052384096907,0.11106919348341338,0.111350761992282,0.11161533074232954,0.11179102118888995,0.11192105575095646,0.1120438801355097,0.11226284029979827,0.11256130288107924,0.1128445337221522,0.11306264447948844,0.11320377207580523,0.1133381959463835,0.11341902261700199,0.11345410352373486,0.11348762631176856,0.11358430505678996,0.11371579828626932,0.11384182720107416,0.11391835861694721,0.11395230576405302,0.11398492262498117,0.11400944004639779,0.1140269266262619,0.11404376581444531,0.11406078036952616,0.11407766345278891,0.11409395438971237,0.11408958059387042,0.11407319378075642,0.11405735342385759,0.11404077319764938,0.11402360159164293,0.11400697536819515,0.11407908142435508,0.11421412337617132,0.11434508878005345,0.114379655672324,0.11434485219880619,0.11431105856177592,0.11426386876286987,0.11421093033613494,0.11415946483252215,0.11410941162310362,0.11406071336141288,0.1140133157642711,0.11400413428602696,0.11400978629580183,0.11401529340983174,0.11402066112945253,0.11402589468098445,0.11403099903270553,0.11403597891058204,0.11404083881286398,0.11404558302363643,0.11405021562541617,0.11405474051086828,0.11405916139371453,0.11406302321851736,0.11406669157979898,0.1140702784336205,0.11407378646666033,0.1140772182488008,0.11408057623940748,0.11408386279320637,0.11408708016579028,0.11409023051878187,0.1140933159246762,0.11409633837138866,0.11409929976652422,0.11410920309696837,0.11412107663420556,0.11413271747983078,0.11414413240772792,0.11415532793138139,0.11416631031627,0.11417708559155981,0.11418765956114063,0.11419803781405058,0.11414493678387294,0.11407804875601957,0.1140123698256228,0.11399999505973346,0.11399999643331293,0.11399999778279435,0.11399999910880676,0.11400000041195679,0.11400000169283064,0.11400000295199497,0.11400000418999667,0.11400000540736532,0.11400000660461185,0.11400000778223163,0.11400000894070295,0.11400000772334473,0.11400000613574979,0.11400000457335469,0.11400000303556435,0.1140000015218019,0.11400000003150867,0.11399999856414311,0.11399999711917985,0.11399999569611019,0.11399999429444008,0.11399999291369034,0.11399999155339602,0.11399999344606959,0.11399999564894081,0.11399999781988646,0.11399999995959531,0.11400000206873684,0.11400000414796163,0.11400000619790163,0.114000008219171,0.11400001021236705,0.1140000121780711,0.11400001411684735,0.11400001583973363,0.11400001377470148,0.11400001173738805,0.11400000972723867,0.114000007743714,0.11400000578628822,0.11400000385444953,0.11400000194769988,0.11400000006555344,0.11399999820753703,0.1139999963731897,0.11399999456206178,0.11399999277371542,,,,,,,,,,,,,,,,,,,,,
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-2011-09-19,0.11736038172214136,0.11602413417384905,0.11406248381934203,0.11222742409432418,0.11094168168438845,0.11008534592103669,0.10933285671259219,0.1086762025718937,0.10816574031433945,0.10769689521040093,0.1072795284007011,0.10693184285669521,0.10670837783592435,0.10656606575855165,0.10644274342755367,0.10649877248362061,0.10664317047535299,0.10677154006529666,0.10714055942994127,0.10754826663612294,0.10791727395468209,0.10824173664797843,0.10853474782752959,0.10880340946357903,0.10916729781399837,0.10957235829083745,0.1099475461817756,0.11027044617094961,0.11055261734287036,0.11081604180381976,0.1111214090529582,0.1114362962140707,0.11173218059342305,0.11203340767535663,0.11232438208451145,0.1125992611574751,0.11284934600770069,0.1130803281647581,0.11329950940047162,0.11349550851284307,0.11367110069790964,0.11383835709376422,0.11398976442119357,0.11412944101726152,0.11426292612755695,0.11446984316840991,0.1146990123313889,0.11491867699896585,0.11497834269440466,0.11494452089288054,0.11491202640290532,0.11489998508024235,0.11489999226342396,0.11489999918056171,0.11492479420604806,0.11495844286102597,0.11499091182414278,0.11502641330646424,0.11506234482926136,0.11509707973526728,0.11512959618548146,0.11516041032206115,0.11519024704344516,0.11526907639194572,0.11537006614350243,0.11546800433289017,0.1154762778881322,0.1154415735352512,0.11540787613886283,0.1154137459943374,0.11543134454366055,0.11544845451059205,0.11546509596307453,0.11548128788487122,0.11549704824780815,0.11550857392961977,0.11551891316547436,0.11552898738489392,0.11553880664833782,0.11554838051341387,0.11555771806590709,0.11556682794854023,0.11557571838765512,0.11558439721798974,0.11559287190570577,0.11560114956981193,0.11560923700210735,0.11561761183142694,0.11562584756051297,0.11563390033218335,0.11564177617608506,0.11564948085978877,0.11565701990287458,0.11566439859011934,0.11567162198385073,0.11567869493552929,0.11568562209661515,0.11569240792876934,0.11569905671343572,0.11573104235852028,0.11576659862533023,0.1158014588104408,0.11583564315638117,0.1158691711283284,0.11590206145106596,0.1159343321438564,0.1159660005533587,0.11599708338472148,0.11584628900815463,0.11567934885256159,0.11551544093243371,0.11550331447008078,0.11550693153165525,0.1155104851474309,0.11551397697222021,0.1155174086037829,0.11552078158526435,0.11552409740750935,0.11552735751125831,0.11553056328923561,0.1155337160881329,0.11553681721049491,0.11553986791651494,0.11554261256887965,0.1155453005732685,0.11554794591724482,0.1155505496083864,0.11555311262278933,0.11555563590628726,0.1155581203756153,0.11556056691952121,0.11556297639982405,0.11556534965242804,0.11556768748828761,0.11556999069433282,0.11557272508115002,0.11557541955646755,0.11557807498778572,0.11558069221764367,0.11558327206451313,0.11558581532364975,0.11558832276791109,0.1155907951485402,0.11559323319591508,0.11559563762026892,0.11559800911237894,0.11560027146217,0.11560204506784166,0.1156037948694888,0.11560552134313729,0.11560722495220421,0.11560890614791264,0.11561056536969083,0.11561220304555397,0.11561381959247319,0.1156154154167297,0.11561699091425415,0.11561854647095471,,,,,,,,,,,,,,,,,,,,,,
-2011-09-20,0.11747646024539193,0.11606254422928619,0.11405001767000345,0.11227962545829251,0.11105719193585495,0.11024298273231925,0.10955248708556375,0.10897608441096862,0.10852797824511828,0.10818327357887703,0.1079075251912196,0.1076777872825656,0.1074268758493484,0.10717954455687018,0.10696523545243175,0.10703263311477951,0.10721207726172421,0.10737160758864572,0.10770085963802178,0.10803897272929719,0.10834497350255345,0.10879866729367649,0.1092525749828479,0.10966882026332181,0.11001556391460965,0.11031825539511053,0.11059859888046653,0.11086133541927157,0.11110740716772627,0.11133712331142376,0.11166317334148146,0.11201200257403032,0.1123397903497878,0.11256511467523622,0.1127585692094426,0.11294130715632855,0.11325236541224926,0.11361442357196383,0.11395802349363549,0.11416243124763747,0.11426754653394333,0.11436766555036026,0.11449656370627781,0.11463595280410854,0.11476916311916541,0.11490345438452088,0.11503414400515388,0.11515940260024449,0.11531638857652227,0.1154851638979324,0.11564734463646498,0.1157000090419622,0.11570001376522332,0.11570001831354881,0.11570001770373928,0.11570001558333831,0.11570001353733739,0.11576913647767806,0.1158571578741514,0.11594225182461271,0.11602387485035237,0.11610253251091507,0.11617869838549999,0.11617535141943369,0.11614172864547001,0.11610912571069809,0.11609999817209093,0.11610000736138626,0.11610001628432531,0.11609178725448688,0.11608187912672041,0.116072246309054,0.11606459353455079,0.11605767665813538,0.11605094427292606,0.11606154140672831,0.11607468503082563,0.11608749178780742,0.11609997446451548,0.11611214520872415,0.11612401556857344,0.11613559652911642,0.11614689854622529,0.1161579315780783,0.11616870511442356,0.11617922820380255,0.11618950947889606,0.1161997840505451,0.11620983904052395,0.11621967067386185,0.11622928631110985,0.11623869299291756,0.11624789745722608,0.11625690615536288,0.11626572526712176,0.11627436071489972,0.11628281817696018,0.11629110309988389,0.11629922071026644,0.11632182538204083,0.11634550969195945,0.11636873009145687,0.1163915000784268,0.11641383263214844,0.11643574023795655,0.11645723491051863,0.11647832821580528,0.1164990312918428,0.11643531746351354,0.11636860233205937,0.11630309315466003,0.11630087854321847,0.11630178178032247,0.11630266917187315,0.11630354113121433,0.11630439805743742,0.1163052403359901,0.11630606833925472,0.11630688242709653,0.1163076829473868,0.11630847023649649,0.1163092446197691,0.11631000641196798,0.11631091550984896,0.11631181006288638,0.11631269041736925,0.11631355690867995,0.11631440986172081,0.11631524959132022,0.11631607640261987,0.11631689059144446,0.1163176924446554,0.11631848224048613,0.11631926024886585,0.11632003423343384,0.11632094576747787,0.11632184399518364,0.11632272920580378,0.11632360168026734,0.11632446169147714,0.11632530950459508,0.11632614537731345,0.11632696956011723,0.1163277822965334,0.11632858382337163,0.11632937437095392,0.11633017665065482,0.11633106301473206,0.11633193748199444,0.11633280029036475,0.11633365167146348,0.11633449185081579,0.11633532104805133,0.11633613947709565,0.1163369473463538,0.11633774485888715,0.11633853221258383,0.11633930960032313,,,,,,,,,,,,,,,,,,,,,,
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-2011-09-22,0.1170803443537285,0.11560081020407109,0.11331831436663253,0.1114516487499495,0.11021270772741487,0.10938751439306649,0.10872086932891856,0.10819400307879468,0.10778439131749407,0.10754636220416414,0.10737708670749724,0.10723604355693972,0.10711487959498522,0.10701035426653882,0.10691977363109184,0.10708088728170706,0.10729378064592798,0.10748305356080734,0.10806893171745724,0.10863816562732476,0.1091534387560984,0.10980224585859588,0.11041311831553102,0.11097338011152913,0.11161811242175945,0.11225238030474483,0.11283998805971818,0.11326507146155129,0.1136143061354069,0.11394035734083219,0.11435690573233837,0.11477297498657735,0.11516396943248375,0.11529203411165034,0.1153882475183674,0.11547912335703114,0.1158923426262457,0.11638358277781569,0.1168498310292545,0.11707755424971045,0.11718913705666156,0.11729541675890665,0.11739707702181645,0.11749422101369977,0.11758705538561243,0.11774516811667213,0.11790788101287575,0.11806383643169416,0.11828587033139915,0.11852124924162388,0.11874744427301787,0.1188000086803056,0.11880001280580688,0.11880001677851171,0.1189098382364524,0.11903372653723587,0.11915328088376742,0.1192677896225589,0.11937827460238837,0.11948508711647121,0.11958751980625326,0.11968638425406364,0.11978211846680531,0.11963253203763458,0.11943143891263941,0.11923647401124549,0.11942987003699468,0.11970632191619335,0.11997482602955656,0.11996634030325559,0.11993014118265033,0.11989494871488837,0.11986269396744631,0.11983163615736281,0.11980140738274558,0.11977893471685674,0.11975738965671279,0.1197363974327379,0.11971593703619643,0.11969598850952856,0.11967653288141711,0.11965755210661055,0.11963902901009749,0.11962094723527228,0.11960329119576096,0.11958604603061218,0.11956922641546308,0.11955335980042903,0.11953784995588168,0.11952268498230456,0.11950785350354853,0.1194933446383708,0.11947914797381243,0.11946525354027449,0.11945165178817008,0.11943833356603695,0.11942529010000325,0.11941251297451316,0.11939999411421875,0.11953257988023758,0.11966255542609217,0.11978999708080762,0.11991497822611552,0.12003756943734589,0.12015783861631557,0.12027585111673589,0.12039166986262617,0.12048530738841867,0.12017999290376391,0.11988031052988934,0.11959981722076596,0.11959614767382942,0.11959254308633605,0.11958900174852127,0.1195855220101012,0.11958210227770838,0.11957874101245847,0.11957543672764226,0.11957218798653235,0.11956899340030036,0.11956585162603717,0.1195627613648711,0.11955974653723178,0.11955701759629878,0.11955433232491397,0.11955168968317231,0.11954908866392744,0.11954652829151025,0.11954400762050943,0.11954152573460752,0.11953908174547001,0.1195366747916855,0.11953430403775367,0.11953196867311733,0.11952960165947335,0.1195268748729279,0.1195241878999822,0.11952153987498271,0.11951892995719127,0.1195163573298943,0.11951382119955145,0.11951132079497873,0.1195088553665673,0.11950642418553392,0.11950402654320302,0.11950166175031773,0.11949948230473129,0.11949771264820797,0.11949596674820451,0.11949424412953658,0.11949254432960799,0.11949086689799815,0.1194892113960635,0.11948757739655447,0.11948596448324911,0.11948437225059871,0.11948280030338831,0.1194812482564096,,,,,,,,,,,,,,,,,,,,,,
-2011-09-23,0.11664972824056696,0.11518537242024185,0.11249729584172496,0.11041401783167926,0.10906765382206496,0.10817098485489463,0.10735584955090904,0.10669704353473208,0.10618490984348283,0.10574232574131859,0.10537327658608975,0.10506582971540834,0.10487940958613073,0.10474101844140682,0.1046210934707652,0.10472786323796068,0.1048689701197747,0.10499441359000072,0.10542187415555193,0.10582170995197382,0.10618359076516848,0.10673284468822675,0.10724511125160441,0.1077148972262596,0.10829172573393464,0.10885714859549167,0.10938094548332189,0.10972586151462993,0.11000432701777285,0.11026429119723158,0.1107087990547666,0.1111581975907383,0.11158052548345632,0.11172901492929377,0.11185693613399428,0.11197776412044669,0.11238861263008526,0.11284595035727407,0.11328000867601085,0.11349594839935473,0.11362467739102344,0.11374729026664476,0.11386643077733782,0.11398067777029475,0.11408985806755112,0.11419186278841265,0.11428928437768215,0.11438265472731057,0.11456911358622635,0.11477049042593568,0.1149640044064626,0.11511595914728456,0.11525431517356877,0.11538756312692766,0.11543130100289867,0.11546472398538854,0.11549697518104907,0.11551516100859982,0.11553139015426517,0.11554707855284496,0.11556420172654569,0.11558122397476,0.11559770608164466,0.11571811087217987,0.11585196449250601,0.11598177727846992,0.11593918112574553,0.1158701645293736,0.11580315249868223,0.11580000926121148,0.11580000854325978,0.11580000784525102,0.11580000514727962,0.11580000231256293,0.11579999955343889,0.115800000339491,0.11580000110512612,0.1158000018511296,0.11580000257824685,0.1158000032871862,0.11580000397862089,0.11580000465319129,0.11580000531150714,0.11580000595414863,0.11580000658166911,0.11580000719459616,0.11580000771507581,0.11580000748779251,0.11580000726561646,0.11580000704837778,0.11580000683591352,0.115800006628068,0.11580000642469246,0.1158000062256439,0.11580000603078577,0.11580000583998751,0.11580000565312298,0.11580000547007185,0.11580116470183066,0.11582525736158411,0.11584887344383077,0.11587202695086352,0.11589473134176065,0.11591699955847634,0.11593884405044053,0.11596027679776677,0.11598130933316186,0.1159934828818423,0.11592570982159578,0.11585917300302473,0.11580018650479884,0.11580201880911045,0.11580381868618672,0.11580558698929977,0.11580732454204457,0.1158090321396199,0.11581071055003944,0.11581236051528587,0.11581398275240251,0.11581557795453379,0.1158171467919118,0.1158186899127962,0.11582025461285705,0.11582207183117488,0.1158238599768886,0.11582561974213479,0.11582735179725234,0.11582905679163491,0.11583073535454069,0.11583238809586915,0.11583401560689754,0.11583561846098833,0.11583719721426067,0.11583875240623542,0.11584016920693818,0.11584107852599601,0.11584197457104795,0.11584285763064384,0.11584372798502995,0.11584458590644653,0.11584543165941041,0.11584626550098842,0.11584708768105667,0.11584789844255039,0.11584869802170394,0.11584948664827954,0.11585030381675954,0.11585118795432359,0.11585206022495576,0.11585292086598087,0.11585377010843811,0.11585460817728599,0.11585543529160258,0.11585625166477609,0.115857057504688,0.11585785301388962,0.11585863838977262,0.11585941382473086,,,,,,,,,,,,,,,,,,,,,,
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-2011-09-27,0.11655940225928085,0.11508536579210316,0.11228537480632128,0.11028715002374412,0.10903270845106139,0.10819720156389279,0.10734521553956866,0.10666941011870779,0.10614406883654892,0.10566731099186333,0.10527196887287027,0.1049426250913188,0.10469769987644995,0.10449301768788777,0.10431565713453295,0.10454864475824177,0.10479273244142284,0.10501288825974919,0.10526948424734894,0.10550047158043374,0.10572432264763876,0.106210898206748,0.10665534984460634,0.10706292071394641,0.10767983882310173,0.1082740980970287,0.1088246224267948,0.1091216059735367,0.10936366346413617,0.1095896314503706,0.10991359871431139,0.11022285668309717,0.11050332496117576,0.11057078189389746,0.11063438789784441,0.11069446357986967,0.11110233609051923,0.11152487786463183,0.11192589936814201,0.11220524715323044,0.11244767030442371,0.1126785986215395,0.11270000986322848,0.11269999702595057,0.1126999847592185,0.11293640169041974,0.11316280539756396,0.113379818835313,0.11343146380315572,0.11346489633611934,0.11349701873494422,0.11337061240088309,0.11323274782997728,0.11310000548888066,0.11320363719545212,0.11330357690722259,0.1134000184679842,0.11350711563139626,0.11361059216618807,0.11371062862360826,0.11380866781109278,0.11390368462165057,0.11399569274931176,0.1140524131014109,0.11410579486340477,0.11415756143903333,0.11420722342471334,0.1142553992115436,0.11429819048490719,0.11426109859408284,0.11422505272826,0.11419000925442013,0.11415820710963742,0.11412726535353679,0.11410211264179448,0.11412415155689448,0.11414561845177129,0.11416653531129661,0.11418692300797884,0.11420680137143702,0.11422618925273165,0.11424510458399162,0.11426356443373398,0.11428158505823571,0.11429918194927935,0.11431636987857252,0.11433304813099587,0.11434886517673326,0.11436432700023946,0.11437944543510548,0.11439423179507524,0.11440869690228128,0.11442285111366046,0.11443670434568287,0.11445026609752307,0.11446354547278026,0.11447655119985756,0.11448929165109467,0.11449653093413525,0.11447247686338113,0.11444889961469795,0.11442578514922341,0.11440311997385866,0.11438089111500305,0.1143590860937913,0.11433769290273221,0.11431669998366134,0.1142804471673351,0.11417896695399632,0.11407934082697047,0.11400001407883087,0.1140000119462683,0.1140000098514502,0.11400000779338315,0.1140000057711088,0.11400000378370101,0.11400000183026626,0.11399999990994036,0.11399999802188909,0.1139999961653051,0.11399999433940855,0.11399999254344473,0.11399999156912188,0.1139999931258664,0.11399999465770305,0.11399999616522472,0.11399999764900604,0.11399999910960323,0.11400000054755544,0.11400000196338533,0.11400000335759963,0.11400000473068927,0.11400000608313121,0.1140000074153873,0.11400000788086251,0.11400000623745465,0.11400000461803805,0.11400000302209112,0.1140000014491076,0.11399999989859544,0.11399999837007613,0.11399999686308537,0.11399999537717131,0.11399999391189497,0.11399999246682935,0.11399999104155922,0.11399999116930437,0.1139999933263387,0.11399999545441974,0.11399999755412638,0.11399999962602214,0.11400000167065638,0.11400000368856311,0.11400000568026347,0.11400000764626439,0.11400000958706014,0.11400001150313233,0.11400001339495058,,,,,,,,,,,,,,,,,,,,,,
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-2011-10-03,0.1158003635045155,0.11342988150190259,0.1102663248643283,0.10819984330554666,0.10673590508925623,0.10573528952647426,0.10458038830226668,0.10371500405675893,0.10305426078182478,0.10262734994530054,0.10227818215887008,0.10198801680565195,0.10175590296226877,0.10155698715267181,0.10140793117581604,0.10148511380662661,0.10155322061955152,0.1017097689709725,0.10214099358573847,0.10252924005032615,0.1028862241202797,0.1032279526533113,0.10354005813456735,0.10384910875256059,0.10434221982700742,0.10479759479502726,0.10521452258864095,0.10550760749784738,0.10578054952030924,0.10605368120554703,0.10641568637754073,0.10675517383151423,0.10703295021000891,0.10716637150111419,0.1072921834465006,0.10742997519807251,0.10773558757646873,0.10802519288942936,0.10830001663709199,0.10844426226004522,0.10858148893338426,0.10872064872803677,0.10893179075329051,0.10913337292300929,0.10932536295469286,0.10950626241506511,0.10967949166931734,0.109845833284135,0.11000824641145535,0.1101641853739026,0.11030692928251029,0.11037803740981156,0.11044646651104362,0.11051202274920136,0.11057376980694089,0.1106333148641605,0.11069097881611456,0.1107475141721832,0.11080213580854137,0.11085505490061309,0.11090732180736773,0.1109579050263696,0.1110009785638888,0.11100782431093204,0.11101445945985966,0.11102101157809274,0.11102806556450884,0.11103491212356653,0.11104162080811397,0.11104832880405557,0.1110548478811697,0.11106135457396937,0.1110683900466436,0.1110752354141682,0.1110813986470256,0.1110861670718728,0.11109081166120327,0.11109533717717479,0.11109974814086021,0.1111040488473134,0.11110824337951919,0.1111123356213215,0.11111632926941906,0.1111202278445027,0.11112403470160803,0.11112775303974409,0.11113144536721253,0.11113514930897606,0.11113877002802708,0.1111423102980631,0.1111457727708769,0.11114915998298303,0.11115247436181286,0.11115571823151704,0.11115889381840072,0.11116200325601833,0.11116504858995402,0.11116803178231005,0.11117120196551866,0.11117479830957078,0.11117832345018552,0.11118177948125263,0.1111851684153582,0.11118849218769378,0.11119175265973968,0.11119495162274329,0.1111980908009984,0.11121300836587822,0.11124671079336368,0.11127980144390581,0.11129998686744336,0.1112999870494451,0.11129998722822543,0.11129998740386937,0.11129998757645865,0.1112999877460723,0.11129998791278672,0.11129998807667518,0.1112999882378094,0.11129998839625799,0.11129998855208756,0.11129998870536251,0.1112999887794428,0.11129998875088276,0.11129998872277991,0.11129998869512292,0.11129998866790158,0.11129998864110546,0.11129998861472501,0.11129998858875023,0.11129998856317203,0.11129998853798151,0.1112999885131698,0.11129998848872824,0.1112999896554554,0.11129999210528063,0.11129999451934203,0.11129999689841696,0.11129999924326062,0.11130000155460662,0.11130000383316752,0.11130000607963586,0.11130000829468534,0.11130001047897009,0.11130001263312672,0.11130001475777451,0.11130001499561426,0.11130001409464163,0.11130001320576244,0.11130001232873488,0.1113000114633238,0.11130001060929962,0.11130000976643917,0.11130000893452485,0.11130000811334506,0.11130000730269307,0.11130000650236793,0.11130000571217358,,,,,,,,,,,,,,,,,,,,,,
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-2011-10-10,0.11509500269537454,0.11343576897725294,0.11151952729173531,0.11011645809715409,0.10890513831052773,0.1080201905968674,0.10722119810127917,0.10662233185263204,0.10614332875657806,0.10573608842747628,0.10540300331565966,0.10516447003734197,0.10505257321716788,0.10495667067437409,0.10494088413316716,0.10505330981716487,0.10515251844966866,0.10534471582078919,0.10562512107952671,0.10587754663107352,0.10622185253322436,0.10665666320372602,0.10705381350935594,0.10737303752692351,0.10758047232276491,0.10777198508414543,0.10796474061309391,0.10818088828634109,0.10838216712872395,0.10861368537786564,0.10889893147498086,0.10916641634711843,0.1094636898270791,0.10979261269966223,0.11010282929554815,0.11032320826697672,0.11039026503657379,0.1104537962382115,0.11052627208724775,0.11063319355517542,0.11073490889512416,0.11084871374153549,0.11099030185659409,0.11112547098312908,0.11127331505897287,0.11143910150147063,0.11159785637839459,0.1117351855771529,0.1118378636284878,0.11193644347953202,0.11196866246848147,0.11187704746694549,0.11178889676155856,0.1117040827767859,0.1116224445023315,0.11154372755832442,0.11167384408602365,0.11206959441013886,0.11245206327092028,0.11266463728968157,0.11256090260133189,0.11246052340160273,0.11236031065004481,0.11225839366194235,0.11215962149248315,0.11205777463656297,0.11194925144270096,0.11184393023537487,0.1117429877721321,0.11164636539424011,0.1115524728195052,0.11163731027379442,0.11195149166686491,0.11225726690017424,0.11240305727970346,0.11240874536341106,0.11241428573264645,0.11241968406767366,0.11242494576120232,0.11243007593635457,0.11243507946330533,0.11243996097470155,0.11244472487997004,0.11244937537860067,0.11245391647249425,0.11245835197744869,0.1124623396942277,0.11246602638828063,0.11246963024708534,0.11247315403142744,0.11247660038075602,0.1124799718197782,0.11248327076462528,0.11248649952862921,0.112489660327731,0.11249275528555347,0.11249578643815838,0.11249875573851353,0.11255537840714913,0.11265075724520113,0.11274425532889665,0.11283592774407225,0.11292582744614754,0.1130140053621298,0.11310051048681236,0.1131853899735511,0.11326868921996924,0.11315234516144801,0.11291738396107798,0.11268674303317949,0.11259999152596167,0.11259999167330292,0.11259999181803648,0.11259999196023074,0.11259999209995208,0.11259999223726447,0.11259999237222962,0.11259999250490726,0.11259999263535492,0.11259999276362853,0.11259999288978184,0.11259999301386703,0.11259999324184489,0.11259999351867389,0.11259999379107355,0.11259999405914933,0.1125999943230036,0.11259999458273495,0.11259999483843952,0.11259999509021013,0.11259999533813692,0.11259999558230738,0.11259999582280611,0.11259999605971527,0.1125999968003677,0.11259999773153728,0.1125999986491133,0.11259999955339128,0.1126000004446579,0.11260000132319226,0.11260000218926502,0.11260000304313955,0.11260000388507185,0.11260000471531062,0.11260000553409788,0.11260000634166878,0.11260000719775087,0.1126000080521139,0.11260000889500899,0.11260000972666528,0.1126000105473064,0.11260001135714948,0.11260001215640658,0.11260001294528355,0.11260001372398154,0.11260001449269619,0.11260001525161822,0.11260001600093372,,,,,,,,,,,,,,,,,,,,,,
-2011-10-11,0.11497609949200083,0.11324331146895283,0.11123612500858737,0.10972288387767937,0.10848301551136075,0.10757541559604045,0.10678746837864295,0.10619687585392623,0.10573796781183575,0.10537130567142916,0.10507139981165725,0.10485878533454396,0.10474766467425956,0.10465242728916935,0.1046310639494632,0.1047055635801395,0.10477130272094959,0.10491911873796389,0.10512838316646622,0.105316755038384,0.10556864593731263,0.10586837070926292,0.10614210342227914,0.10639716856428727,0.1066382528101939,0.10686083874016927,0.10707537466426542,0.10729082291459147,0.10749145035545693,0.10771178879541687,0.10796061043662375,0.10819393148629186,0.10842589822103443,0.10865550913081723,0.10887204298175357,0.109039716242181,0.10914004949415212,0.10923511042161116,0.10934199001288336,0.10948421218926851,0.10961951361947975,0.1097417233376965,0.10984768302551196,0.10994883580169046,0.11011394047695022,0.1103455511382525,0.11056735130844997,0.11070000752391751,0.11070000381119316,0.11070000024697779,0.11071376315401338,0.11074893758416415,0.11078278572898359,0.11081662342365828,0.11085057325968228,0.11088331158424514,0.11091608984155199,0.11094902274826679,0.11098084021247145,0.11102691070772819,0.11109594922476385,0.1111627647775213,0.11119255314885823,0.11117559265023158,0.11115915426014955,0.11114233639514137,0.11112486783305431,0.11110791331483583,0.11110891784772159,0.1111255465042964,0.11114170698645487,0.11115846655178263,0.11117590395918242,0.11119287034795233,0.11121657535748497,0.11124497932222899,0.11127264621965027,0.11129960437200692,0.1113258806688413,0.1113515006564445,0.11137648862069693,0.11140086766385582,0.11142465977579374,0.11144788590015531,0.11147056599584726,0.11149271909424185,0.11148747365734835,0.11146905569522048,0.11145105191486748,0.11143344850050196,0.11141623224404706,0.1113993905120858,0.1113829112149447,0.11136678277775114,0.11135099411332083,0.11133553459674106,0.11132039404152572,0.11130556267723257,0.11130748838999827,0.11131940199836188,0.11133107981763812,0.11134252877919137,0.1113537555453461,0.11136476652231364,0.11137556787238312,0.11138616552542047,0.11139656518972463,0.11139998959847341,0.11139999092115871,0.11139999221979502,0.1113999933942098,0.11139999449769178,0.11139999558164293,0.11139999664657729,0.11139999769299136,0.11139999872136364,0.11139999973215686,0.11140000072581802,0.11140000170277897,0.1114000026634574,0.11140000360825675,0.1114000045375676,0.11140000432735842,0.11140000367440317,0.11140000303189534,0.11140000239958603,0.11140000177723408,0.1114000011646068,0.11140000056147725,0.11139999996762673,0.11139999938284273,0.11139999880691898,0.11139999823965585,0.11139999768085929,0.11139999721259053,0.11139999677672163,0.11139999634721609,0.11139999592393512,0.11139999550674462,0.11139999509551379,0.11139999469011608,0.11139999429042846,0.1113999938963306,0.11139999350770635,0.11139999312444249,0.11139999274642887,0.11139999359185038,0.11139999455322203,0.11139999550168955,0.11139999643751075,0.11139999736093698,0.1113999982722127,0.11139999917157639,0.1114000000592601,0.11140000093548985,0.11140000180048593,0.11140000265446282,0.11140000349762991,,,,,,,,,,,,,,,,,,,,,,
-2011-10-13,0.11472701258758611,0.11298676322773038,0.1111609671760907,0.109723900029574,0.10845757358671548,0.1075495145815828,0.1068113752260198,0.10625809356397276,0.10581838327415793,0.1054552590482094,0.10515824610242586,0.10492167581592704,0.10473785706899474,0.10458032248302507,0.10453487742395917,0.1046089544224107,0.10467432060558601,0.10485131879057796,0.10509420516931112,0.10531284856275991,0.10562441093200459,0.10598915606067916,0.1063222893097413,0.10664032681851565,0.10694910537772495,0.10723420820974439,0.10747169279585989,0.10765062640692036,0.10781724575709473,0.10807715719532318,0.10843150201175034,0.1087638031882614,0.10903713005762805,0.10926609917174401,0.10948202763397807,0.10965945965158719,0.10979289361277766,0.10991931953449985,0.11005501572784904,0.11021464034576711,0.11036649969850254,0.1105109309396366,0.11064838057469983,0.11077959836904161,0.11090440402772872,0.11102326751894331,0.11113708490700458,0.11124513398401747,0.11134742837453104,0.11144563984854328,0.11151548689606305,0.11155058438957721,0.11158435849567905,0.11161825550045879,0.11165214623065012,0.11168482755617792,0.11171944194824057,0.1117556145667502,0.11179056211259986,0.11182361902268756,0.11185463987779687,0.11188466088424054,0.11189174736133456,0.11187481011285594,0.11185839425670063,0.11184149521851672,0.11182403804503216,0.11180709457994986,0.11182135353259626,0.11185791033473502,0.11189343851947897,0.11192677040439825,0.11195810464035927,0.11198859285260543,0.1120059755163283,0.11201543536888736,0.112024649588357,0.1120336276192273,0.1120423784279323,0.11205091053272076,0.11205923203131274,0.11206735062653483,0.11207527365010117,0.11208300808469729,0.11209056058450617,0.11209793749430075,0.1120933105890094,0.11208410899391996,0.11207511424983618,0.11206631945929835,0.11205771802813747,0.11204930364898558,0.1120410702858523,0.11203301215968442,0.1120251237348382,0.11201739970639779,0.11200983498827832,0.11200242470205723,0.1120322648013008,0.11207987463065416,0.1121265436693002,0.11217229953002206,0.11221716875547116,0.1122611768695112,0.11230434842563275,0.11234670705263561,0.11238827549775121,0.11232705666661902,0.11222653594819154,0.11212785171698214,0.11209998655569953,0.1120999866163519,0.11209998667593069,0.11209998673446431,0.11209998679198008,0.11209998684850397,0.11209998690406175,0.11209998695867784,0.11209998701237622,0.11209998706517932,0.11209998711710978,0.11209998716818892,0.11209998712263936,0.11209998704812851,0.11209998697481027,0.11209998690265555,0.11209998683163702,0.1120999867617285,0.11209998669290355,0.11209998662513754,0.11209998655840603,0.11209998649268571,0.11209998642795371,0.11209998636418783,0.11209998842213342,0.11209999094515011,0.11209999343133425,0.11209999588148678,0.1120999982963855,0.1121000006767856,0.11210000302342116,0.11210000533700537,0.11210000761823191,0.11210000986777469,0.11210001208628939,0.1121000142744133,0.11210001422525306,0.11210001406712711,0.1121000139111239,0.11210001375720036,0.11210001360531585,0.11210001345542975,0.11210001330750274,0.11210001316149709,0.11210001301737527,0.1121000128751013,0.11210001273463965,0.11210001259595592,,,,,,,,,,,,,,,,,,,,,,
-2011-10-14,0.1145139820789014,0.11283361614534249,0.11129230620664377,0.1101288049400968,0.10904461300469448,0.10818737478089013,0.10742125062067953,0.106847005100275,0.10643930042872052,0.10615157246907336,0.10591621433843801,0.10574729732146348,0.10563783228901769,0.1055440137434771,0.10553863778858807,0.10561223870907477,0.10567718476690025,0.10591018869387225,0.10622092182298859,0.10650065628704364,0.1068205775381108,0.10715072739340958,0.10745225457140073,0.10777292797160754,0.10811472048071225,0.10843031485826171,0.10871274202642711,0.1089623674009339,0.10919482775453848,0.10945566563048836,0.10973830162431764,0.11000333826069109,0.11024840227067956,0.11047672998471492,0.11069205340909472,0.11088252259049591,0.11104888535116397,0.11120651515864588,0.11138377171371405,0.11159607048862408,0.11179805086026051,0.11193466111379125,0.11200499148053811,0.11207212916214981,0.11223642873524442,0.1124670974321762,0.11268799526831019,0.11283342141355246,0.1129014740355545,0.11296680846789986,0.1130686856473464,0.11320884277498422,0.11334372761650013,0.11336018355709032,0.11329250809671931,0.1132272535129728,0.11319999802095215,0.11320000077786752,0.11320000344132808,0.11323359325011362,0.11330242520602152,0.11336904082845933,0.11340908555280271,0.11342599110184803,0.11344237672511492,0.11345934626394061,0.1134767768722984,0.11349369507665119,0.11350001068004012,0.11350001172875301,0.11350001274792465,0.11350001333812432,0.11350001361577444,0.11350001388592035,0.11349614953111065,0.11349048001036088,0.11348495777764267,0.11347957716697787,0.11347433279932595,0.11346921956464695,0.11346423260529437,0.11345936730062167,0.11345461925270284,0.1134499842730734,0.11344545837040676,0.11344103773905023,0.11343714320430531,0.1134334683296434,0.11342987604815757,0.11342636360635572,0.11342292837179468,0.11341956782650131,0.11341627956081735,0.11341306126763628,0.11340991073700679,0.11340682585107009,0.11340380457931376,0.11340084497411373,0.11340865205487383,0.11342054303250215,0.11343219866847298,0.11344362588101142,0.11345483131981227,0.11346582137894234,0.11347660220900746,0.11348717972863143,0.11349755963529007,0.11347407433323564,0.11344059455985267,0.11340772448899905,0.11339998832431553,0.11339999091398933,0.11339999345782803,0.1133999959570382,0.11339999841278381,0.11340000082618884,0.1134000031983391,0.11340000553028351,0.11340000782303572,0.11340001007757516,0.11340001229484953,0.11340001447577519,0.1134000138285225,0.11340001253989884,0.11340001127189314,0.11340001002401445,0.1134000087957876,0.11340000758675162,0.11340000639646042,0.11340000522448146,0.1134000040703953,0.11340000293379515,0.11340000181428689,0.1134000007114877,0.11340000176506537,0.1134000031572,0.11340000452901156,0.11340000588094168,0.11340000721341958,0.11340000852686227,0.11340000982167431,0.1134000110982496,0.11340001235697073,0.11340001359820984,0.1134000148223282,0.11340001602967775,0.11340001485293771,0.1134000136920994,0.11340001254684307,0.11340001141685652,0.11340001030183688,0.11340000920148863,0.11340000811552375,0.11340000704366249,0.11340000598563171,0.11340000494116542,0.11340000391000427,0.113400002891896,,,,,,,,,,,,,,,,,,,,,,
-2011-10-17,0.11431299737958645,0.11262211144061118,0.11108270414052623,0.1098631230664242,0.10880222484484947,0.10794404803696556,0.10718875013445395,0.10662261462665623,0.10626796578796971,0.10605425259861523,0.10587942706169962,0.10574159937459782,0.10563294833514969,0.10553982737013867,0.10556354984712302,0.10567331203276242,0.10577017006977707,0.10605093110587593,0.10639443804707471,0.1067036855073189,0.10706076501996242,0.1074223455322234,0.10775258739929838,0.10808986846099033,0.10843035242571353,0.10874473817425967,0.1090250315995942,0.10927382010985043,0.10950550096166856,0.10981193927300636,0.11016414361202664,0.1104944366925007,0.11073680138222519,0.1109319522982537,0.1111159831373929,0.111290623605802,0.11145656196489728,0.11161378958222978,0.11176274040081902,0.11190395740141756,0.11203830241414514,0.11213811187429124,0.11220828716671338,0.11227527680379779,0.1124687593934528,0.1127318211246251,0.11298374703046865,0.11311835883908694,0.11315231675426851,0.1131849173274686,0.11319999203473041,0.11320000001861685,0.11320000770122451,0.11323879025922268,0.1132995930507339,0.11335822745910851,0.11341548679575908,0.11347118534002121,0.11352499844427566,0.11357767890674819,0.11362922350161875,0.1136791076392818,0.11370988671050264,0.11372676725264985,0.11374312863767133,0.1137601770726262,0.11377759058892245,0.11379449220333915,0.11377511923646177,0.11373866397071875,0.11370323675715244,0.11367021257822851,0.11363895466656726,0.11360854240541318,0.11360689851602834,0.11361633355888157,0.11362552361253742,0.11363447809674043,0.11364320595443123,0.11365171568153865,0.11366001535456438,0.11366811265615095,0.1136760148988003,0.11368372904690038,0.11369126173719613,0.11369861929783354,0.11368482460285034,0.11366646259434554,0.11364851350786265,0.11363096356968416,0.11361379961195062,0.11359700903971048,0.11358057980009839,0.11356450035348065,0.11354875964642597,0.11353334708636487,0.11351825251781911,0.11350346620008711,0.11353684454077051,0.113584365604952,0.11363094762611992,0.11367661816594632,0.11372140371794481,0.11376532975872089,0.11380842079629794,0.11385070041571366,0.11389219132206518,0.11384493511419613,0.11377803847606849,0.11371236204930146,0.1136999896217139,0.11369999178625223,0.11369999391248031,0.11369999600140623,0.11369999805400277,0.11370000007120984,0.11370000205393493,0.11370000400305424,0.11370000591941531,0.11370000780383704,0.11370000965711147,0.11370001148000419,0.11370001207672864,0.11370001246601569,0.11370001284907394,0.11370001322605194,0.11370001359709336,0.1137000139623372,0.11370001432191845,0.11370001467596746,0.11370001502461125,0.11370001536797258,0.11370001570617072,0.1137000160393209,0.11370001367136995,0.11370001105652161,0.11370000847984629,0.11370000594051399,0.11370000343771913,0.11370000097067834,0.11369999853863089,0.11369999614083781,0.11369999377658013,0.11369999144515952,0.11369998914589652,0.11369998707014406,0.11369998883678778,0.11369999057955793,0.11369999229893524,0.11369999399538733,0.11369999566937006,0.11369999732132663,0.11369999895168914,0.11370000056087792,0.11370000214930309,0.11370000371736366,0.1137000052654491,0.11370000679393844,,,,,,,,,,,,,,,,,,,,,,
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-2011-10-19,0.11379324365569787,0.11194263204599486,0.11039296283150102,0.10898916511376577,0.10778117213055305,0.10688600877363519,0.10618886592084564,0.10566629694064322,0.10526783182230615,0.10495348563506846,0.10469635979880709,0.10455358139441762,0.10448224420722796,0.10442110171381458,0.10447473624791437,0.10458318856597892,0.10467889063149283,0.10484277347637372,0.10501276141195381,0.10516577291540741,0.10541585582475421,0.1056765594948843,0.10591464697789155,0.10615654428432886,0.10639308492921629,0.10661147503479418,0.1068282208196174,0.10704000727592189,0.10723722419811743,0.10749723688802981,0.10777727132717985,0.10803986792128173,0.10833385884407387,0.10862496353717854,0.10889950370611468,0.10904276844778282,0.10910879693843856,0.10917135387156951,0.10925739674320667,0.10936280362194162,0.10946307799697896,0.10961234456370117,0.10978700554375553,0.10995375303507449,0.1101700571037254,0.11039928354039064,0.11061880001260649,0.11074331158749051,0.11081096962566384,0.11087592521954459,0.1109645608129528,0.11106562285010413,0.11116287990502549,0.11125451429997346,0.11134202693860096,0.11142642065276465,0.11151008130561757,0.11159173664253985,0.1116706296990444,0.11161284074675848,0.11147581675301743,0.11134322897002957,0.1113069014143715,0.11131701057055254,0.11132680876353263,0.1113347488055223,0.11134168287337753,0.11134841303943532,0.11135774056676273,0.11136766183548663,0.11137730371671362,0.11138507584609791,0.11139200306619701,0.11139874310557363,0.11140390817553492,0.11140861336435437,0.11141319635962765,0.11141766186037927,0.11142201432774512,0.11142625799983774,0.11143039690551171,0.11143443487712057,0.11143837556235314,0.11144222243522384,0.11144597880628715,0.11144964783214006,0.11145253600978045,0.11145528606994892,0.1114579743375892,0.11146060287223558,0.11146317364290259,0.11146568853300431,0.1114681493449563,0.11147055780448256,0.11147291556465322,0.1114752242096666,0.11147748525839996,0.11147970016774122,0.11148208197649656,0.11148445107483407,0.11148677326523404,0.11148904992719877,0.11149128238666339,0.11149347191857051,0.11149561974929889,0.11149772705895278,0.11149979498352525,0.11146925233445582,0.11143587385818243,0.11140310323851121,0.11140001107356179,0.11140000862735544,0.1114000062244449,0.11140000386369064,0.1114000015439931,0.11139999926429023,0.11139999702355663,0.11139999482080176,0.11139999265506773,0.11139999052542948,0.11139998843099175,0.11139998637088899,0.11139998838550613,0.11139999056806094,0.111399992715695,0.11139999482923968,0.11139999690950009,0.11139999895725627,0.11140000097326452,0.11140000295825714,0.11140000491294466,0.11140000683801565,0.11140000873413825,0.11140001060196036,0.11140001060711424,0.11140001061219218,0.11140001061719618,0.11140001062212757,0.1114000106269879,0.11140001063177896,0.11140001063650184,0.11140001064115834,0.11140001064574978,0.11140001065027749,0.11140001065474259,0.11140001055216442,0.11140000981345555,0.11140000908472913,0.11140000836578445,0.11140000765642566,0.11140000695646224,0.111400006265709,0.111400005583985,0.11140000491111479,0.11140000424692675,0.11140000359125368,0.11140000294393348,,,,,,,,,,,,,,,,,,,,,,,
-2011-10-20,0.11374058263051845,0.11199734814026607,0.11046736586374806,0.10913331873168874,0.10809420197475528,0.10727556540553596,0.10662454639769914,0.10613653334331685,0.10577859129589995,0.10550198238203512,0.10527571746484976,0.10514989002750186,0.1050790416162557,0.10501831802162132,0.1050801858624697,0.10518799802327217,0.10528313513526055,0.1054815787985548,0.10568455242248209,0.1058672605473463,0.10616324084340922,0.10646173500490952,0.10673434349771149,0.10698349624132542,0.10721238348415896,0.10742370602132345,0.10763866992042437,0.10784974720688378,0.10804630359747036,0.1083373949606179,0.10865144293489482,0.10894594372735367,0.10916541887060216,0.10935894734571594,0.10954144797860366,0.10973791204223127,0.10993550265360263,0.11012272621159047,0.11032505663567682,0.11053535459929908,0.11073543108938022,0.1108483279928969,0.11091804336021727,0.1109845939286529,0.11120707319290868,0.11146850647369777,0.11171887257083712,0.11186989452639007,0.1119711937534158,0.11206844969406582,0.11210000598331038,0.11209999812329619,0.11209999055988629,0.11213966669426134,0.1121900776958904,0.11223869046867496,0.11231150216343844,0.11238976326374917,0.11246537667495082,0.11253923075401961,0.11261103999250244,0.11268053721702698,0.11271232672321774,0.11272914326985073,0.11274544262682018,0.1127627107685727,0.11278003996817487,0.11279685974351628,0.11278629106632665,0.11276978533587223,0.11275374479014988,0.11273649319030832,0.11271920382993428,0.11270238200741445,0.1126876229468905,0.1126735179175713,0.11265977942454719,0.11264639336373938,0.11263334634552646,0.11262062565007036,0.1126082191859532,0.11259611545184223,0.11258430350092663,0.11257277290789691,0.11256151373825452,0.11255051651976489,0.11257495458281319,0.11260057694853454,0.112625624101093,0.11265011519547263,0.112674068545497,0.11269750166949954,0.1127204313330521,0.11274287358896684,0.11276484381477658,0.11278635674787152,0.11280742651846754,0.11282806668055612,0.11284858608129444,0.11286872629133593,0.11288846803907737,0.1129078230337015,0.11292680253006226,0.11294541735050734,0.11296367790545592,0.11298159421281428,0.11299917591630093,0.1129676540654152,0.11293429505167207,0.11290154353821857,0.11289999908870318,0.11289999937313655,0.11289999965253572,0.11289999992703326,0.11290000019675683,0.11290000046182991,0.11290000072237194,0.11290000097849795,0.1129000012303194,0.11290000147794377,0.11290000172147518,0.11290000196101424,0.11290000083035845,0.11289999971793918,0.11289999862331834,0.11289999754607272,0.1128999964857913,0.11289999544207707,0.11289999441454435,0.11289999340281964,0.11289999240654147,0.11289999142535811,0.11289999045892962,0.11289998953098968,0.1128999890945186,0.11289998866446638,0.11289998824069225,0.11289998782305988,0.11289998741143648,0.11289998700569348,0.11289998660570566,0.11289998621135156,0.11289998582251282,0.11289998543907465,0.11289998506092536,0.11289998526608369,0.1128999879087782,0.1128999905157606,0.11289999308775012,0.11289999562544639,0.11289999812953067,0.11290000060066663,0.11290000303949999,0.11290000544666046,0.11290000782276066,0.1129000101683979,0.1129000124841546,,,,,,,,,,,,,,,,,,,,,,,
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-2011-10-24,0.11379227878518616,0.11179490287740501,0.11018520050380554,0.10880677591778531,0.10781452493532084,0.10686879738696997,0.10609623005794178,0.1055171584534711,0.10508642699975201,0.10474743077019832,0.10447014756845796,0.10431383545869233,0.1042091696568821,0.10411946400811756,0.10416074829961075,0.10423174699723625,0.10429439669814156,0.10450196817192836,0.10470287269643208,0.10488371801318985,0.10518662928120759,0.10547607269648651,0.10574041332168482,0.10593689576115262,0.10610392296375282,0.10625812430963033,0.10645950612146238,0.10666913753106844,0.10686434730478389,0.10716826991623951,0.1074803797623054,0.10777306264942643,0.1080704388806073,0.10835268050311164,0.1086188598789033,0.10886868878119893,0.10910457212905977,0.10932808684989714,0.10956984658901225,0.1098140324403234,0.11004635665695761,0.11023783199762582,0.11041132552762467,0.11057695827883962,0.1108034488212446,0.11103125667595304,0.11124941435917335,0.11143288762713355,0.1116010521690598,0.11176251406698823,0.1118382682207788,0.11188677843958561,0.11193346008233229,0.11198157312395107,0.11202845543732431,0.1120736652543406,0.11211452574145664,0.11215352580630422,0.11219120513396774,0.11225348801873047,0.11232168096568063,0.1123876781209685,0.11241676360237562,0.11243687585279338,0.1124563696117511,0.11247438508442409,0.1124916572597312,0.11250842168633346,0.11252529779481057,0.11254175395711341,0.11255774679877528,0.11257213353961681,0.11258593527322103,0.11259936415133343,0.11262107905355245,0.1126426494398225,0.11266365995835237,0.11268413212725936,0.11270408637589835,0.11272354211286206,0.11274251778894828,0.11276103095552292,0.11277909831866606,0.11279673578945348,0.11281395853069154,0.11283075441805868,0.11284663889446711,0.11286216257911086,0.11287733762621222,0.11289217565012577,0.11290668775498491,0.11292088456241545,0.11293477623746107,0.11294837251285594,0.11296168271176588,0.11297471576910723,0.11298748025154959,0.11299998437629233,0.11303618591407516,0.11307166456350726,0.11310644176295792,0.11314053811137792,0.11317397340898605,0.11320676669561003,0.11323893628684223,0.11327049980815063,0.11329348685978591,0.11315778909284013,0.11302459728075309,0.11290001467038557,0.11290001245493797,0.11290001027905205,0.11290000814167733,0.11290000604180062,0.11290000397844335,0.11290000195066119,0.11289999995754196,0.1128999979982046,0.11289999607179713,0.11289999417749641,0.11289999231450665,0.1128999907427155,0.11289999165260078,0.11289999254781069,0.11289999342869717,0.11289999429560127,0.1128999951488534,0.11289999598877332,0.11289999681567142,0.11289999762984793,0.11289999843159415,0.11289999922119298,0.11289999999891798,0.11290000054812155,0.11289999979734877,0.11289999905761672,0.11289999832868358,0.11289999761031488,0.11289999690228236,0.11289999620436442,0.11289999551634633,0.11289999483801849,0.11289999416917751,0.1128999935096262,0.1128999928591723,0.11289999260380856,0.11289999331080147,0.11289999400824025,0.11289999469631762,0.11289999537522055,0.11289999604513135,0.11289999670622763,0.11289999735868217,0.11289999800266304,0.11289999863833455,0.11289999926585659,0.11289999988538457,,,,,,,,,,,,,,,,,,,,,,,
-2011-10-25,0.11382022256813928,0.11171862616805672,0.1100435742327932,0.10869332872688786,0.10776814403770674,0.10682450197533,0.10606336926476723,0.10549286323934015,0.10510141902373027,0.10479938918631038,0.10455233526386887,0.10440843632236141,0.10430455547645101,0.10421552252837807,0.1042965955095636,0.10440244801580523,0.10449585571215203,0.10471212764214743,0.10491198269641089,0.10509188315849682,0.10543454569044752,0.10575473715033201,0.10604716687160787,0.10621614799147205,0.10634923585869083,0.10647210040916977,0.10666981930624009,0.10687874790797047,0.10707330309758811,0.10738362762597675,0.10769477630088686,0.10798655758320574,0.10825845291430403,0.10851430505600446,0.10875559117465605,0.10902246356413658,0.10928388713158399,0.10953160840786791,0.10972984645305983,0.10990383931773651,0.11006937004196726,0.11030476271558176,0.11054711986334298,0.1107785101263492,0.11098388322373531,0.11117873755510943,0.11136533223757072,0.11151283926763789,0.11164711905368674,0.11177604291001075,0.11185804108776898,0.11192722521019305,0.1119938026753089,0.11205640103928483,0.11211656964008587,0.11217459244542627,0.11223160759714412,0.11228676556005324,0.11234005635939215,0.11236419629795069,0.1123812091949612,0.11239767353658858,0.11239998995703249,0.11239999857572802,0.11240000692923324,0.11240000174011122,0.11239999452403193,0.1123999875201902,0.11239998693559028,0.11239998667406459,0.1123999864199059,0.11239998920340755,0.11239999222528962,0.11239999516549903,0.11241057861813819,0.11242088365561753,0.1124309211215615,0.11244070130369899,0.11245023396903564,0.11245952839638806,0.11246859340650861,0.11247743739000837,0.11248606833325958,0.11249449384245103,0.11250272116594395,0.11251081020117248,0.11251921092415462,0.11252742078290345,0.11253544620900247,0.11254329334827662,0.1125509680764889,0.11255847601401259,0.11256582253955827,0.11257301280302379,0.11258005173753327,0.11258694407072523,0.11259369433534028,0.11260231558251466,0.11265053204482323,0.11269778620515658,0.11274410658720524,0.11278952059839131,0.11283405458394724,0.11287773387787792,0.11292058285101847,0.11296262495637621,0.11299346463889837,0.11292568030467631,0.11285914373503148,0.11279999069023994,0.11279999115666084,0.11279999161475263,0.11279999206473668,0.11279999250682637,0.11279999294122756,0.11279999336813895,0.11279999378775263,0.11279999420025444,0.11279999460582335,0.11279999500463278,0.11279999539685015,0.11279999571524146,0.11279999562736465,0.11279999554090514,0.1127999954558292,0.1127999953721035,0.11279999528969631,0.11279999520857675,0.11279999512871486,0.11279999505008154,0.11279999497264881,0.11279999489638914,0.11279999482127656,0.11279999485648107,0.11279999535181129,0.11279999583985734,0.11279999632077842,0.11279999679472974,0.11279999726186163,0.11279999772231997,0.11279999817624731,0.1127999986237811,0.11279999906505567,0.11279999950020159,0.11279999992934542,0.11279999977219224,0.1127999984642376,0.11279999717395817,0.11279999590099776,0.11279999464501023,0.11279999340565805,0.1127999921826135,0.11279999097555615,0.11279998978417516,0.11279998860816653,0.11279998744723518,0.11279998630109267,,,,,,,,,,,,,,,,,,,,,,,
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-2011-10-28,0.11400054902511014,0.1113806540130815,0.10993794753316499,0.10828930086918187,0.10718280158941051,0.10619525720037903,0.10546782408933697,0.10492256319663706,0.10443755477399419,0.10404695275502407,0.10372747203789578,0.10359240684593596,0.10349087161363313,0.10340384884976062,0.10351269349077263,0.10361657999190976,0.103733429883758,0.10406324932297695,0.10435843446716242,0.10463840229420951,0.10502058682922377,0.10536814205840406,0.10568557056213934,0.10593779824407412,0.10616803440260814,0.1063806026294769,0.10666756776434938,0.10694325077459421,0.10719998289768706,0.10745621916520354,0.1076959777451123,0.10791990163005227,0.10812203148692245,0.10831230503880618,0.10849173574063875,0.10876075975024557,0.10902014559646789,0.10926593553051211,0.10948631441343215,0.10969362529666471,0.10989085940214127,0.11000292673192491,0.11010608972693903,0.1102164274112658,0.11055374947955654,0.11087650127336479,0.111185606844586,0.11123310250365037,0.1112664757311681,0.11129851497253429,0.1113000074068351,0.11130000606254375,0.11130168059739787,0.11133618956540747,0.11136944467570853,0.11140325604194135,0.11147013192213673,0.111534705555832,0.111597093815754,0.11176664417239834,0.11193603355296378,0.11209998333282312,0.11217220632594271,0.11224217682332371,0.11230999858331159,0.1123772957984468,0.11244258803261853,0.11249479088351633,0.11244088135775332,0.11238851460562427,0.11233762816519866,0.11228821328026029,0.11224015433362045,0.11220236257032368,0.11221866004061543,0.11223452885957808,0.11224998571909173,0.11226504645548885,0.11227972610367543,0.11229403894719425,0.11230799856458229,0.11232161787233697,0.11233490916477962,0.11234788415107078,0.11236055398961575,0.11237293073872867,0.11238502758545077,0.11239684963093866,0.11240840613392011,0.11241970594181039,0.11243075751330123,0.11244156893947799,0.11245214796357406,0.11246250199946695,0.11247263814900399,0.11248256321824801,0.11249228373271714,0.11250927726735482,0.11255736112333081,0.11260448531849176,0.11265067829839892,0.112695967395398,0.11274037888254762,0.11278393802444486,0.11282666912514983,0.11286859557340523,0.11287558450618729,0.11277416511708038,0.11267461562399816,0.11259999210038774,0.11259999361212714,0.11259999509687146,0.11259999655533681,0.1125999979882153,0.11259999939617393,0.11260000077985755,0.1126000021398883,0.11260000347686794,0.1126000047913771,0.11260000608397802,0.11260000735521336,0.11260000810571702,0.112600007604448,0.11260000711126406,0.11260000662597092,0.11260000614838095,0.11260000567831208,0.112600005215588,0.11260000476003795,0.1126000043114963,0.11260000386980273,0.11260000343480137,0.11260000300634143,0.11260000257688874,0.11260000213913268,0.11260000170781415,0.11260000128279213,0.11260000086392985,0.1126000004510943,0.11260000004415671,0.11259999964299094,0.11259999924747555,0.11259999885749195,0.11259999847292468,0.11259999809366161,0.1125999973461127,0.1125999962006996,0.11259999507076501,0.1125999939559974,0.11259999285609346,0.11259999177075763,0.11259999069970261,0.11259998964264839,0.11259998859932185,0.11259998756945788,0.11259998655279713,0.11259998554908757,,,,,,,,,,,,,,,,,,,,,,,
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-2011-11-03,0.11340764334538123,0.11079075771034885,0.10929980781018234,0.10767617941314,0.10663103464503232,0.10543698524025102,0.10458488168938707,0.10395727812841993,0.10356260402956785,0.10324696634443309,0.10299389114117918,0.10287664791335582,0.10277745183921283,0.10271596429437913,0.10287132737942262,0.10300728803480208,0.10316456181206757,0.10341711399137199,0.10364313073939235,0.10388672923799658,0.10422955078774288,0.10454129912920496,0.10482112094190077,0.10503311372775426,0.1052281830165882,0.10541456589822129,0.10570830569374778,0.1059811339658967,0.10624306320251886,0.10653316354634845,0.1068046166104315,0.10707434989532083,0.1073749289491388,0.10765790143158771,0.10792004843627812,0.1081240683518907,0.10831709474215478,0.1084999928643573,0.10873103810799933,0.10895057569461741,0.10915925532035176,0.10935627986291308,0.10954417306757214,0.10972346336471683,0.1098944299274367,0.11005798780789355,0.11021346017016875,0.11035179297606645,0.11048449574032904,0.11061003160576943,0.11071320490696679,0.11081241904297312,0.11090737241640047,0.11099662572769686,0.11108264024848702,0.11116619680265272,0.11124936499674876,0.11132967122874415,0.11139660349875258,0.11136175138869153,0.11132804301052279,0.11130001738602946,0.11130001077804663,0.11130000437656351,0.11129999903846488,0.11129999898185661,0.11129999892693809,0.11131626864974487,0.11138337804701992,0.11144857391347118,0.11148638687459123,0.11141607393695185,0.11134769164805802,0.11130637211764571,0.11132834213532239,0.1113497344119816,0.11137057144097273,0.11139087456295105,0.1114106640387833,0.11142995911698828,0.11144877809618436,0.11146713838297173,0.11148505654563357,0.1115025483640022,0.11151962887580913,0.11153610693927662,0.11155187636005448,0.11156728760105805,0.11158235272856176,0.11159708327287698,0.11161149025778427,0.11162558422804647,0.11163937527514634,0.11165287306138505,0.11166608684245682,0.11167902548861575,0.11169169750453212,0.11170324235982232,0.11171283425952838,0.11172223440153406,0.11173144847925198,0.1117404819629153,0.11174934011040705,0.11175802797746592,0.11176655042730732,0.11177491213970203,0.11178260974333631,0.11178934718832911,0.1117959610501904,0.11179999524528039,0.1117999961580931,0.11179999705460575,0.11179999793525086,0.11179999880044611,0.1117999996505945,0.11180000048608507,0.11180000130729395,0.11180000211458396,0.11180000290830594,0.11180000368879917,0.11180000445639182,0.11180000515046973,0.11180000575268045,0.11180000634517806,0.11180000692819547,0.11180000750195895,0.11180000806668677,0.11180000862259054,0.11180000916987587,0.11180000970874127,0.11180001023937969,0.1118000107619781,0.11180001127671813,0.1118000116377198,0.11180001183390242,0.11180001202720002,0.11180001221767566,0.11180001240539084,0.11180001259040506,0.11180001277277629,0.1118000129525607,0.11180001312981291,0.111800013304586,0.11180001347693169,0.11180001364690018,0.1118000136359838,0.1118000135160826,0.11180001339780166,0.11180001328110811,0.11180001316597088,0.1118000130523582,0.11180001294024078,0.11180001282958885,0.11180001272037399,0.11180001261256822,0.11180001250614469,0.11180001240107673,,,,,,,,,,,,,,,,,,,,,,,
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-2011-11-11,0.11176951125257895,0.10961125007491135,0.10806652715544107,0.10647846295260566,0.10494885892168715,0.1036638049798353,0.10274682441820282,0.10198316238579896,0.10127924346705575,0.10071643209065884,0.10030211032797154,0.10004117482267261,0.09982043157461828,0.09976279456747728,0.09991236252720648,0.10004325117807489,0.1002399925234454,0.10048466929693634,0.10070363674266791,0.10095075954915456,0.10121770819376819,0.1014604449476928,0.1017115439423999,0.10198759972705473,0.10224163214060211,0.1024882617241476,0.10273995387644197,0.10297371946770228,0.10321204107404869,0.10346112091073567,0.10369418199157243,0.10397841869096336,0.10430342777136947,0.10460940607511349,0.10489739291014488,0.10516852553226452,0.10542506357296699,0.10566518094484323,0.10588578798327797,0.10609540543989993,0.10629378604615569,0.10648108953843183,0.10665971077396841,0.10683149422961669,0.10699701723114119,0.10715536674283732,0.10729691163994493,0.10741652325247975,0.10753126489866616,0.10764406594886267,0.10775665718735072,0.10786492878658227,0.10796987891061716,0.10807176578008448,0.10816995653693962,0.10826507278849218,0.10835731769507784,0.10844638902811887,0.10851347481866291,0.1085480099454248,0.10858141379653508,0.10860745346205114,0.10862441652453136,0.10864084973882493,0.10865766575283176,0.10867513878177237,0.10869209049093564,0.10866433737528758,0.10859778653201735,0.10853314096674471,0.10851696185442483,0.10855182732887614,0.10858573863679633,0.10862281225118697,0.10866191613054932,0.10869999228577742,0.1087370807071486,0.10877321933673367,0.10880844419786717,0.10884250865492229,0.1088755943219224,0.10890787397282153,0.108939376706785,0.10897013023889945,0.10900016098149701,0.1090294353339456,0.10905800840325797,0.10908593279588241,0.10911323035363729,0.10913992194863331,0.10916602753649873,0.10919156620613513,0.10921655622626725,0.10924101508902573,0.10926495955077753,0.10928840567040932,0.1093113688452445,0.10933335377893427,0.10935458427313516,0.10937539055165457,0.10939578520337223,0.10941578032393595,0.10943538753968363,0.10945510419422377,0.10947459611590338,0.10949372059829643,0.10945459632067411,0.10938752222953996,0.10932168279983623,0.10930000452589828,0.10930000409381213,0.10930000366944204,0.1093000032525826,0.10930000284303665,0.10930000244061322,0.10930000204512824,0.10930000165640363,0.10930000127426753,0.10930000089855385,0.10930000052910205,0.10930000016575714,0.10929999988298289,0.10929999963440995,0.10929999938984625,0.10929999914919564,0.10929999891236486,0.10929999867926354,0.10929999844980465,0.10929999822390313,0.10929999800147705,0.1092999977824467,0.10929999756673503,0.10929999735426721,0.10929999717499239,0.10929999700768578,0.10929999684283964,0.1092999966803998,0.1092999965203143,0.10929999636253229,0.10929999620700426,0.10929999605368224,0.1092999959025196,0.10929999575347127,0.10929999560649284,0.1092999954615419,0.10929999479782149,0.10929999408868762,0.10929999338913676,0.10929999269897572,0.10929999201801688,0.10929999134607749,0.10929999068297924,0.10929999002854895,0.10929998938261787,0.10929998874502123,0.10929998811559893,0.1092999874941949,,,,,,,,,,,,,,,,,,,,,,,
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-2011-11-16,0.11113704317548323,0.10916655487095639,0.10778093642901898,0.1061605414180431,0.10450025751153236,0.10325731831854035,0.10237036106648745,0.1015868136024054,0.10086169189738459,0.10028193821366904,0.09989290844070209,0.09967279561121822,0.0994865806997891,0.09945852518757903,0.09956926407101907,0.09966616974356257,0.09986460816780496,0.10010667619127811,0.10032330852940108,0.100599548144918,0.1008971622774344,0.10116779041552659,0.10143891806774996,0.10171278956404706,0.10196481148424219,0.10224537879773532,0.10256672081332274,0.1028651937109557,0.1031755431019401,0.1034937519443555,0.1037915142786785,0.10409117204597629,0.10438493901569412,0.10466149697651272,0.10493224104774734,0.1051986225628525,0.10545066418398008,0.10566991799786485,0.1058469685936847,0.10601519291981254,0.10619896287557906,0.10639949416167571,0.10659073226646143,0.10677343934152117,0.10694815020479509,0.1071152907501094,0.10725015376310854,0.10735227991797847,0.10745024650900237,0.10756186424892977,0.10768805660889136,0.10780940897565072,0.10792573158189489,0.10803741665015343,0.10814505109500994,0.10824979882838837,0.10835157879170065,0.10844985797048734,0.1085000016370381,0.10850000396260806,0.1085000062119299,0.10848002894317332,0.10844281200499784,0.10840675928772736,0.1083731601781488,0.10834178272857353,0.10831134276818521,0.10836309598028127,0.10846266046727471,0.10855938881887162,0.10857968705297538,0.10854490673748196,0.10851108035410029,0.10853506414789682,0.10858647871920457,0.10863654256681321,0.10868530822830613,0.10873282555148234,0.1087791418643187,0.1088238205278369,0.10886724909956702,0.10890962007705474,0.1089509716281225,0.10899134010582623,0.10903076015504665,0.1090693359976107,0.1091070483257428,0.10914390479447666,0.10917993421175098,0.10921516410696341,0.1092496208011211,0.10928332947242336,0.10931631421761923,0.10934859810945263,0.10938020325048625,0.10941115082356312,0.10944146113915454,0.10947182588092463,0.10950184417135067,0.1095312628839511,0.10956009980481451,0.10958837202343474,0.10961609596648159,0.10964264053171324,0.10966857331119084,0.10969401738195672,0.10962221579805331,0.10952179118929894,0.10942321807407218,0.10940001369727304,0.10940001128772714,0.1094000089212086,0.10940000659657545,0.10940000431272523,0.10940000206859435,0.10939999986315518,0.10939999769541608,0.10939999556441804,0.10939999346923535,0.10939999140897227,0.10939998938276307,0.10939998927378114,0.10939998960626363,0.10939998993338373,0.10939999025526981,0.10939999057204663,0.10939999088383479,0.10939999119075128,0.10939999149290958,0.10939999179041915,0.10939999208338635,0.10939999237191489,0.10939999265610467,0.1093999935803811,0.109399994597557,0.10939999559977442,0.1093999965873611,0.10939999756063479,0.10939999851990456,0.10939999946547063,0.1094000003976241,0.10940000131664895,0.10940000222282009,0.10940000311640574,0.10940000399766592,0.10940000303211672,0.10940000207970435,0.10940000114016235,0.10940000021323182,0.10939999929866029,0.10939999839620218,0.10939999750561857,0.10939999662667654,0.10939999575914938,0.10939999490281616,0.10939999405746148,0.10939999322287575,,,,,,,,,,,,,,,,,,,,,,,
-2011-11-17,0.11092655252414363,0.10904190160772953,0.10760421059388348,0.10598166623790495,0.10440317459971915,0.10314283546377534,0.10224347390676591,0.10144744726983479,0.10073020305280966,0.10015674397517516,0.09978137760827455,0.09956303660693289,0.09937832038645222,0.09934278548822073,0.09941616463066216,0.09948037539811638,0.09967688277987663,0.09991764136302805,0.10013310161703437,0.10039064248059804,0.10065399651267648,0.1008934639623742,0.10111443750175231,0.10131902562639539,0.1015072802736916,0.10174336227664194,0.1020279893542464,0.10229235176638962,0.10259120815178746,0.10290841003899232,0.10320522990165237,0.10348276102516385,0.1037431428371709,0.10398826419744789,0.10426345318076646,0.10456233821234218,0.10484514175242143,0.10510999355737893,0.10535724930641943,0.10559219350857063,0.10577631261219933,0.10591671336884323,0.10605060045998815,0.10622671267000316,0.10642408933025593,0.10661291734965284,0.10675512814121246,0.10685705683196756,0.10695483398838701,0.10702645660884591,0.10707544194436092,0.10712254527263498,0.10717019963476715,0.10721749627528321,0.10726307494953224,0.10730506256541661,0.10734439036758903,0.10738236336402718,0.10745539933531223,0.10755850220054186,0.1076582337758023,0.10769405192520964,0.10768392888009459,0.10767412226836126,0.1076659316806785,0.10765896005989228,0.10765219658912328,0.10764319891544782,0.10763326317291977,0.1076236113940916,0.1076156039419629,0.10760865177224077,0.1076018901147815,0.10763364651411389,0.1076796873910193,0.10772451850479459,0.10776818691842438,0.10781073728497925,0.10785221199991968,0.10789447456773194,0.10793611888263044,0.10797674899108323,0.10801640149733815,0.10805511126511358,0.10809291151983524,0.10812811608627593,0.10816211286474786,0.10819533799687875,0.10822781745966203,0.10825957607703174,0.1082906375831374,0.10832102468149762,0.10835075910034098,0.10837986164442137,0.10840835224356171,0.10843624999816948,0.10846357322193878,0.10849189157099004,0.10852011867488032,0.1085477819340599,0.10857489807589915,0.10860148317258833,0.1086275526729048,0.10865089549608076,0.10867356208951606,0.10869580146176694,0.10867245357863475,0.1086390087320781,0.10860617853374888,0.108599993582843,0.10859999374378138,0.1085999939018456,0.10859999405711229,0.10859999420965494,0.10859999435954482,0.10859999450685032,0.10859999465163783,0.10859999479397109,0.10859999493391248,0.1085999950715213,0.1085999952068557,0.10859999481954574,0.10859999435250112,0.10859999389298935,0.10859999344082993,0.10859999299584744,0.10859999255787267,0.10859999212674132,0.10859999170229395,0.1085999912843767,0.10859999087283989,0.10859999046753854,0.10859999006833188,0.10859999032978562,0.10859999065577175,0.10859999097696393,0.1085999912934672,0.10859999160538325,0.10859999191281156,0.10859999221584782,0.10859999251458596,0.10859999280911636,0.10859999309952739,0.10859999338590498,0.1085999937090385,0.10859999483628946,0.10859999594820358,0.10859999704509171,0.10859999812725674,0.10859999919499286,0.10860000024858674,0.10860000128831748,0.10860000231445688,0.10860000332727004,0.10860000432701455,0.10860000531394176,0.10860000628829658,,,,,,,,,,,,,,,,,,,,,,,
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-2011-11-25,0.10941587315790757,0.10799819598905724,0.10628054319396618,0.10468999325455353,0.10302547141611607,0.10175255995783883,0.10084423695161204,0.09995161931688745,0.09921358265981906,0.09862350989546775,0.09825241127947182,0.09797517780534726,0.0977406502964937,0.09773249795084715,0.09776778417720333,0.09779866055571418,0.09808449984849799,0.09835085744919914,0.09858923217295623,0.09893610196961622,0.09925633255884847,0.09954753225176582,0.09989139323023899,0.10022426860289624,0.10053060292096339,0.10085542836127348,0.10116891465618494,0.1014600890056716,0.10175266721835374,0.10202926152648661,0.10228807390366002,0.10259130543612804,0.10287917138871405,0.10315017270461224,0.10342283610225533,0.10368432312756903,0.10393173275173329,0.10413001525620436,0.10430406841841977,0.1044694443363885,0.10472551024146926,0.10499212240601286,0.10524639392867452,0.10549088665233786,0.10572474108623742,0.1059484742257415,0.10616224368998628,0.1063670329813644,0.10656349915005858,0.10655645141592895,0.10650454386833452,0.10645463506113906,0.1065283649650739,0.106611949140335,0.10669249986454865,0.10694294515439906,0.10720252888411075,0.10745321921182471,0.1075284147675799,0.10756245876366233,0.107595387558717,0.1076325156764133,0.10766932919136973,0.10770499345076945,0.10774043408048306,0.10777494507487506,0.10780842691783632,0.10783898425669913,0.10786856105043396,0.10789729354903344,0.10786796297454071,0.10783350512928425,0.10779999236267823,0.10784943609362796,0.10789756344438861,0.10794430073998473,0.10798864864681113,0.10803186113525287,0.10807410910167192,0.10811650179387122,0.10815784931521422,0.1081981898472546,0.10823755973415472,0.10827599359189533,0.10831350422715835,0.10834995423594096,0.10838556747122818,0.1084203724204047,0.1084543962922544,0.10848766508789809,0.10852020366706183,0.10855203581002693,0.10858318427559066,0.1086136708553298,0.10864351642444348,0.10867274098942059,0.10870466611772533,0.10880131821616246,0.10889602591905789,0.10898884731623704,0.10907983820640266,0.10916905220898765,0.10925645615008461,0.10934182931331438,0.10942558270519598,0.10948042764428778,0.10927702119030203,0.10907741778455815,0.10890001291252105,0.10890001208217281,0.1089000112667855,0.10890001046595899,0.10890000967930624,0.10890000890645446,0.1089000081470437,0.10890000740072603,0.10890000666716593,0.10890000594603921,0.10890000523703214,0.10890000453984205,0.10890000372121822,0.10890000212480988,0.10890000055435922,0.10889999900923852,0.10889999748883983,0.10889999599257427,0.10889999451987209,0.10889999307018083,0.10889999164296538,0.10889999023770724,0.10889998885390328,0.10889998749106611,0.10889998678482526,0.10889998877238694,0.10889999073050327,0.10889999265982375,0.10889999456097899,0.10889999643458115,0.10889999828122532,0.10890000010148859,0.10890000189593252,0.10890000366510266,0.10890000540952927,0.10890000712972747,0.10890000804836375,0.10890000740940065,0.10890000677913081,0.10890000615737816,0.10890000554397128,0.10890000493874297,0.10890000434153113,0.10890000375217723,0.10890000317052739,0.10890000259643129,0.10890000202974304,0.10890000147032008,,,,,,,,,,,,,,,,,,,,,,,,
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-2011-12-05,0.10856849083483122,0.10745027661122863,0.10579627383402523,0.1041995024075919,0.10253445547891005,0.1014258192942823,0.10062893619736246,0.09998444169332044,0.09948342911737917,0.0990833751180773,0.09876692250331565,0.09850328159336041,0.0983161636542893,0.09847261451116918,0.09860822328043217,0.0987651289161815,0.09901876872933935,0.09924427549405013,0.09950473887534139,0.09991757697650416,0.10029123073122292,0.10064250767024707,0.1010677050630735,0.101457613637155,0.10182374704932928,0.10230217640673689,0.10274535177965238,0.10314322954499722,0.10343381801039819,0.1037051029729088,0.10395798293326752,0.10419212418624624,0.1044121202963677,0.10462679494927207,0.10489920347656345,0.1051565398798271,0.10540002136988202,0.10558074741486934,0.10575223277102164,0.10591754211896931,0.10609681332937027,0.10626757483280103,0.10645974514986678,0.10676504571607848,0.10705685607533999,0.1073265171847575,0.10749610376731056,0.10765864861360619,0.10780347134147794,0.10783907676940285,0.10787328698397824,0.10792008884326743,0.10802311787238339,0.10812234006681387,0.10822592806970022,0.10835907806185485,0.10848757128987785,0.10859662992347308,0.10856174615942438,0.10852802623091073,0.10850000572361473,0.10850000227485701,0.10849999893558371,0.10849999674155297,0.10850000076429,0.1085000046651261,0.10854883641490476,0.10875020636132793,0.10894577450183696,0.10908638652629143,0.1090160539674827,0.1089476793668771,0.10892648359826973,0.10901759023184154,0.10910627454353095,0.10919283847907502,0.10927749189774949,0.1093599809303103,0.10943991433903255,0.10951709557154521,0.10959237626670704,0.10966582576979134,0.10973751009299826,0.10980749211333096,0.10987587144297928,0.10994272836734176,0.11000805224044341,0.11007189519452343,0.11013430702460503,0.11019533531802272,0.1102550255754291,0.11031342132392985,0.1103705642229369,0.11042649416327954,0.11048124936007264,0.1105348664397916,0.11058743750532818,0.11063905091396498,0.11068962395395943,0.11073918776737601,0.11078777226563141,0.11083540618969012,0.11088207292618946,0.11092779593106838,0.11097264985006228,0.11089586109341587,0.1106260911589152,0.11036138066644985,0.11019998669758135,0.11019998898181038,0.11019999122488233,0.11019999342789921,0.11019999559192462,0.11019999771798483,0.11019999980706996,0.11020000186013656,0.11020000387810791,0.1102000058618764,0.11020000781230421,0.1102000097302247,0.11020000982732459,0.11020000755689296,0.11020000532337892,0.1102000031258894,0.11020000096355975,0.11019999883555265,0.1101999967410574,0.11019999467928887,0.11019999264948566,0.11019999065091013,0.1101999886828473,0.11019998674460352,0.11019998636422157,0.11019998765855465,0.11019998893371241,0.11019999019011761,0.11019999142818149,0.11019999264830216,0.11019999385086732,0.11019999503625288,0.11019999620482435,0.1101999973569372,0.11019999849293671,0.11019999961315818,0.11019999927157209,0.1101999980506958,0.11019999684643023,0.1101999956584383,0.11019999448639273,0.11019999332997443,0.110199992188873,0.110199991062786,0.110199989951419,0.11019998885448534,0.11019998777170592,0.11019998670280806,,,,,,,,,,,,,,,,,,,,,,,,
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-2011-12-07,0.10837730495109144,0.10717781409083549,0.10550252525526504,0.10388662400213144,0.10219511064307207,0.10106887528713049,0.10022380975084122,0.09943689313463677,0.09882523601448834,0.09833793322741102,0.09794908582268436,0.09762515148130824,0.09741608481703135,0.0974932602502736,0.09756015001584939,0.09770366701992117,0.0979903235459838,0.09824519219012195,0.09854598733215081,0.09895495950446231,0.09932511313861991,0.09966351372475168,0.09997985427418166,0.1002699130530611,0.10057097092463829,0.10104595389464,0.1014859357169613,0.10188973043958605,0.10225061264869462,0.10258754267969628,0.1029156358565706,0.10324813342320183,0.10356057093162274,0.1038334080887835,0.10400275128723191,0.10416271038484237,0.10432114508972345,0.10453695479262715,0.10474173631660832,0.10494900579127986,0.1051988363828047,0.10543682279562372,0.1056590073680641,0.10585945268372843,0.10605102327071125,0.10624041409766583,0.10644723036726433,0.10664546557435872,0.10684152773840672,0.1070542948690063,0.10725875671606144,0.10737994130827411,0.10731150423733427,0.10724560587013077,0.1072388151089203,0.10737151580134152,0.10749957540578792,0.10761352442877103,0.10768305582161442,0.10775027365043321,0.10785805932960746,0.10809705119308344,0.10832850514042125,0.10844876495920808,0.1082376632923634,0.10803299704066638,0.10795687868354054,0.10812423219824407,0.10828675907620355,0.10836939319169847,0.10826418438625884,0.10816190762203393,0.10813392543671485,0.10822129783346512,0.10830634691552099,0.10838771675465764,0.10846540728253684,0.10854111098352393,0.10861565708559562,0.1086891634212166,0.10876085948036884,0.10883081132330252,0.10889908183469221,0.10896573091218631,0.10900450396507044,0.10901377005957968,0.10902282321519396,0.10903167068867448,0.10904031941074743,0.10904877600421159,0.10905704680085115,0.10906513785724714,0.10907305496956754,0.10908080368741535,0.1090883893268011,0.10909581698230553,0.10911621648087233,0.1091535219293116,0.10919007494933974,0.10922589807770233,0.10926101296001489,0.10929544039437711,0.10932890751703361,0.10936151448592035,0.10939350130090553,0.10942463636711564,0.10945491884021497,0.10948464133053659,0.10949999209210737,0.10949999236837615,0.10949999263966714,0.10949999290611356,0.10949999316784398,0.10949999342498296,0.10949999367764973,0.10949999392596022,0.1094999941700261,0.10949999440995528,0.10949999464585214,0.10949999487781725,0.10949999498413887,0.10949999497888929,0.1094999949737252,0.10949999496864438,0.10949999496364482,0.10949999495872476,0.10949999495388196,0.10949999494911489,0.10949999494442197,0.109499994939801,0.10949999493525064,0.10949999493076912,0.10949999531878207,0.10949999599312732,0.10949999665748211,0.10949999731206717,0.1094999979570963,0.10949999859277693,0.1094999992193113,0.10949999983689507,0.10950000044571895,0.10950000104596769,0.10950000163782136,0.10950000222145495,0.10950000306385932,0.10950000400072124,0.10950000492483669,0.10950000583646435,0.10950000673585514,0.10950000762325418,0.10950000849889951,0.10950000936302318,0.1095000102158512,0.10950001105760365,0.10950001188849456,0.10950001270873311,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-08,0.10826382582780902,0.10710229468876942,0.10548029877792597,0.10381781235446552,0.10229008156969499,0.10127276925189088,0.100513792761181,0.09985283732957173,0.09933903533779409,0.09892583639519392,0.09857887992705394,0.09828983321650053,0.0981400862946804,0.09829337061601584,0.09842623433492359,0.09858861660321194,0.09880245422291667,0.09899256704959192,0.09928042484839716,0.0997213730333526,0.100120478560491,0.10048808758569172,0.10083810641599866,0.10115905480657661,0.10149443298153127,0.10196772018052425,0.10240613038961643,0.10280752747041988,0.10316723767257474,0.10350307305075201,0.10379240268283585,0.10402446196254411,0.10424250148536274,0.10446667187682368,0.10473689358579286,0.10499216368307018,0.10523168972410013,0.10544697071618603,0.10565125041997825,0.10584372578103984,0.1060217681908695,0.10619135904071442,0.10639167448784215,0.10665835808674973,0.10691324914028533,0.1071168345318263,0.10718563062387232,0.10725156422358428,0.10731727163469795,0.1073880734967807,0.10745610307950204,0.1075362009207117,0.10764209192722474,0.10774407061327351,0.1078427865247995,0.10793884299518908,0.10803153695853651,0.10808312470064241,0.10801369045423526,0.1079465748184456,0.10791590532314643,0.10797045190583843,0.10802326940997409,0.1080743161612634,0.10812349267260446,0.10817118107089185,0.10821298682373914,0.10824642164346243,0.1082788883032717,0.10828811468718502,0.10825308362245445,0.10821902670441741,0.10822439462107614,0.10828024725018981,0.10833461317914272,0.10838884305409802,0.10844282631901048,0.10849542792659816,0.10852747483685055,0.1085414620860583,0.10855510414109482,0.10856841362487257,0.10858140255226445,0.10859408236627721,0.10861976060594292,0.10865678995071049,0.10869296924067884,0.10872832741476679,0.1087628921130539,0.10879668974883905,0.1088297455759566,0.10886208375170603,0.10889372739572889,0.10892469864513044,0.10895501870612678,0.1089847079024655,0.10903690608529781,0.10911321597665258,0.10918798934667939,0.10926127214009673,0.1093331084879352,0.10940354079615777,0.10944844171403711,0.10947775091183098,0.10950650259149364,0.10953429521076763,0.10956119319133961,0.10958759369523507,0.10959999528721243,0.10959999676939058,0.10959999822486277,0.10959999965434442,0.10960000105852541,0.10960000243807166,0.10960000379362578,0.10960000512580836,0.10960000643521872,0.1096000077224355,0.10960000898801847,0.10960001023250832,0.10960000979643736,0.10960000813272708,0.10960000649606894,0.10960000488580834,0.10960000330131203,0.10960000174196649,0.10960000020717753,0.10959999869636983,0.10959999720898517,0.10959999574448354,0.10959999430234069,0.10959999288204858,0.10959999311642066,0.1095999943449053,0.10959999555519007,0.10959999674767662,0.10959999792275466,0.10959999908080276,0.10960000022218797,0.10960000134726777,0.10960000245638923,0.10960000354988897,0.10960000462809516,0.10960000569132622,0.10960000631782352,0.10960000680474558,0.10960000728504293,0.10960000775884993,0.1096000082262969,0.1096000086875113,0.1096000091426168,0.10960000959173422,0.10960001003498077,0.10960001047247081,0.10960001090431604,0.10960001133062458,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-09,0.10816508222443888,0.10697132933543796,0.10531845881321966,0.10375284715715849,0.10234046901204863,0.1013998877800979,0.10070369465418927,0.10012752710143946,0.09967960530229925,0.09931796259161318,0.0990121669801014,0.09875740228329843,0.09864790307302784,0.09880020269169609,0.09893221277208109,0.09911607953848978,0.09936412533807326,0.09958465748704737,0.09988695411656945,0.10029206453686945,0.10065872158210198,0.10099493953089844,0.10130867808928667,0.10159635030494685,0.10192690142213623,0.10243473684137272,0.10290516349890311,0.10331271379921803,0.10363539815309597,0.10393665536342933,0.10418895502727077,0.10438730309109467,0.1045736625161231,0.10473999158395597,0.10487474410607933,0.10500202546924853,0.10512815679609422,0.10527132173883169,0.10540716203378064,0.10556287556554755,0.10577602455752477,0.10597906180310601,0.10616409962804463,0.10632711110478432,0.10648290007160699,0.10663136045248978,0.1067721132773769,0.10690701820023807,0.10703315132656388,0.10714621354865539,0.10725485283487601,0.10736001303088827,0.10746231341170454,0.10756083382169535,0.10765617612666034,0.10774875344436241,0.10783808977020648,0.10787976271984889,0.10781044342634116,0.10774343889876148,0.10773710306122886,0.10784602988072312,0.10795150891235528,0.10805341002083213,0.10815161100549808,0.10824684451418576,0.10832920808750202,0.10839597105368282,0.10846080270989034,0.10844564699674408,0.1083057445980673,0.10816974530599577,0.10813896528131095,0.10821914203770544,0.10829718631828023,0.10837520861761285,0.10845270991139566,0.10852822920501604,0.1085793442881362,0.1086125212598934,0.10864488000359396,0.10867645041987228,0.10870726097001215,0.10873733876152447,0.10879629185469786,0.10887580730580337,0.10895350032269224,0.10902943284856081,0.10910366405085714,0.10917625047503932,0.10924724618822368,0.10931670291349338,0.10938467015556519,0.10945119531845715,0.10951632381574683,0.10958009917395461,0.10963453148830693,0.10968062824355562,0.10972579560854889,0.10977006140990486,0.10981345237435414,0.1098559941825521,0.10989864793975679,0.10994094675042576,0.10998244143572666,0.10992204044100085,0.1097876546506058,0.10965577330778786,0.10960000190288022,0.10960000152891491,0.109600001161688,0.10960000080101873,0.10960000044673279,0.10960000009866255,0.1095999997566457,0.10959999942052567,0.10959999909015128,0.1095999987653764,0.10959999844606005,0.10959999813206545,0.10959999869234549,0.10959999977387813,0.10960000083782462,0.10960000188461083,0.10960000291464866,0.10960000392833646,0.10960000492606081,0.10960000590819563,0.10960000687510352,0.10960000782713597,0.1096000087646336,0.1096000096879266,0.10960000890282373,0.10960000728850594,0.10960000569810413,0.10960000413109028,0.1096000025869528,0.10960000106519385,0.10959999956533095,0.10959999808689447,0.10959999662942899,0.10959999519249108,0.10959999377565,0.10959999237848761,0.10959999323434477,0.10959999460046577,0.10959999594800007,0.1095999972773245,0.10959999858880565,0.10959999988280034,0.10960000115965629,0.10960000241971124,0.10960000366329492,0.10960000489072819,0.10960000610232368,0.10960000729838582,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-12,0.1079512845464734,0.10672365244695525,0.10506036898641447,0.10345089819993314,0.10202448282610499,0.10107456378352064,0.10035691809998748,0.09974966963883536,0.09927759697695926,0.09890190183245173,0.09859873898654814,0.09834616717118516,0.09826961132097378,0.09845866566043715,0.09862253907851737,0.0988102095294483,0.09902165982619815,0.09920964980528324,0.0995072708258673,0.09991046272089776,0.10027538278665782,0.10059827008592337,0.10087601145563396,0.10113066928235814,0.10145203169689276,0.10195803682664151,0.10242676735953737,0.10281435427480701,0.10310025167403736,0.10336715611629721,0.10364805106401342,0.10394465992552826,0.10422336510619146,0.10442329272282502,0.104490492031585,0.10455396179977039,0.10464393117176751,0.10482243084073173,0.10499180334342118,0.10515860150372447,0.10532874238066725,0.105490805663218,0.10564175165017287,0.10578116209688426,0.10591439294746063,0.10607049527740275,0.10627606442771054,0.10647310404807708,0.10663017781216766,0.10671834920457779,0.10680306951258411,0.10688598668051297,0.10696767673424401,0.10704634692848614,0.10712049333041262,0.10718981147148532,0.10725670151141653,0.10730000865614042,0.10730000999101397,0.10730001128139177,0.10731457655864074,0.10735195769392702,0.107388153328976,0.10742226012815248,0.1074537842849479,0.10748435402126111,0.10750811285849715,0.10752477963036822,0.10754096354741938,0.10755764248753019,0.10757511014218357,0.10759209284832338,0.10764097521220961,0.10771756539522981,0.1077921182594006,0.10786468560622242,0.10793535539298849,0.10800421747000444,0.10807075832813862,0.10813528581845677,0.10819822365707865,0.10825962987137627,0.10831955969843254,0.10837806575076359,0.10844019979781838,0.10850393454198626,0.10856620765893399,0.10862706885776485,0.10868656561874968,0.10874474331686002,0.10880164533717762,0.10885731318279124,0.10891178657575162,0.10896510355159394,0.10901730054790537,0.10906841248736954,0.10911879552539161,0.10916839210096141,0.10921698887657016,0.10926461578242064,0.10931130156585889,0.10935707384923732,0.10940067916650098,0.10944294048167436,0.1094843983836058,0.10941558280319064,0.10928131656774753,0.10914955254497172,0.1091000005615177,0.10910000089070993,0.10910000121397112,0.1091000015314596,0.1091000018433288,0.1091000021497266,0.10910000245079576,0.10910000274667397,0.10910000303749467,0.10910000332338599,0.1091000036044727,0.10910000388087426,0.10910000313247381,0.1091000018904067,0.10910000066853565,0.10909999946637239,0.10909999828344352,0.10909999711929141,0.10909999597347242,0.10909999484555688,0.10909999373512824,0.10909999264178327,0.10909999156513073,0.10909999050479091,0.10909999084999344,0.10909999174173501,0.10909999262026537,0.10909999348587629,0.10909999433885043,0.10909999517946267,0.1090999960079797,0.10909999682466087,0.10909999762975797,0.10909999842351548,0.10909999920617164,0.1090999999779576,0.1091000008337557,0.10910000169349865,0.1091000025415445,0.1091000033781302,0.10910000420348664,0.10910000501783834,0.109100005821404,0.10910000661439634,0.10910000739702252,0.10910000816948506,0.10910000893198024,0.1091000096846999,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-13,0.10770856642026527,0.10654137138203446,0.10497180227518998,0.10342003562885149,0.10214555294138106,0.1012967157353386,0.10064092031708083,0.10007843763344915,0.09964114984485861,0.09930020800161143,0.09903726349559228,0.09881819111887191,0.09876348201886276,0.0989137165496794,0.09904393642553133,0.09924113792053535,0.09948641181164142,0.09970447899230428,0.10001992040745766,0.10040782100884105,0.100758896559624,0.10107769334347028,0.10136813410772283,0.10163443877603351,0.10196444905345237,0.10243259662962223,0.10286624393634591,0.10322842171911106,0.1035133870931979,0.10377942118511152,0.10402648208395737,0.10425650665079633,0.10447263399149764,0.1046797258320098,0.10488076524491263,0.10507066939591492,0.10524212255220577,0.10538457436754634,0.10551973793361369,0.10565575770143654,0.10579720671496262,0.10593193688498581,0.10611421088823692,0.10634606944482838,0.1065676685855883,0.10676709723525057,0.10693806685671858,0.10710193752696262,0.10721380357125532,0.10724900036379048,0.10728281794385386,0.107283361556614,0.10724937760068198,0.10721665329556629,0.10724833640304832,0.10734719119238378,0.10744258575925691,0.10754040600511594,0.10764403660381205,0.10774422206630097,0.10781338949567765,0.10784393610416743,0.1078735137816551,0.10790685638633124,0.10794532936022372,0.10798263776231343,0.10800714247657184,0.10802045479369737,0.10803338139961416,0.10805018007047495,0.10807110553729049,0.1080914501200021,0.108142627678536,0.1082156503050482,0.10828673028268065,0.10835581105341618,0.10842303598715053,0.10848854112653483,0.10855625577513428,0.10862418957879094,0.10869045001473232,0.1087550981590335,0.10881819215122168,0.10887978736866866,0.10893449752589213,0.10898524993111902,0.1090348378576802,0.10908330092820084,0.1091306769878655,0.10917700220298077,0.10922231115305148,0.10926663691686311,0.1093100111530192,0.10935246417535005,0.10939402502356321,0.10943472152949041,0.1094767371748524,0.10951921066704151,0.1095608276859319,0.10960161387894085,0.10964159387957895,0.10968079135706188,0.10971770077442455,0.10975342857478654,0.10978847696323202,0.10975458020181716,0.10968749722173343,0.10962166046217914,0.10959998655742842,0.1095999876322078,0.10959998868762177,0.10959998972418883,0.10959999074240989,0.10959999174276724,0.10959999272572718,0.10959999369173934,0.10959999464123871,0.10959999557464473,0.1095999964923633,0.10959999739478654,0.1095999979122253,0.1095999982743674,0.10959999863062109,0.10959999898112849,0.10959999932602793,0.10959999966545286,0.10959999999953252,0.1096000003283919,0.10960000065215292,0.10960000097093303,0.10960000128484615,0.10960000159400307,0.10960000236182244,0.10960000326188624,0.10960000414861581,0.10960000502230516,0.10960000588323981,0.10960000673169734,0.10960000756794663,0.1096000083922497,0.10960000920486035,0.10960001000602593,0.10960001079598647,0.10960001157497512,0.10960001155570742,0.10960001145437515,0.10960001135442177,0.10960001125581909,0.10960001115853979,0.10960001106255768,0.109600010967847,0.1096000108743822,0.10960001078213932,0.10960001069109437,0.10960001060122426,0.10960001051250634,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-14,0.10761544217939822,0.10643649823664658,0.10481129189517491,0.10326330719802779,0.10205479507531412,0.10124985586162483,0.10064872644754908,0.1001671532675541,0.09979274202743227,0.0995026643132193,0.09927920865559114,0.09909303029894301,0.09908896120110455,0.0992754780653633,0.09943715161727562,0.09963163326544078,0.09984068086727271,0.10002653432070496,0.10030636039829899,0.10063916592684397,0.10094036242854054,0.10127300837971442,0.10165178115417373,0.10199910397301482,0.10238763180404953,0.10285408518741401,0.10328616244836408,0.1036603055079619,0.1039798384354087,0.10427815263310403,0.10451813045497249,0.1047146975339166,0.10489938332281068,0.10505970919678354,0.10519337562621578,0.10531963098857622,0.10545520216913307,0.10561506320483938,0.10576674760844917,0.10594553959329134,0.10616074788252683,0.10636574709191304,0.1065299231749528,0.10665882736467291,0.10678201650957164,0.1069178551513188,0.1070714121022529,0.10721859083612251,0.1073387271834656,0.10742655820264968,0.10751095143020706,0.10755913697423347,0.10757610048095478,0.10759243595520829,0.10767084915622638,0.10780243067083384,0.10792941010784562,0.10803028673122794,0.10809925789487607,0.1081659341006802,0.10819998732904712,0.10819999834360794,0.10820000900850024,0.1082000129159475,0.10820000974529842,0.1082000066707296,0.10823110900417077,0.10828428449883032,0.1083359211164241,0.10838609076475336,0.10843485479027226,0.10848226631636071,0.10852636442647934,0.10856804823153876,0.10860862197375476,0.10864944591594972,0.10868973072261734,0.10872898399352637,0.10878573314696882,0.10884836969561373,0.10890946307124416,0.10896906960841046,0.10902724293259203,0.10908403412110923,0.10911344952598401,0.10913188570319488,0.10914989835620781,0.1091675019133771,0.10918471015503473,0.10920153624946716,0.10921799278652156,0.10923409180902177,0.10924984484215972,0.10926526292101091,0.10928035661631252,0.10929513605863406,0.10936473314482287,0.10946019666218709,0.10955373959124759,0.10964541931366134,0.10973529094777246,0.1098234074591129,0.1099094989179139,0.10999386648554088,0.11007663328284356,0.11012431414177426,0.11015781870825503,0.11019070380308382,0.11019998908076767,0.11019999034719352,0.11019999159080096,0.11019999281220083,0.11019999401198333,0.11019999519071688,0.11019999634895061,0.11019999748721498,0.11019999860602181,0.11019999970586558,0.1102000007872248,0.11020000185056134,0.11020000266595553,0.11020000339658287,0.11020000411533015,0.11020000482248471,0.11020000551832498,0.11020000620311987,0.11020000687713072,0.11020000754061021,0.11020000819380327,0.11020000883694703,0.11020000947027175,0.11020001009400082,0.11020000980368816,0.11020000930643548,0.11020000881654957,0.11020000833386767,0.11020000785823236,0.1102000073894902,0.11020000692749266,0.11020000647209516,0.11020000602315694,0.11020000558054188,0.11020000514411743,0.11020000471375413,0.11020000414019937,0.11020000356709625,0.11020000300179045,0.11020000244412409,0.11020000189394286,0.11020000135109753,0.11020000081544223,0.11020000028683508,0.11019999976513772,0.11019999925021562,0.11019999874193775,0.11019999824017623,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-15,0.10752373733838572,0.10625622864290607,0.10462564215102277,0.10306521004899771,0.10184186042245247,0.10102704784796734,0.10042219639407457,0.09994644455659252,0.09957655755585959,0.0993272108139267,0.09917956535518901,0.09905654262060581,0.09909853346949249,0.09928375829481473,0.09944431172594603,0.0996895856787765,0.0999667473595578,0.10021317194101931,0.10056765538384993,0.10096512850102513,0.10132487072681284,0.10170933049250808,0.10212080858124706,0.10249813183428147,0.10289450206856143,0.10332350562159465,0.10372087992219625,0.1040955838005444,0.10444946442028669,0.10477985533209111,0.10504908313650163,0.10527773041669786,0.1054925633815289,0.10566626889568487,0.10579958508428122,0.10592550957783109,0.10607005583993612,0.10624723102735523,0.10641534654254703,0.10660432552307797,0.10681550742784296,0.10701667051981545,0.10719770158285447,0.10736260742116066,0.10752020705894938,0.10765023183514488,0.10775240330086366,0.10785032646578085,0.10792925790717223,0.10798886327643786,0.10804613420077924,0.10810588684939715,0.10816683291004203,0.10822552487730008,0.10828862836216313,0.10835430133872159,0.10841767368942001,0.10845839926071288,0.10847561545460915,0.1084922580295502,0.10852905967728543,0.10858319494270363,0.10863561414741496,0.10868618128846297,0.10873500107455092,0.10878234352617877,0.10884209874555562,0.10890848205969172,0.10897294502285715,0.10897967179247758,0.10894487766744798,0.10891105109248911,0.10893783576949789,0.108993337518549,0.10904736188866493,0.10910184019666969,0.10915548382749307,0.1092077544762311,0.10925790955158465,0.10930656770305824,0.1093540264747046,0.10940032967205449,0.10944551899305899,0.10948963415333224,0.10952863628862453,0.10956547352143531,0.10960146510248281,0.10963663982103133,0.10967102517421146,0.10970464743870845,0.10973753173773004,0.10976970210361259,0.10980118153639373,0.10983199205865035,0.10986215476687877,0.10989168987966691,0.10993339757754228,0.10997931599584909,0.11002430861182799,0.11006840314489819,0.11011162621882131,0.11015400341530435,0.11019677464333211,0.11023892556159565,0.11028027516013816,0.11031852893485583,0.11035535160502752,0.11039149356137634,0.11040000130572203,0.11040000230997982,0.11040000329614275,0.11040000426469554,0.11040000521610582,0.11040000615082479,0.11040000706928788,0.11040000797191518,0.11040000885911305,0.11040000973127362,0.11040001058877613,0.11040001143198674,0.11040001054520876,0.11040000927250104,0.11040000802048766,0.11040000678866813,0.11040000557655771,0.11040000438368702,0.11040000320960175,0.11040000205386158,0.11040000091603996,0.11039999979572324,0.1103999986925106,0.11039999760601327,0.11039999881245488,0.11040000037749165,0.11040000191934296,0.11040000343851974,0.11040000493551894,0.11040000641082237,0.11040000786489856,0.11040000929820204,0.11040001071117511,0.11040001210424721,0.11040001347783557,0.11040001483234652,0.11040001306899838,0.11040001132980559,0.11040000961427543,0.11040000792192806,0.11040000625229673,0.11040000460492716,0.11040000297937702,0.11040000137521577,0.11039999979202375,0.11039999822939284,0.1103999966869249,0.11039999516423227,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-16,0.1073995259861995,0.10614541348382844,0.10454239263149123,0.10293728363297694,0.10166176016743633,0.10081223080448143,0.10021930993438732,0.09978555112615517,0.09944830139565464,0.09923957492689128,0.09912982096226042,0.09903836769613283,0.09915131225084117,0.0994088324673208,0.09963206545827386,0.09995455206711235,0.10029901961832066,0.10060530355807651,0.10103549722940497,0.10149698612577707,0.1019146903698307,0.10229150256282415,0.10263300245825357,0.1029461369704161,0.10333370957935628,0.10379677917556185,0.10422572060759294,0.10461305519527087,0.10496574607925035,0.10529502583646821,0.1055602863993057,0.10578825958586346,0.10600245903767469,0.10620917237351657,0.10640859237083267,0.10659696648904005,0.10677081856516457,0.1069298726448431,0.10708079123444114,0.10731233002278184,0.10761081982038045,0.10789517062337417,0.10808458144926902,0.1082162239933755,0.10834203036992207,0.10847358789667627,0.10860953506383053,0.1087398334111147,0.1088321412871498,0.1088916418082273,0.10894881198300599,0.10898726724190033,0.10901429876343971,0.10904032974025357,0.10915448159888164,0.10931840817776783,0.1094766059140111,0.10952227782114043,0.10947070187128993,0.10942084739872482,0.10944158153295902,0.10951253069273204,0.10958123182167445,0.10964874643802247,0.10971489386520705,0.10977904059059984,0.1098226445568562,0.10985578871545854,0.10988797312102028,0.10989999552229146,0.10990000416084578,0.10990001255944049,0.10993547108972668,0.10998396163617197,0.11003116113583489,0.11007609882019809,0.11011963376500722,0.11016205407142654,0.11018150985912567,0.11019539285059854,0.11020893321939029,0.11022214349443549,0.11023503560115211,0.11024762089734819,0.11029181856007098,0.11034241103601561,0.11039184269298885,0.1104401530294199,0.11048737977185441,0.11053355897320927,0.11057872510456179,0.11062291114096334,0.11066614864172664,0.11070846782559696,0.11074989764118537,0.11079046583300522,0.11090128611523187,0.11103184659085641,0.11115978436358609,0.11128517767414459,0.11140810168181647,0.11152862861466661,0.11164744931702586,0.1117640621325855,0.11187846563715054,0.11173472642170412,0.11153403670088569,0.11133709868468022,0.11130000331698442,0.11130000327494671,0.11130000323366618,0.11130000319312283,0.11130000315329713,0.11130000311417021,0.11130000307572385,0.11130000303794008,0.11130000300080223,0.1113000029642941,0.11130000292839926,0.11130000289310282,0.11130000365051496,0.11130000452644917,0.11130000538814055,0.11130000623593372,0.11130000707016219,0.1113000078911488,0.11130000869920664,0.11130000949463859,0.11130001027773817,0.11130001104879006,0.11130001180807025,0.11130001255584632,0.111300010867732,0.11130000895149239,0.11130000706364163,0.11130000520355332,0.11130000337061952,0.11130000156425002,0.1112999997838715,0.11129999802892687,0.11129999629887521,0.11129999459319029,0.11129999291136139,0.11129999138188063,0.11129999243549671,0.11129999347467989,0.11129999449972439,0.11129999551091707,0.11129999650853661,0.11129999749285457,0.11129999846413519,0.1112999994226358,0.1113000003686071,0.1113000013022929,0.11130000222393122,0.11130000313375366,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-19,0.107472909075776,0.10607337359291047,0.1044883261253291,0.1029293335155621,0.10164252265958784,0.10078548294671719,0.10019525659705897,0.09976692248759167,0.09943388903094608,0.09925591516385235,0.0991833588570703,0.09912289892641923,0.09926454297268394,0.09952027282093101,0.09974195347822601,0.10012637339926145,0.10053739446510734,0.10090287543864229,0.10133304888572092,0.10175952828833501,0.10214553290898976,0.10255019035159951,0.10295827584550299,0.10333248690165142,0.10375660861475433,0.10421797851845915,0.10464534482547205,0.10505345317602854,0.10544016115490229,0.10580121069551396,0.10602252855893135,0.10618488795848102,0.10633742910510047,0.1065189747713633,0.10671783412659952,0.10690567855497579,0.1070873117540474,0.10726360469137575,0.107430882915581,0.10758325467323537,0.1077234081508136,0.10785690414156468,0.10801375425225701,0.108177936116717,0.10833484373947178,0.1085403252687216,0.10877775532221245,0.10900534017585994,0.10913504466489643,0.10919442566478188,0.10925148099258597,0.10927697183961871,0.10928709198228526,0.10929683739211482,0.10936071720842655,0.10944907939807313,0.10953434783208538,0.10959618099470836,0.10964080552864619,0.10968394428404338,0.10971072134825155,0.10972758419025963,0.10974391194811983,0.10976102985186764,0.10977840910417447,0.10979526197239098,0.10992123246525809,0.11008672270629494,0.11024743974100959,0.11022893169829406,0.11012485905500702,0.11002368667150941,0.11006750467310433,0.11015398540441779,0.11023816645314621,0.11031756580700192,0.11039448508203109,0.11046943719347802,0.11054388365111412,0.110616702044676,0.11068772705252794,0.11075702412040633,0.11082465554792442,0.11089068067537644,0.11095552353399274,0.11101892261043012,0.11108086773103554,0.11114140834490405,0.11120059168391672,0.11125846288563301,0.11131506510809852,0.11137043963718263,0.11142462598700775,0.11147766199398101,0.11152958390490042,0.11158042645956723,0.11163069989670604,0.11168006062823,0.11172842629909563,0.11177582669807373,0.11182229043665126,0.11186784500662061,0.11191082580683376,0.11195289792557017,0.11199417021733282,0.11191254887044444,0.1118122992007422,0.11171391479536763,0.11170000742171582,0.11170000547913661,0.11170000357155874,0.11170000169804495,0.11169999985769041,0.11169999804962294,0.11169999627300009,0.11169999452700874,0.11169999281086329,0.11169999112380524,0.11169998946510096,0.11169998783404167,0.11169998911316403,0.11169999067232661,0.1116999922061368,0.11169999371520833,0.11169999520013452,0.11169999666149044,0.111699998099833,0.11169999951570153,0.11170000090961829,0.11170000228209043,0.11170000363360888,0.11170000496464949,0.11170000476036224,0.11170000448392359,0.11170000421158055,0.11170000394324231,0.1117000036788216,0.11170000341823294,0.11170000316139395,0.1117000029082238,0.11170000265864499,0.11170000241258116,0.11170000216995901,0.1117000019875074,0.11170000234345956,0.11170000269453562,0.11170000304083505,0.1117000033824549,0.1117000037194893,0.11170000405202973,0.1117000043801657,0.11170000470398422,0.11170000502356969,0.1117000053390047,0.11170000565036964,0.11170000595774265,,,,,,,,,,,,,,,,,,,,,,,,
-2011-12-20,0.10738060787544956,0.10606391824758887,0.10439044734558012,0.1027490545114591,0.10148931858587851,0.10065029422110694,0.10004415955823287,0.09958589002284146,0.09922959015418131,0.09902813705591917,0.0989202686751196,0.09883038644524533,0.0989523268693615,0.09917002128464603,0.09935872465984352,0.0997183436098863,0.10009297429074104,0.10042608647841278,0.1007999908683308,0.10115911588371884,0.10148413947066026,0.10189305877887822,0.10233330753746683,0.10273702341785107,0.10317944653603006,0.103639127408935,0.10406492863115746,0.10444775410544604,0.10479816009473697,0.10512530598644831,0.10535660960708881,0.10555084554219696,0.10573334069375862,0.10590725393603906,0.10607252519968724,0.10622863740509247,0.1063863321908105,0.1065446016393421,0.10669477563460572,0.10693242515446233,0.10721555977707675,0.10748527912857364,0.1076915037263031,0.10786844678708518,0.10803755212030741,0.10814341906245617,0.10821111459615973,0.10827599336320803,0.1083802952719386,0.10850580745374638,0.10862641097697301,0.10865751751713804,0.10865414415547647,0.1086508957428367,0.10880645155773494,0.10901882809399588,0.10922379138377214,0.10925637865979021,0.10918784558536454,0.10912160097157142,0.10914845817281571,0.10921918318905699,0.10928766726399641,0.10935514362608956,0.10942110325391252,0.10948506785047263,0.10950000849461428,0.10950000224720657,0.10949999618088313,0.10949999767487739,0.10950000203996813,0.10950000628380652,0.10958600481124403,0.1096896484550074,0.10979053756555368,0.10988987051179055,0.10998674518554585,0.11008114402639424,0.11017185813795938,0.11026017612038297,0.11034632017979629,0.11043036960588104,0.11051239987872719,0.11059248289491408,0.11064756704929724,0.11069896732657658,0.11074918828566926,0.11079827005327347,0.11084625095607281,0.11089316762054824,0.11093905506622193,0.11098394679283108,0.11102787486188848,0.1110708699730445,0.11111296153563788,0.1111541777357794,0.11119538782520744,0.11123589731805517,0.11127558986966446,0.11131448994578075,0.1113526210448732,0.11139000574546976,0.11142626004722378,0.11146181829961122,0.1114967003572831,0.11137696044225498,0.11124341875735455,0.11111236566985827,0.11110000959508137,0.11110000732774394,0.11110000510125961,0.11110000291453392,0.1111000007665115,0.11109999865617337,0.111099996582537,0.11109999454465291,0.11109999254160452,0.11109999057250608,0.11109998863650161,0.111099986732764,0.11109998828870693,0.11109998998914805,0.11109999166193973,0.111099993307751,0.11109999492722933,0.11109999652100155,0.11109999808967497,0.11109999963383799,0.11110000115406038,0.11110000265089481,0.11110000412487664,0.11110000557652566,0.11110000537945419,0.11110000518532415,0.11110000499407002,0.11110000480562854,0.11110000461993796,0.11110000443693857,0.11110000425657218,0.11110000407878262,0.1111000039035146,0.11110000373071549,0.1111000035603329,0.1111000035017744,0.11110000409623999,0.11110000468256231,0.11110000526090724,0.11110000583143687,0.11110000639430839,0.11110000694967481,0.11110000749768556,0.11110000803848541,0.11110000857221625,0.1111000090990153,0.11110000961901711,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-01-20,0.10318821211549256,0.10203070800274006,0.10094015204751416,0.10003894058067897,0.09943127133654972,0.09890915937279487,0.09849621264023423,0.09818660442865679,0.09812826287024157,0.09816368027624955,0.09819265900353624,0.09852398291063769,0.09891788089286102,0.09925562014842493,0.09972429939017236,0.10016205292705038,0.1005484507523553,0.10109150503560449,0.10160913620629008,0.10207521231422789,0.1025383804656057,0.10297539080537677,0.10337455152238206,0.10387619812424154,0.10440304632199782,0.10488959091253403,0.10531130298012648,0.10569430012606529,0.10605100297253478,0.1063347306639757,0.10659226611380612,0.10683376004432299,0.10704843634708694,0.10724577385976142,0.10743186716183706,0.10768126399248334,0.10796131950870702,0.10822670057526151,0.10845578291825686,0.10866458159314352,0.108863231466799,0.10906542121970753,0.10926122161673502,0.10944815424211307,0.10960008046625691,0.10973496080310619,0.10986411691516729,0.10994115347995326,0.10999673082777073,0.1100500876998145,0.11009940101500848,0.11014636889300489,0.11019156627437066,0.11025450044325114,0.11031963356168717,0.1103824441160941,0.11045026764706911,0.11051859219332294,0.11058460464583675,0.11070535721720831,0.1108396666723166,0.11096965902798694,0.11113558794058487,0.11130867698044478,0.111476465935199,0.11150001120567721,0.1115000043047567,0.11149999760680473,0.11149999269477018,0.11149998829226448,0.11149998401377292,0.11156400536107891,0.11163292402475222,0.11169998412322801,0.11176843463421626,0.11183508786574747,0.11190001368619207,0.1119603004408336,0.11201906409416229,0.1120763616461482,0.1121322472876145,0.11218677257118603,0.1122399865699033,0.11229257224939726,0.11234392301792684,0.11239408187116928,0.11244308983173923,0.11249098606108343,0.11253780796384749,0.11258359128529682,0.11262837020232475,0.11267217740853908,0.11271504419386535,0.11275700051908077,0.11279807508564699,0.11289228006399199,0.11298722209719103,0.1130802343912174,0.11317137518806963,0.11326070040934555,0.11334823586837439,0.11343379913446072,0.11351770736334044,0.11360000811451054,0.11356603794751585,0.11353270973417895,0.11350000544779681,0.11354607175783382,0.11359129466813989,0.11363569713050348,0.11367930127140524,0.11372212842878415,0.11376419918685299,0.11380553340908905,0.11384615026950362,0.11388606828229975,0.11392530533001155,0.11396387869021507,0.11400001340410926,0.11400001195138154,0.11400001052266573,0.11400000911737163,0.11400000773492791,0.11400000637478147,0.1140000050363974,0.11400000371925745,0.11400000242286001,0.11400000114671882,0.11399999989036269,0.1139999986533351,0.1139999976390591,0.11399999856220155,0.11399999947146222,0.11400000036715197,0.1140000012495721,0.11400000211901551,0.11400000297576618,0.11400000382010034,0.11400000465228577,0.11400000547258293,0.11400000628124451,0.11400000707851654,0.11400000728685922,0.11400000565625623,0.11400000404814414,0.1140000024620611,0.11400000089755746,0.1139999993541958,0.11399999783155024,0.11399999632920665,0.11399999484676182,0.11399999338382272,0.11399999194000698,0.11399999051494203,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-02-13,0.10131366367481198,0.09977669418414403,0.09831109756714018,0.09693825844254178,0.09575543728901748,0.0948935927240504,0.09427840451484637,0.09386624294063473,0.0936038433009938,0.09339396891051122,0.0933405130406848,0.09341519139640475,0.09347838475832537,0.09374134870114936,0.09408926841200227,0.09439378894460737,0.09477136175745549,0.09517035450058287,0.09552747126562577,0.09592910282399503,0.0963765872337532,0.09678354979469317,0.09726129676364947,0.09783497954992315,0.09836303261611579,0.09887543533354837,0.09937176638309442,0.09983284594413133,0.1002568160927726,0.10064940519125276,0.10101679277705733,0.10138298733098661,0.10175020804904622,0.10209593939408124,0.10244055118899187,0.10279541224557875,0.10313119675328997,0.10345690201986413,0.10377403338457913,0.10407539260179899,0.10433715918685627,0.10456823408917226,0.10478860635127618,0.10505101588003152,0.10535777948501579,0.10565128522632206,0.1059034343201013,0.1061139543270131,0.10631591933494877,0.10641995851591268,0.10645383598472669,0.10648641145218796,0.10665467535405937,0.10691754300107448,0.10717091089975539,0.10730000688995212,0.10730000582787591,0.10730000480242308,0.107425504353581,0.1076590483193125,0.10788498196185703,0.10810420093785766,0.10831697585111133,0.10852314050946688,0.10866321326162987,0.10876282209861032,0.10885946609017516,0.10892035686408486,0.10895515392916155,0.10898895783793328,0.109063924397383,0.10915757984974994,0.10924867698603724,0.10933802232034151,0.10942520883017304,0.10951010754232415,0.1095937237118707,0.10967548465439814,0.10975518149738517,0.10983289143026331,0.10990868784107288,0.10998264054762852,0.1100789736918053,0.1101804813948477,0.11027960963836358,0.1103764411186976,0.11047105474402952,0.11056352584882956,0.11065392639390548,0.11074232515316318,0.11082878788809425,0.11091337751092611,0.1109961542372806,0.11107717572912224,0.11122080427257175,0.1113869176670943,0.11154963011227403,0.11170904499289591,0.11186526154548226,0.11201837506428136,0.1121701871120302,0.11231932481934437,0.112465586068899,0.11237025630332464,0.1122028535289108,0.11203863378168566,0.11204222889344084,0.1120967614735493,0.11215029605688676,0.11220285979137534,0.11225447884913553,0.11230517846993782,0.1123549830023538,0.11240391594274612,0.11245199997222977,0.1124992569917258,0.11254570815522258,0.11259137390134821,0.112644417966562,0.11269848079049827,0.11275165257615272,0.11280395517193487,0.11285540971774477,0.11290603667346155,0.11295585584606949,0.11300488641549356,0.11305314695922064,0.11310065547576675,0.11314742940705891,0.1131934856597836,0.11320000627517524,0.11320000486571646,0.11320000347745252,0.11320000210990888,0.11320000076262526,0.11319999943515469,0.11319999812706305,0.11319999683792936,0.11319999556734439,0.11319999431491068,0.11319999308024187,0.1131999918629627,0.11319999253579405,0.11319999319928065,0.11319999385361545,0.11319999449898699,0.11319999513557799,0.11319999576356632,0.11319999638312517,0.11319999699442329,0.11319999759762478,0.1131999981928895,0.1131999987803729,0.11319999936022662,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-02-16,0.10029770102191793,0.09865702579886859,0.09725445451926973,0.09581403040930403,0.09463558947155515,0.09385251173162645,0.09329351348948567,0.09287395517252328,0.09254741204481198,0.0922862477935873,0.09230427676441466,0.09245000595186248,0.09257333044997984,0.09298273372522203,0.09342629358554144,0.0938145561234216,0.09425911664245223,0.09468450917570981,0.09506526372169644,0.09549599296148181,0.0959374060975402,0.09633884510662849,0.09684646275854547,0.09741335313641208,0.0979351510489741,0.0984736850878174,0.09899985462603467,0.09948866629789377,0.0998884375580491,0.10024491031632077,0.10057848942374448,0.10089386965624492,0.10119174510621165,0.1014721720963001,0.1017886867149842,0.10213371603315125,0.10246019456184752,0.10277198053823011,0.10306929923184893,0.10335182623882422,0.10361794938989122,0.10387040937544145,0.10411118082106685,0.10435221622099755,0.10458930410338874,0.10481613144464474,0.10502064335123418,0.10520901146962092,0.10538972126442347,0.10556447437611349,0.10573288833025418,0.10589484901845525,0.10605089842957716,0.10620125895489907,0.10634617116384737,0.10646552023003508,0.10656835567282519,0.1066676541347551,0.10681548554267639,0.10698392504030774,0.10714686631829884,0.10731888151060343,0.10749250257127874,0.10766072393374815,0.10777764016918367,0.10787681977742891,0.10797304728628432,0.10800001577817331,0.10800001410366211,0.10800001247699398,0.10807746351527814,0.10817074135403781,0.10826147116794083,0.1083475137212071,0.10843103532675857,0.10851236504297979,0.10859233214262876,0.1086703316808817,0.10874636182860731,0.10882049624272083,0.10889280495226372,0.10896335457904538,0.10903214871950606,0.1090993027980991,0.1091648807046437,0.10922893728681782,0.10929152487669613,0.10935269343333731,0.10941249067578385,0.10947096220721386,0.10952815163092788,0.10958410065878632,0.10963884921267097,0.10969243551947927,0.10980318296561165,0.1099212483850367,0.11003689164039931,0.11015018651191144,0.11026120381342275,0.1103700115400168,0.11047882618862137,0.11058551756874824,0.11069014722553572,0.11066923600708933,0.11063584432094387,0.11060308364228244,0.11066261054685111,0.11073059971711818,0.11079734542777842,0.11086288148220191,0.11092724046950919,0.1109904538186075,0.11105255184936613,0.1111135638211076,0.11117351797857489,0.1112324415955308,0.11129036101612622,0.1113473016941724,0.1114065551051211,0.11146498603115584,0.11152245415295425,0.1115789830731071,0.11163459562898881,0.11168931392351933,0.11174315935445289,0.11179615264227882,0.11184831385680427,0.11189966244249883,0.11195021724266052,0.11199999652247117,0.11199999614656964,0.11199999577636355,0.11199999541172456,0.11199999505252767,0.11199999469865252,0.1119999943499812,0.11199999400640026,0.11199999366779845,0.11199999333406874,0.11199999300510655,0.11199999268081062,0.111999992453931,0.11199999278342143,0.11199999310833575,0.11199999342876854,0.11199999374481195,0.11199999405655525,0.11199999436408592,0.11199999466748856,0.11199999496684576,0.11199999526223814,0.11199999555374363,0.11199999584143883,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-03-06,0.09697085412056072,0.09546250388394606,0.09411977628216439,0.09271370587063998,0.09170830114175166,0.09103854530384448,0.09057724781619192,0.0903714170171821,0.09021135325371121,0.09014450578229294,0.09042360436867614,0.09065624110672132,0.09094960680362396,0.09142518296202806,0.09183751665935724,0.09231410391214956,0.09300710677700375,0.09362347841688123,0.09420259631807681,0.09487994923500986,0.09549315365098066,0.09606647426842474,0.0967317104323473,0.09734186492831243,0.09790896563676399,0.09845502174126008,0.09896087139777787,0.09943014597575073,0.0998656636108699,0.10027230238856566,0.10064546020731191,0.10095248830243331,0.10124098665137349,0.10152132540894332,0.10195560618190602,0.10236591745776358,0.10273857357316385,0.10300047270873924,0.10324899861703818,0.10348520089485902,0.10371008666012171,0.10392430618841364,0.10414568460174922,0.10445723982367827,0.10475503028369282,0.10504169443014333,0.10532648531829114,0.10559947879182596,0.10581676901553028,0.10588545218560763,0.10595144591633954,0.10607302349027181,0.10637253468681163,0.10666102952967393,0.1068999971224407,0.10690000300630587,0.10690000868371974,0.10693528566659927,0.10711674771909618,0.10729218931304008,0.10746219063309748,0.10762792670649901,0.10778842495167162,0.10795866000975951,0.10815994723304434,0.1083551697666616,0.10849148298712241,0.10845633235775831,0.1084222016538603,0.10843924966443108,0.10855481677686551,0.10866718524347774,0.10877585014225088,0.10888075187840784,0.10898286576625904,0.1090829291227724,0.10918122817030396,0.1092770151095408,0.1093703850234844,0.10946142825643279,0.10955023070555292,0.10966615455379225,0.10981787209346994,0.10996599731916445,0.11011065632310402,0.11025196936461201,0.11039005120352674,0.11052501141101256,0.11065695465952508,0.11078598099354764,0.11091218608256725,0.11103566145763932,0.11115649473276257,0.11127542247405531,0.11139290832550208,0.11150795859037665,0.11162064822890416,0.11173104915649623,0.11183923039679189,0.11194379363120399,0.1120449774634118,0.11214418623731803,0.11218536661319067,0.11215166340808524,0.11211860316112388,0.11214767489540667,0.11225745448848912,0.11236521166328162,0.1124710017963042,0.11257487826066948,0.11267689251586743,0.11277709419276727,0.11287553117412585,0.11297224967088138,0.11306729429448525,0.11316070812551104,0.1132525327787628,0.11335244231412989,0.11346119064313887,0.11356813685806566,0.11367332538569785,0.11377679920442696,0.11387859990279581,0.11397876773522908,0.1140773416751042,0.11417435946530752,0.11426985766641629,0.11436387170263385,0.11445643590559862,0.1145000142157131,0.1145000142213577,0.11450001422691658,0.11450001423239198,0.11450001423778566,0.11450001424309941,0.114500014248335,0.11450001425349421,0.11450001425857859,0.11450001426358991,0.11450001426852952,0.11450001427339918,0.11450001270852206,0.11450001038618063,0.11450000809609406,0.1145000058375949,0.1145000036100341,0.11450000141278016,0.11449999924521914,0.11449999710675263,0.11449999499679908,0.11449999291479185,0.11449999086017959,0.11449998883242496,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-07,0.09624432569652952,0.09479900468320324,0.09313313623627617,0.09175349559385237,0.09076733151694683,0.09011038373024016,0.08965929792815497,0.08941516358980794,0.08922531914279119,0.08916753367459984,0.08948375535991371,0.08974734356229419,0.0900873440160832,0.09059607563018823,0.09103716840432363,0.09154919306525655,0.09223834657156482,0.0928512927262739,0.09344364477085021,0.09415331598775678,0.09479579634499014,0.09541058300217586,0.0961467077490481,0.09682192332309536,0.09743599676611159,0.09798007434035405,0.09848409037642503,0.09893995502175268,0.09934067937864466,0.09971482061243764,0.10006727126523729,0.10040740174894514,0.10072701406117268,0.10103726759922838,0.10141625228781304,0.10177430205042626,0.10213088663481829,0.10254241930748509,0.10293298978646082,0.10323951353427518,0.10337346411773063,0.10350105122239328,0.1036743517582206,0.10405431541447441,0.10441751401564714,0.10475553725480369,0.10503976379042723,0.1053122161712059,0.10552011379958226,0.10558865104402093,0.10565450455570535,0.10577779930814213,0.10604358109990475,0.10629957949880486,0.10651356388521815,0.10658318205482997,0.10665036163395225,0.10673989004957352,0.10690397936881535,0.1070626221696207,0.10721592763029264,0.10736381181655985,0.10750702008811341,0.10766839424456376,0.10786938398220425,0.1080643179508678,0.10819999802276103,0.10819999509184264,0.1081999922458785,0.10825976548856575,0.10841363770730461,0.10856325617961993,0.10870730983558663,0.10884587643106047,0.1089807645488341,0.10911383042898692,0.10924531402113158,0.10937344123188142,0.1094983389582651,0.10962012778005326,0.10973892234803695,0.10985408578735045,0.10996567497894949,0.11007461810713082,0.11018100818591825,0.11028493392036132,0.11038647995320061,0.11048572709477833,0.1105827525375116,0.11067763005612008,0.1107704301947039,0.11086122044166413,0.11095006539338192,0.11104022295391469,0.111132706435211,0.1112232706367724,0.11131197469002219,0.1113988753220343,0.11148402697650672,0.11156731434207101,0.11164883405597448,0.11172876114788721,0.11180740329428374,0.11188482335179617,0.11196077397959092,0.11207058361026268,0.11221680919492893,0.11236034559471886,0.11250126631636359,0.11263964221182765,0.11277554159708325,0.11290903036456612,0.11304017208969874,0.11316902813184404,0.11329565773002748,0.11342011809373864,0.1135424644891081,0.11365765062977728,0.11376631491368205,0.11387317846541811,0.11397828567797097,0.11408167949702364,0.11418340147946004,0.11428349184905362,0.11438198954949885,0.11447893229492867,0.11457435661806126,0.1146682979161,0.11476079049451071,0.11479999493515458,0.1147999948874916,0.11479999484055048,0.11479999479431546,0.11479999474877034,0.11479999470390001,0.1147999946596896,0.11479999461612445,0.11479999457319079,0.11479999453087486,0.11479999448916356,0.11479999444804379,0.1147999954033383,0.11479999674082042,0.11479999805972652,0.11479999936044072,0.11480000064333717,0.11480000190877893,0.11480000315712036,0.11480000438870541,0.11480000560386938,0.11480000680293845,0.11480000798623013,0.1148000091540542,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-08,0.09482072166378996,0.09322705533097841,0.09142332821661259,0.08964065610706506,0.08850540418746777,0.08774922674628782,0.08724600118544412,0.0870047285670108,0.08681710910276674,0.08676305674549778,0.0869982015772297,0.08719419446887966,0.08751345298544777,0.08801873271163752,0.08845683170069263,0.0890266176450385,0.08981474742493467,0.09051578604592869,0.0911792159227296,0.09188555446540825,0.09252501664309842,0.09314717673248385,0.09388031158267296,0.09455278378770271,0.09519548414013479,0.09584599081446354,0.0964486563108804,0.09699964983027787,0.09749888922283723,0.09796505097339958,0.09839237250783595,0.0987653998380773,0.09911593485101533,0.09947439612331643,0.09997833338120765,0.10045448620788555,0.10087906809314284,0.10120034787149512,0.10150523843623538,0.10180358136409406,0.10210426747407042,0.10239071148756329,0.10266755465083333,0.1029433049831534,0.10320686417423697,0.10347799786608647,0.10379709952524308,0.10410299187157124,0.1043234123802379,0.10439183451538003,0.10445757742274808,0.10460202715644007,0.10490047928994106,0.10518795385454949,0.10541690819851324,0.10548642508646733,0.1055535069297091,0.10566976675082307,0.10590865675786154,0.10613963282686245,0.10633076022857768,0.10643624374897853,0.10653838816969374,0.10667812152811984,0.10687881848086511,0.10707346846657906,0.10717617386723366,0.10710607258941574,0.10703800748007253,0.10706719905116446,0.10722087221052745,0.10737029712194124,0.10751581635275986,0.10765757239327578,0.10779556569738946,0.10792923521124154,0.10805881213064761,0.1081850811415983,0.10830816731591186,0.10842818949864608,0.10854526069083459,0.10865452450162749,0.1087567071533797,0.10885646596914578,0.10895388618000723,0.1090490490673044,0.10914203218881058,0.10923290958954279,0.10932175199840777,0.10940862701178733,0.10949359926505942,0.10957673059297135,0.10965808017970224,0.10978076560913186,0.10994775669904544,0.1101112931556194,0.11027148108136631,0.11042842227791638,0.11058221446174898,0.11073425950702465,0.1108841110465224,0.1110310439465898,0.11106424858211938,0.11099697873487968,0.11093099417531693,0.11097763932856264,0.11112373726764324,0.11126714837138807,0.11140794608224969,0.1115462011902375,0.11168198195158796,0.11181535420112176,0.1119463814586743,0.11207512502996075,0.11220164410221378,0.11232599583490632,0.11244823544585292,0.11255762559920202,0.11265716202982068,0.11275504820369031,0.11285132482348592,0.11294603126426384,0.11303920562715364,0.11313088479046352,0.1132211044583471,0.11330989920716239,0.11339730252965308,0.11348334687706862,0.1135680636993337,0.11359999422139366,0.11359999460816028,0.1135999949890667,0.11359999536424525,0.11359999573382384,0.11359999609792748,0.11359999645667673,0.11359999681018862,0.11359999715857705,0.11359999750195282,0.11359999784042318,0.1135999981740925,0.1135999988092804,0.11359999953060851,0.11360000024191796,0.1136000009434166,0.11360000163530537,0.11360000231778078,0.11360000299103357,0.11360000365524936,0.1136000043106089,0.11360000495728828,0.11360000559545869,0.1136000062252871,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-09,0.09485666614452493,0.09332185788393299,0.09158055528363951,0.08973978759067402,0.08854442951522024,0.08774825267204256,0.08721040351114873,0.08689254173621785,0.08664538016161094,0.08656286468661989,0.08675714336643403,0.08691906880141453,0.08720527409670153,0.08763541286750387,0.08800833745557379,0.08853466022718703,0.08925029918955096,0.08988681767701734,0.090514600108488,0.09121762985532245,0.09185409491604846,0.09246528227717277,0.09312242366598822,0.09372515051322483,0.0943023470636477,0.09487850254177821,0.09541225030830058,0.09592421816542718,0.09642184418278399,0.09688649899360824,0.0973106767139984,0.09768262347370604,0.0980321428507327,0.09839201669129372,0.0988586954966415,0.09929962976286277,0.09971578337769915,0.10010747847641643,0.1004792156112273,0.100828743677988,0.10115539586835642,0.10146658330700276,0.10176298951921914,0.10204504577102225,0.10231463365428972,0.10255198109026153,0.10272891013414642,0.10289849377681892,0.10309360622052544,0.10333259590707078,0.10356226222103326,0.10375179419282099,0.10388422198949132,0.10401176006977031,0.10417101931625039,0.10441386986971235,0.10464824998506472,0.10484997802836715,0.10499649596919713,0.10513814844816749,0.10527663143564014,0.10541353224036443,0.10554610314554536,0.10567268421157339,0.10579293935832124,0.10590956290038345,0.10602355133349128,0.10613553455470548,0.10624428273537245,0.10636614517144083,0.10650217093735481,0.10663443424349461,0.10676281693667966,0.10688754276318346,0.10700895606628169,0.10712835769075446,0.10724553700407169,0.10735972364901292,0.10747103082510034,0.10757956609385033,0.10768543172546252,0.10778783729458596,0.10788712655607324,0.10798406037135333,0.10807872157514398,0.10817118916308277,0.10826153851158815,0.10834984158278194,0.10843616711564308,0.10852058080446314,0.10860314546557315,0.10868392119323511,0.10876296550550735,0.10888881345758983,0.10905564125478762,0.10921901779252985,0.10937904906983609,0.10953583678903356,0.10968947857127853,0.10984147744696005,0.10999118441101952,0.11013797554836624,0.11021950485891674,0.11025309849213971,0.11028605323427088,0.11036877349398355,0.1104873943800404,0.11060383090546844,0.11071814285549153,0.11083038785334498,0.11094062145712758,0.11104889725149336,0.1111552669345015,0.11125978039992046,0.11136248581525798,0.11146342969578016,0.1115626569747512,0.11167944078181535,0.11180600939953966,0.11193048259232019,0.11205291196884515,0.11217334745685204,0.112291837371012,0.1124084284775495,0.11252316605578327,0.11263609395675211,0.11274725465909086,0.11285668932230242,0.11296443783756938,0.11299998650315524,0.11299998720688476,0.11299998789995169,0.11299998858259674,0.11299998925505284,0.11299998991754667,0.11299999057029808,0.11299999121352022,0.11299999184742004,0.11299999247219938,0.11299999308805297,0.11299999369517133,0.11299999487870505,0.11299999618236245,0.11299999746791345,0.11299999873573285,0.11299999998618482,0.11300000121962372,0.11300000243639463,0.11300000363683305,0.1130000048212656,0.11300000599001048,0.11300000714337677,0.11300000828166668,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-12,0.09474982943280774,0.09327922526077681,0.09146626691112103,0.08966695734038055,0.0884952574386142,0.087714824203593,0.08723310330536616,0.08703682908881794,0.08688419586182139,0.08688764518368264,0.08711876051723055,0.08731139416883704,0.08762738241924195,0.08805460539845478,0.08842500105456019,0.08897093650763432,0.08968258264581186,0.0903155474047741,0.0909498244139555,0.09164956212167796,0.09228304486768035,0.09290898178421791,0.09359978050923612,0.09423339623927585,0.09484530434792338,0.09545524813606354,0.09602031387780863,0.09653221568027348,0.09699514906724449,0.09742739655795019,0.0978289477316141,0.09819979153148006,0.09854827406071576,0.09888835869696977,0.09924642113842053,0.09958469835008832,0.09998400300078458,0.10051675927953974,0.10102243324266036,0.10146092627535697,0.10182339270746277,0.10216870972764558,0.10249732851802973,0.10280965909019169,0.10310819097317081,0.10340900473802495,0.10372682876392281,0.10403149602508921,0.10426012906597237,0.1043964446094785,0.10452743029594869,0.10465822179063489,0.10479041040298398,0.10491771809114647,0.10504731250081556,0.105185852510423,0.10531954793237208,0.10547828194234943,0.10567900315073442,0.10587306829496979,0.10605964974754722,0.1062383982253583,0.10641149967449137,0.10658125743935742,0.10674802645258041,0.10690976586160605,0.107015314228323,0.10705025867567852,0.10708419129607427,0.10718389749262891,0.10734063237243419,0.10749303477728689,0.10763947036120691,0.10778086694570543,0.10791851028910338,0.10805393119017648,0.10818669089625033,0.10831606180711728,0.10844217203924833,0.10856514333144895,0.10868509143683025,0.10880198507912686,0.10891598790971457,0.10902728769322723,0.10913597943806663,0.10924215375166813,0.10934589709240883,0.10944729200440872,0.109546417336563,0.10964334844703272,0.10973815739430237,0.10983091311582505,0.109921681595186,0.11001047342779136,0.11009736380811219,0.11018245056277842,0.11026578927277941,0.11034743325860408,0.11042743369400276,0.11065075871937191,0.11092711526498666,0.11119811980957683,0.1112155248625335,0.11108122776278262,0.11094950447286611,0.11097447425635742,0.11109299135789663,0.1112093259924829,0.11132353789398697,0.11143568463613063,0.11154582172925687,0.11165400271194592,0.1117602792377903,0.11186470115762948,0.11196731659751569,0.11206817203266795,0.11216731235765365,0.11226107266990648,0.11235142617647309,0.11244028094856917,0.1125276739694665,0.11261364101555738,0.1126982167051862,0.1127814345451299,0.11286332697485535,0.1129439254086817,0.11302326027595799,0.11310136105936608,0.11317825633145007,0.11320000740333769,0.11320000535468844,0.11320000333707925,0.11320000134981001,0.11319999939220149,0.11319999746359466,0.11319999556334981,0.11319999369084566,0.11319999184547913,0.1131999900266647,0.11319998823383348,0.11319998646643237,0.11319998780952067,0.1131999896444944,0.11319999145398252,0.11319999323851215,0.11319999499859601,0.11319999673473324,0.11319999844740902,0.11320000013709608,0.11320000180425382,0.11320000344933012,0.11320000507276062,0.11320000667496988,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-13,0.0941712051096042,0.09272411924854884,0.09105510536888906,0.08937867792462661,0.08838887395294703,0.08772950431722393,0.08733789785890256,0.08718273472676863,0.08706206759872415,0.08711636999787542,0.08738366046906698,0.08760645272971823,0.0879908527565807,0.08848585026730538,0.08891503027322911,0.08954567026531568,0.09032073450908173,0.09101014335583213,0.09168486814489718,0.0923813226133281,0.09301183093100085,0.09365614088948004,0.09438029390815394,0.09504452205316882,0.09565926135696134,0.09623124377465819,0.09676112336239773,0.09729141869269675,0.09781877344234835,0.09831119986996617,0.09874719175544855,0.09911693486987416,0.09946438265070978,0.0998270681244251,0.1002555675183796,0.10066041468080877,0.10106805230340976,0.10149321263710709,0.10189672163230967,0.10223108877507148,0.10249653046492213,0.10274939150478102,0.1030885092935403,0.10356794653390278,0.10402627014374133,0.10441065473692612,0.10469259951278831,0.10496286413092126,0.10520012740702533,0.1054041929017333,0.1056002913194034,0.105813070715568,0.10604397218653916,0.10626636731941796,0.1064404982415792,0.10654423996569173,0.10664435085033808,0.10678800376149478,0.1069884010929083,0.10718215300350176,0.10736829526598646,0.10754677100725973,0.10771960826179239,0.10785359627619684,0.1079535118349999,0.10805040825535084,0.10815096197165008,0.10825565759055156,0.10835732801932552,0.10848333723856651,0.10862595163977673,0.10876462212075921,0.1088971270369341,0.109024890398564,0.10914926087407872,0.10927201272532017,0.10939239915103882,0.10950971131233111,0.10962406548349146,0.10973557214824026,0.10984433635576041,0.10995054319182418,0.1100542426876503,0.11015548249293472,0.11025434909515197,0.11035092497401289,0.11044528883095084,0.11053751580301885,0.11062767766241688,0.11071584300276527,0.11080207741314019,0.11088644364079725,0.11096900174343349,0.11112044669099408,0.11131174289614965,0.11149908567614042,0.11168259633020061,0.11186239124562425,0.11203858214390094,0.11221097323030915,0.11237988277819455,0.11254550527659601,0.11253181750994234,0.11243119210760133,0.1123324922224973,0.11238636019779058,0.11251387929191647,0.1126390511360007,0.11276193994715644,0.11288260762118707,0.11300111383653277,0.11311751615268206,0.11323187010338787,0.11334422928500687,0.11345464544025363,0.11356316853764947,0.1136698468469195,0.11369999396876196,0.11369999379874063,0.11369999363155303,0.11369999346712878,0.11369999330539993,0.11369999314630097,0.11369999298976818,0.11369999283573984,0.11369999268415643,0.11369999253495999,0.11369999238809503,0.11369999224350669,0.11369999162744127,0.11369999087387939,0.11369999013173526,0.1136999894007511,0.11369998868067732,0.11369998797127101,0.11369998727229746,0.11369998658352776,0.11369998590474006,0.11369998523571945,0.11369998457625607,0.11369998392614677,0.11369998412935423,0.11369998441795737,0.11369998470255216,0.11369998498322142,0.11369998526004577,0.11369998553310401,0.11369998580247231,0.11369998606822462,0.11369998633043377,0.11369998658917013,0.11369998684450189,0.11369998709649587,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-14,0.0940250322400551,0.09245848841283588,0.09069499708080686,0.08909458603144138,0.0880860054967163,0.08741413742624693,0.08702948474684358,0.0868761397931952,0.08675688645155999,0.0868304219119902,0.08709539961180623,0.08731626371097323,0.087806693174447,0.08843874173967192,0.0889868142110013,0.08968501568841347,0.09045573410219965,0.09114127475458322,0.09188369645098615,0.09271542147976031,0.09346848050678025,0.09422133511479291,0.09501464416813077,0.09574234937509196,0.096459469285741,0.09717180237119183,0.09783178266503212,0.09841943052096847,0.0989483256921333,0.0994421909481027,0.09990387093438535,0.10033619499834923,0.10074247239443745,0.10119736308451888,0.10176711474794287,0.10230548421349317,0.10275737107740834,0.10311081106342423,0.1034462306360413,0.10381604838241598,0.10421325673469162,0.10459168329062662,0.10496646874062554,0.10534237630138477,0.10570169634266913,0.10601346166018044,0.1062702199450547,0.10651633590005738,0.1067528506712474,0.10698030253909274,0.10719887875627676,0.10745978181507576,0.10775612468304363,0.10804156683571753,0.10820000954120723,0.10820000510245364,0.10820000081944592,0.10830598099833821,0.10852300701745321,0.10873283923212895,0.10893543595024058,0.10913110655266034,0.10932059828906193,0.10951681924490542,0.10971635680347691,0.10990988203983654,0.11003734856228231,0.11010705217269523,0.11017473957710067,0.11028582898919215,0.11042130704391306,0.11055303766804947,0.11068084972494918,0.1108050934603968,0.11092603737680196,0.11104528907777289,0.111162039169314,0.11127580746918309,0.11138670676867846,0.11149484424126666,0.1116003217880408,0.11170215860325472,0.11180112456866365,0.11189774269955532,0.11199209556498135,0.11208426190713316,0.11217431686050916,0.11226233215618797,0.11234837631237915,0.11243251481231287,0.11251481027043986,0.11259532258782845,0.11267410909756825,0.11282965782554655,0.1130207640180747,0.11320792063175156,0.11339124885025953,0.11357086494991986,0.11374688054560544,0.1139190894609099,0.1140878411270716,0.1142533087548232,0.1142026306285564,0.11406858073961956,0.11393709985161316,0.11398587380353842,0.11410418811921863,0.11422032364808365,0.11433434002475229,0.11444629472723067,0.1145562431735272,0.11466423881311849,0.11477033321358676,0.11487457614271945,0.11497701564635054,0.11507769812219348,0.11517666838991047,0.11525579911537709,0.11532797444546294,0.11539895140818146,0.11546875960340497,0.1155374276641421,0.11560498329569491,0.1156714533129295,0.11573686367576297,0.1158012395229675,0.11586460520438258,0.11592698431162285,0.11598839970736297,0.11599999203285538,0.11599999394927929,0.11599999583666643,0.11599999769567182,0.11599999952693096,0.11600000133106025,0.11600000310865832,0.11600000486030604,0.1160000065865674,0.11600000828799062,0.11600000996510773,0.1160000116184361,0.11600001186935538,0.11600001204829158,0.11600001222474243,0.11600001239875946,0.11600001257039283,0.11600001273969096,0.11600001290670137,0.11600001307146979,0.11600001323404152,0.11600001339445987,0.11600001355276746,0.11600001370900581,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-15,0.09390228407609458,0.09223067666341134,0.09092421120237004,0.09024314030785896,0.08986326545059375,0.08961008908209656,0.08946051635162755,0.08938478443614617,0.08932588547479936,0.08942376547901487,0.08964888250288028,0.08983651555684524,0.09024166583135718,0.0907299035824114,0.09115321982280733,0.09180133385020506,0.09253440430194426,0.09318643568183083,0.09387224962162644,0.09459660198194286,0.09525238170663441,0.09591163348829834,0.09659398053474066,0.09721983853932925,0.09781582937432476,0.09838365397099236,0.09890967935247463,0.09937903699908612,0.09980472166104315,0.10020217605490744,0.1005501336678023,0.10085087828870631,0.10113347082590174,0.10147462813679553,0.101915017433724,0.10233110233169795,0.10272511981781252,0.10309882844373819,0.10345348959661793,0.10379620055935068,0.10412644802192972,0.1044410612763107,0.1047007973223546,0.10490542398928504,0.10510099155166253,0.10528974550834058,0.10547228174316237,0.10564724058901298,0.10581595690826329,0.10597859027551748,0.10613486839367181,0.10639349604997195,0.10672216742899132,0.10703875807326635,0.10716628048628496,0.10709735685562638,0.10703085566544734,0.1070782741038423,0.10722385597709994,0.10736460331880848,0.10749931099792231,0.10762839893978726,0.10775340318906523,0.10798968293320721,0.10828854340357297,0.10857842448094202,0.10867965250152589,0.10864485089458809,0.10861105907527002,0.1087113113272089,0.1088743615386567,0.10903290556629841,0.10919039643611672,0.10934466008983912,0.10949483065018129,0.10963855382749643,0.10977778598846766,0.10991346489801268,0.11004572486163333,0.11017469350047393,0.11030049216205651,0.11042346723574337,0.11054356349210614,0.1106608128424158,0.11077531532998619,0.11088716636492757,0.1109964569892905,0.11110327412420884,0.11120770080044995,0.11130981637365922,0.11140969672546852,0.11150741445154466,0.11160303903754953,0.11169685637699023,0.11178879310909573,0.11187882185978215,0.11196700141385496,0.1120533881658039,0.11213803624007457,0.11222076887533738,0.11230183146674699,0.11238131033107335,0.11229619343388775,0.1121622626903549,0.11203089867728333,0.1120845187528261,0.11219364313087388,0.11230075709942922,0.11240591570788094,0.11250917201398503,0.11261057717312428,0.11271018052281234,0.11280802966273185,0.11290417053058155,0.11299864747398458,0.11309150331869611,0.11318277943332955,0.11326667821135783,0.1133478109884769,0.11342759731844643,0.11350607044288119,0.11358326251809103,0.11365920465901458,0.1137339269810369,0.1138074586398059,0.11387982786916329,0.11395106201728811,0.11402118758115498,0.11409023023939446,0.11410000626079064,0.11410000594331171,0.11410000563064293,0.11410000532267595,0.11410000501930573,0.11410000472042969,0.11410000442594881,0.11410000413576715,0.1141000038497908,0.11410000356792938,0.11410000329009451,0.11410000301620049,0.11410000292440547,0.1141000028338941,0.11410000274463994,0.11410000265661702,0.11410000256979957,0.11410000248416363,0.11410000239968476,0.11410000231633988,0.11410000223410632,0.1141000021529619,0.11410000207288507,0.11410000199385517,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-03-19,0.09398762331184085,0.09215055627553359,0.09097479071298031,0.09048743630919875,0.09023239073006484,0.09006239348406808,0.08999991410523989,0.0899999341101867,0.08999994966959024,0.09019649451382783,0.09049136974188454,0.09073716002358845,0.09130367166203945,0.0919227307031254,0.09245953258981432,0.09328004836963699,0.09413665097454227,0.09489863894052997,0.09566591298292737,0.09641755651367911,0.09709805925131243,0.09781932995294507,0.09856728309941509,0.09925335446612671,0.09991842524714856,0.10055253188564262,0.10113999360661063,0.10162092255820299,0.10204381736226842,0.10243866564725668,0.10279955587169964,0.10313173868080372,0.1034438803447113,0.10382820987116337,0.10428741226633664,0.1047212788237255,0.10510276870275925,0.10544305820528899,0.10576599382494489,0.10607327323164228,0.10636583936975286,0.1066445457331684,0.10690886834697055,0.10716014573662558,0.1074003085376809,0.10759714546946886,0.10776146161248268,0.1079189541240031,0.10807009369689702,0.10821523368914399,0.10835469982436519,0.10855776311501852,0.10878702821611896,0.10900784683060571,0.10918076822881817,0.10931813860137041,0.10945070508898769,0.10957946582662736,0.10970433004093949,0.10982504547133165,0.10994293906099384,0.11005772188930263,0.11016887212909521,0.11036999319253638,0.11060176779243025,0.11082656512242273,0.11092372152502339,0.11095843079029533,0.11099213502765548,0.11111893658200711,0.11127116449009855,0.11141918384006999,0.11156056200582087,0.11169770808696833,0.11183121318972988,0.11196283223285275,0.11209131275867423,0.11221651319107906,0.11233855755672617,0.11245756370722582,0.1125736436987177,0.11266354538296319,0.11274744128767122,0.11282934577253756,0.11290932891057603,0.11298745752533534,0.11306379537709654,0.11313840333641423,0.11321133954599016,0.11328265957178862,0.11335241654421413,0.1134206612901083,0.11348744245625553,0.11361210437227909,0.11374796285585287,0.11388100701445092,0.11401132339930875,0.11413899504867042,0.11426410166423095,0.11434227870897828,0.1144167128583784,0.11448969234131279,0.11447083277696168,0.1144374109723445,0.11440462674735952,0.11451083827406183,0.11463792533698247,0.11476267302737186,0.11488514534886618,0.11500540399143433,0.11512350843498642,0.11523951604746507,0.11535348217775598,0.11546546024373816,0.11557550181576626,0.11568365669585834,0.11578997299284577,0.11587448330502581,0.11595549035977304,0.11603515303145562,0.116113504511278,0.11619057690676748,0.11626640128564425,0.11634100771757439,0.11641442531392943,0.11648668226565917,0.11655780587938258,0.11662782261179427,0.11669675810247626,0.11670001245647121,0.11670001065162028,0.11670000887411569,0.11670000712334039,0.11670000539869618,0.1167000036996022,0.11670000202549491,0.11670000037582717,0.11669999875006765,0.11669999714770052,0.11669999556822419,0.11669999413475218,0.11669999388740693,0.1166999936435209,0.11669999340302217,0.11669999316584079,0.11669999293190836,0.11669999270115872,0.11669999247352747,0.11669999224895133,0.11669999202736991,0.11669999180872304,0.11669999159295319,0.11669999138000398,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-20,0.09380360087185613,0.09206469480332258,0.09089125886336857,0.0902733374544824,0.08991683443726073,0.08967923052320814,0.08962596808847811,0.08966242948047753,0.08969078918443318,0.08988556988879015,0.09014126322659077,0.09035438683097952,0.09096527633072493,0.09161418826838963,0.09217689081802605,0.09296787295459441,0.0937541043388539,0.09445345147491868,0.09522645448582234,0.09600856322260065,0.09671666665722412,0.09745661272317419,0.09820143864248831,0.0988846397955978,0.09952484101651082,0.10012155343992424,0.10067435368186906,0.10116810167506252,0.10162201602094689,0.10204583822260282,0.10243747150155547,0.10280177642065103,0.10314411191595174,0.1035121434415125,0.10389966186548971,0.10426577644114698,0.10463523873092395,0.10499917118239788,0.10534455126608089,0.10567466659262448,0.1059895135621538,0.10628945117064803,0.10657417727234653,0.10684522556687415,0.10710428930132987,0.10733419122883969,0.10754353874019218,0.10774420057746603,0.10792458913380787,0.10809303915013602,0.10825490740788579,0.10846889615766542,0.1086977433385159,0.10891815935163107,0.10904371442814753,0.10911228214245483,0.1091784479908029,0.10932710763163445,0.10951242206597467,0.10969158877879748,0.10986656396448535,0.11003673546805026,0.11020152956403617,0.11035909115396847,0.11051117794016108,0.11065867592996637,0.11072539822051897,0.11076005437506176,0.1107937070381455,0.11092627892395046,0.11107830563754484,0.11122612933239528,0.11136717987158229,0.11150415064666719,0.11163748507949744,0.11176903658522641,0.1118973638707097,0.11202241496045784,0.11214431373429434,0.11226317790427864,0.11237911939383727,0.11244629676070561,0.11250708078312477,0.11256642077047618,0.11262436757712924,0.11268096969725616,0.11273627340018444,0.11279032285654034,0.11284316025590724,0.11289482591665512,0.11294535838854447,0.11299479454865136,0.11304316969111672,0.11320714354800998,0.11338692571975217,0.11356299056321251,0.11373545219043302,0.11390442009026835,0.11406999936016704,0.11414585572436797,0.11422021499495605,0.1142931210584337,0.11420766331803311,0.11410749537830212,0.11400924414883407,0.11410859144809349,0.11422650543119617,0.11434224795716341,0.1144558784611549,0.11456745422888881,0.11467703049293765,0.11478466052389225,0.11489039571671156,0.11499428567255143,0.11509637827634722,0.11519671977040402,0.11529535482423148,0.11536096814580787,0.1154239276718565,0.11548584133803397,0.11554673498972368,0.11560663362767776,0.11566556144224172,0.11572354184592659,0.11578059750442393,0.11583675036614727,0.11589202169038404,0.11594643207412969,0.11600000147767942,0.11600000105557595,0.11600000063991667,0.11600000023055523,0.11599999982734976,0.11599999943016215,0.11599999903885894,0.11599999865331001,0.11599999827338969,0.11599999789897542,0.11599999752994838,0.11599999716619314,0.11599999704976072,0.11599999837771602,0.11599999968709818,0.11600000097829466,0.11600000225168161,0.11600000350762474,0.1160000047464802,0.11600000596859461,0.11600000717430459,0.11600000836393853,0.11600000953781575,0.1160000106962471,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-21,0.09347722597070018,0.09176057024471374,0.09057765843004528,0.08995085069935271,0.08960194493628837,0.08936940314574926,0.08930001300602353,0.0893000332364613,0.08930004897124633,0.08952753981562034,0.08981713660646351,0.09005852606492204,0.09063575697125126,0.09121230549967208,0.09171222742147878,0.09253725759059339,0.09335161230739986,0.09407599273564693,0.09481655231940489,0.0955272247524166,0.09617061159337603,0.09687016762737355,0.09757662591242444,0.0982246123773447,0.09888112101729218,0.09951057678698971,0.10009372768741231,0.10059045757872642,0.10104289462091876,0.10146533699678528,0.10185537753523133,0.10221860074689904,0.10255991950012966,0.10288912470618272,0.10320534188284691,0.10350407468752532,0.10385547775080073,0.10422196802724559,0.10456977640821652,0.10492343569468576,0.10526700546931389,0.10559431409942754,0.1059342033833579,0.10627228694353419,0.10659544113119268,0.10681310292726698,0.1069767454212367,0.10713359218132124,0.10728416226606052,0.10742876077456165,0.10756770653994185,0.10777999018751583,0.1080084262546317,0.1082284462478238,0.10834703453909333,0.10841549612102241,0.10848155955102246,0.1086484670054566,0.10885029720234662,0.10904543465250582,0.10921716421965288,0.10937667141928964,0.1095311367549614,0.10968095307690562,0.10982621546872307,0.10996709412976613,0.11002707528853617,0.11006167610455919,0.1100952750304851,0.11021538937580022,0.11034650857202655,0.11047400041458921,0.11060073354065536,0.11072418951497887,0.11084436650945562,0.11096000616271362,0.11107258529161035,0.11118228874934588,0.1112892253282236,0.11139349840114598,0.1114952062549146,0.11158073115255251,0.11166352420509007,0.11174435194259447,0.11182328352207405,0.1119003848934319,0.11197571898324354,0.1120493458660401,0.11212132292407917,0.11219170499649112,0.11226054451862266,0.11232789165231605,0.11239379440780528,0.11253167159857558,0.1126743060280786,0.1128139866262019,0.11295080420832071,0.11308484590480128,0.11321618406387102,0.11334468708261913,0.11347065988304905,0.1135941764656545,0.11350285653376191,0.11340278149582073,0.11330462138789055,0.11341426930195841,0.1135320813363323,0.11364772378808952,0.11376125604116183,0.11387273533188913,0.11398221684523269,0.1140897538058614,0.11419539756442565,0.11429919767931795,0.11440120199418713,0.11450145671146594,0.11460000646214641,0.11466398842705194,0.11472689864553254,0.11478876382267234,0.11484960978364023,0.11490946150963488,0.11496834317208093,0.11502627816517719,0.11508328913688626,0.11513939801845363,0.11519462605253716,0.11524899382002074,0.11529999109773059,0.11529999090641252,0.11529999071801522,0.11529999053247253,0.11529999034972005,0.11529999016969517,0.11529998999233726,0.11529998981758749,0.11529998964538879,0.11529998947568587,0.11529998930842478,0.11529998914355288,0.11529998946962738,0.1152999918530675,0.11529999420317294,0.11529999652063783,0.11529999880613784,0.11530000106032956,0.11530000328385204,0.115300005477327,0.11530000764135928,0.11530000977653776,0.11530001188343597,0.11530001396261147,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-22,0.09339000007544551,0.091529205940732,0.09040985017215908,0.08982874603671442,0.08948738521397193,0.08925987073559805,0.08919998742508484,0.0891999648906534,0.08919994736387382,0.08941239505953802,0.08966352813436962,0.0898728499189092,0.09043218940869324,0.09097103812376917,0.09143825572796493,0.09221635239370762,0.09296131739798419,0.09362393506883615,0.09432596251363168,0.09499955026862028,0.095609344063742,0.09630535729574885,0.09700888667382102,0.097654185204197,0.09828387602387822,0.09887617704177121,0.09942488871701793,0.09991279254534313,0.10036372343864186,0.10078475906287943,0.10114838918074676,0.10147762282986372,0.10178699259378332,0.10217281129710898,0.10259326233290089,0.10299050224977058,0.10337078892096474,0.10373289081194903,0.10407653322360022,0.10440535521799688,0.10471874753713162,0.10501729909079138,0.10530056314286362,0.10557044196541243,0.10582838774115921,0.10602105917829441,0.10618437478603382,0.10634090820572917,0.10649119368322468,0.1066355147059852,0.10677419381191666,0.10696378531686346,0.1071592365463152,0.10734748145760165,0.1075006922022157,0.10763736382208733,0.10776925593522124,0.10792657034761266,0.10808777711108908,0.10824363261205971,0.10839400774394337,0.10853943119609522,0.10868025621158384,0.10881634634891402,0.10894820740678712,0.10907608765042776,0.10915748410401771,0.10922659698512693,0.1092937107153904,0.10940891703030386,0.10952607988943108,0.10964000008727615,0.10975300716051795,0.10986297103493436,0.10997001300355147,0.11007479236036355,0.11017685968440549,0.1102763189244198,0.11037326878388765,0.11046780304775261,0.11056001088502088,0.11064851138787923,0.11073488614823312,0.11081921084600488,0.11090155761082165,0.11098199522779062,0.11106058932912544,0.11113740257274873,0.11121249480888706,0.11128592323559561,0.1113577425440555,0.11142800505442474,0.1114967608429478,0.11158894323493374,0.11168042363598207,0.11177000549026372,0.11185774729299358,0.11194370516080254,0.1120279089672016,0.11211020929563498,0.11219088582584913,0.11226998614487171,0.11234813681221878,0.11242478991578131,0.1124999880925106,0.1126107066770099,0.11271936646720282,0.11282602435802924,0.11293073516718688,0.11303355172907503,0.1131345249836826,0.11323370406074074,0.11333113635942782,0.11342686762389986,0.1135209420149006,0.11361340217768356,0.11369999647889628,0.11369999760022287,0.11369999870270364,0.11369999978680956,0.11370000085299647,0.11370000190170493,0.11370000293336124,0.11370000394837776,0.11370000494715415,0.11370000593007701,0.11370000689752069,0.11370000784984802,0.11370000857465956,0.113700007282733,0.11370000601053043,0.11370000475760356,0.11370000352351783,0.11370000230785116,0.11370000111019452,0.11369999993015045,0.11369999876733305,0.1136999976213684,0.11369999649189233,0.11369999537855158,0.11369999485326154,0.11369999615370108,0.11369999743595272,0.11369999870039527,0.11369999994739732,0.11370000117731704,0.11370000239050326,0.11370000358729504,0.11370000476802256,0.11370000593300689,0.11370000708256112,0.11370000821698967,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-03-23,0.09312866985417845,0.09150394441542731,0.09039055052252576,0.08980708234835943,0.0894731080498965,0.08925051537914541,0.08919994664897102,0.08919996223629978,0.08919997435977756,0.08939347864101577,0.0896068102077523,0.08978461842513963,0.09029008407990813,0.09075824520948861,0.0911641474583762,0.09192145244211081,0.09262995991610401,0.0932601302695577,0.0939598159427788,0.09463018104585585,0.09523705581649922,0.09594043071906366,0.09664099534867487,0.09728357298834722,0.0979131973399261,0.09850333898085784,0.09905004925558303,0.09950400408642346,0.09992133532481096,0.10031098739465749,0.10066457750805213,0.10099282581732516,0.10130126946222173,0.10169340710665398,0.1021127104648043,0.10250886572473994,0.1028773882567724,0.10322469573671889,0.10355429367751912,0.10388648577690995,0.10420565373849922,0.10450970901983014,0.10479903199335383,0.10507507051033538,0.10533890508805022,0.10552901394457881,0.10569200258618983,0.1058482225828592,0.10599821772589957,0.10614225355979579,0.10628065859860536,0.1065021318610404,0.10672974424179849,0.10694897078609467,0.10708047885308591,0.10718281493898241,0.10728156925267895,0.10741199354223063,0.10754612353692528,0.10767579797436455,0.10784411896558055,0.10801696384039627,0.1081843472728341,0.10844540016504545,0.10870873007650927,0.10896414003716393,0.10896959351587143,0.10893508749798086,0.10890158268195993,0.10900110465064938,0.10910434313706352,0.10920463233802225,0.10930039202774489,0.10939357155271656,0.10948429138369509,0.10957297791526188,0.10965936771589058,0.10974354886312243,0.10982560498776306,0.10990561555100897,0.10998370352195397,0.1100608291184384,0.11013610143362951,0.1102095864741468,0.1102813471488644,0.11035144344852732,0.1104199326130153,0.11048686928723006,0.11055230566650165,0.11061629163232634,0.11067887487917671,0.11074010103306309,0.11080001376246407,0.11096873131743479,0.11113392174651016,0.11129569450828636,0.11145415457864494,0.11160940267790154,0.111761849336103,0.11191313187691065,0.1120614387021126,0.11219672969080974,0.11212882989188389,0.11206223988480879,0.11200576736302947,0.11212560461470478,0.11224321447238172,0.11235865846388449,0.11247199587160539,0.11258328383401128,0.11269257744169159,0.1127999298282889,0.1129053922566281,0.11300901420033527,0.11311084342122069,0.11321092604268168,0.11330439608928078,0.11335003209614425,0.11339490293508714,0.11343902769016379,0.11348242481602844,0.11352511216367023,0.1135671070048958,0.11360842605563048,0.11364908549810249,0.11368910100197405,0.11372848774447597,0.11376726042960073,0.1138000158989112,0.11380001357984249,0.11380001129617945,0.1138000090471174,0.11380000683187586,0.11380000464969764,0.11380000249984801,0.11380000038161375,0.11379999829430276,0.11379999623724246,0.11379999420978026,0.11379999221128179,0.11379999069189872,0.11379999031289878,0.11379998993919949,0.11379998957069049,0.11379998920726431,0.11379998884881659,0.11379998849524586,0.11379998814645309,0.1137999878023419,0.11379998746281905,0.11379998712779305,0.11379998679717551,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-03-27,0.09324148938070431,0.09140677546909926,0.09022031648195128,0.08970811400251777,0.08942092836859272,0.08922951332828766,0.08916422956723213,0.08912997349148921,0.08910333062190201,0.08931594767534778,0.08952539207354371,0.08969995983365942,0.09019981045141279,0.09062843632532824,0.09100004839404874,0.09175722420798471,0.09242575689986432,0.09302035184492574,0.0937895809060445,0.09451989526601734,0.09518107604419024,0.09587958561991328,0.09653960957941288,0.09714498074477951,0.09773798052152194,0.09828927102685325,0.09879997205393987,0.09927932179042909,0.09972580090273375,0.10014267834862012,0.10046714126261658,0.10076080786749797,0.10103674788239947,0.1014066113906904,0.10178888720990353,0.10215004731105215,0.10248020771102007,0.10279120169279521,0.10308632835896026,0.10343379661076746,0.10376768734853026,0.1040857724576374,0.10436089688402594,0.10461897702923761,0.10486564329562387,0.10503867903512187,0.10519410609171254,0.10534307753484029,0.10549882309377434,0.10564898851506577,0.10579328430980972,0.10596017217936593,0.10612216606687386,0.10627818260660815,0.10645067139375053,0.10662064753604539,0.10678468435709898,0.10692498843028164,0.10705868020629827,0.1071879309383581,0.10736082828961435,0.10753313255468999,0.1076999923902553,0.10783542541903657,0.10796670708000122,0.10809402536604429,0.10813373680850469,0.10816815226717025,0.10820529315841365,0.10831475478346908,0.10842114334184272,0.10852483607131136,0.10862717453674486,0.10872675616596639,0.10882363307981069,0.10891762649556003,0.10900918618382915,0.1090983658013891,0.1091849225982302,0.1092693219790486,0.10935169964249059,0.10943240610521543,0.10951117349485506,0.10958807086463263,0.10966316402746257,0.10973651574381038,0.10980818589663177,0.1098782316544169,0.1099467076232743,0.11001366598890128,0.11007915664922008,0.11014322733838577,0.11021071320890474,0.11032178675649718,0.1104305326777495,0.11053702337912052,0.11064132829473894,0.11074351403737293,0.11088169909924606,0.11113771728793798,0.11138872307140901,0.11159020159723698,0.11152243108642823,0.11145596786802936,0.11141330189807386,0.11150533630649728,0.11159565785447878,0.11168431391815892,0.11177135014247574,0.11185681051952501,0.11194073746270261,0.11202317187689004,0.1121041532249305,0.11218371959061879,0.1122619077384186,0.11233875317010389,0.11241753197713056,0.11250864292777019,0.11259822987716461,0.11268633074554568,0.11277298220546106,0.11285821973266952,0.11294207765456621,0.11302458919627578,0.11310578652454328,0.11318570078954271,0.11326436216472224,0.11334179988478676,0.11339999632696673,0.11339999655349486,0.11339999677656443,0.11339999699625403,0.11339999721264005,0.11339999742579665,0.11339999763579511,0.1133999978427056,0.1133999980465954,0.11339999824753022,0.1133999984455738,0.11339999864078831,0.11339999937960132,0.11340000098960301,0.11340000257708716,0.11340000414252294,0.11340000568636643,0.11340000720906152,0.11340000871103961,0.11340001019272083,0.11340001165451352,0.11340001309681558,0.11340001452001447,0.11340001592448701,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-04-02,0.09246739211737598,0.09064979228070147,0.08956621798132103,0.08920001468870642,0.08889994759428954,0.08869994879187093,0.08869999084818048,0.08870002239041397,0.08870660523069951,0.08882992839246229,0.0889308395515851,0.08909399394172501,0.089542298827328,0.08992670703071926,0.09035938710519664,0.09113446370832978,0.0918188123601178,0.0924364537343032,0.09315945584226726,0.09381056684885425,0.09440000145022731,0.0950729668005803,0.09568777482459812,0.09626950058301387,0.09696783245264862,0.09761284131044023,0.09818063796367738,0.09858607880423276,0.09896369276358596,0.09931354563345618,0.09958857978099367,0.09984648678745556,0.10008881816957693,0.10034263353967932,0.10058324689791776,0.10081945767606793,0.10121650717321362,0.10159279142982447,0.10195508377740281,0.10232971915264333,0.10268619782899457,0.10302511521373736,0.10333481873611361,0.1036305259436916,0.10390905290593411,0.10409507214717517,0.10427320504954607,0.10444420027428492,0.104609755019482,0.10476871092213136,0.10492440822616134,0.105091520121533,0.10525234976944065,0.10540849497618043,0.1055835339048159,0.10575234769294739,0.1059146698424751,0.10606588216841484,0.10621198828870271,0.1063533752574568,0.10649138398139302,0.10662495720241982,0.1067541547390276,0.10687869899236735,0.10699942448970434,0.10711536500186858,0.10722112229683356,0.10732377874426136,0.10741872305252143,0.10749599206053073,0.1075710896424622,0.10764418783204022,0.10771544926863807,0.10778478912094802,0.10785151944470983,0.10791498833626112,0.10797681218086885,0.1080380120552551,0.10810003048077133,0.108160501787818,0.10822214737399238,0.1082875564756336,0.10835139317647768,0.10841371350254958,0.10847457084944523,0.10853401613491309,0.10859209794093938,0.10864886264616347,0.1087043545493902,0.10875861598488235,0.10881168743007019,0.10886360760625147,0.10895220563077901,0.10913241332538282,0.10930885553970815,0.10948164907213886,0.10965090594008098,0.1098167336221072,0.10997965589084546,0.11013989819774372,0.11029698984043157,0.11035439785558387,0.11021933540367845,0.11008688626462604,0.11003096278224556,0.11012268345319143,0.11021269708668457,0.11030105089824671,0.11038779037805102,0.11047295936901658,0.11055660014070234,0.110638753459255,0.11071945865366062,0.11079875367852265,0.11087667517357791,0.11095325852014581,0.11103852028748573,0.1111384286392878,0.11123666661799914,0.11133327576654906,0.11142829626161666,0.11152176696933913,0.11161372549831494,0.11170420825005634,0.11179325046703137,0.11188088627843018,0.11196714874377967,0.11205206989452288,0.1121000061768489,0.11210000651641372,0.11210000685079424,0.11210000718010837,0.11210000750447047,0.11210000782399154,0.11210000813877863,0.11210000844893675,0.11210000875456694,0.11210000905576756,0.11210000935263453,0.11210000964526046,0.1121000098378202,0.11210000995623748,0.11210001007299875,0.1121000101881382,0.11210001030168959,0.11210001041368556,0.11210001052415763,0.1121000106331369,0.11210001074065334,0.11210001084673649,0.11210001095141431,0.11210001105471479,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-04-05,0.0909345245204829,0.08940430053981574,0.08840577770936053,0.08786851391807105,0.08769910071489151,0.08757863305157687,0.08745381868800872,0.08736021731563781,0.0873345769801619,0.0874944491109193,0.0876252710653298,0.08782220852059752,0.08815120939243482,0.08843328933484917,0.08886423329777937,0.08959118550622036,0.09023301695788644,0.09084475492263189,0.09155717990573953,0.09219876019714679,0.09280562883575771,0.09350699640703652,0.09414776861523833,0.09480018423304659,0.09559967613148279,0.09633818684391438,0.09697554982838064,0.09747725041735067,0.09794455722498707,0.09836074487566204,0.09866734504541141,0.09895486043304413,0.09923911260866136,0.0996367010428405,0.1000117018510589,0.10037755154727601,0.10077157609681797,0.10114499266066646,0.10150780032611251,0.1018731174852543,0.10222072673161575,0.1025516388722183,0.10286622981548921,0.10316660490484808,0.10342780943777141,0.10357002771097301,0.10370621131950042,0.10385030349759261,0.10402176249531281,0.10418638818883852,0.10436817264547149,0.10460084957043736,0.10482479251621823,0.1050271354073653,0.105166446521481,0.10530079887196075,0.10544907875776355,0.10565085014409692,0.10584581679907967,0.10603365703238055,0.1062132905379336,0.1063871571924242,0.10653422146226132,0.10663475261807664,0.10673219922381372,0.10681021997790996,0.10684532745101638,0.10687940341632851,0.10693806283876262,0.10703601051464084,0.10713120740520465,0.10722436489741494,0.10731562552731755,0.10740442687347129,0.10749039324801313,0.10757358942819906,0.10765463067705494,0.10773446773235484,0.10781343200896609,0.1078904275982604,0.10796476917134745,0.10803647860845911,0.10810646458208084,0.10817478848683937,0.1082415088355213,0.10830668142620237,0.10837035949787777,0.10843259387550996,0.10849343310531889,0.10855292358107649,0.10861110966209231,0.10866803378352374,0.1087890252173469,0.10899359569506384,0.10919389598536333,0.10939005840735039,0.10958220986930112,0.10977047214243285,0.10995410412949003,0.11013345579708278,0.11030928407184648,0.11030239380891627,0.11010035858810929,0.10990224436953899,0.10984858878317416,0.10994921727269835,0.1100479737255069,0.11014490989928283,0.110240075661165,0.1103335190732857,0.11042528647370675,0.11051542255303803,0.11060397042700632,0.11069097170522246,0.11077646655637574,0.11086049377007123,0.11095769802432565,0.11106643108120973,0.11117334706702886,0.11127849115230504,0.1113819070226898,0.11148363693948027,0.11158372179720022,0.11168220117841043,0.11177911340590074,0.11187449559241247,0.11196838368802298,0.11206081252532063,0.1120999866325525,0.11209998673172117,0.11209998682937594,0.11209998692555101,0.1120999870202799,0.11209998711359481,0.1120999872055275,0.11209998729610793,0.1120999873853663,0.11209998747333083,0.11209998756002992,0.11209998764549023,0.11209998832141266,0.11209998922281827,0.11209999011161664,0.11209999098807066,0.11209999185243569,0.11209999270495996,0.11209999354588529,0.11209999437544682,0.11209999519387326,0.11209999600138754,0.11209999679820593,0.11209999758454003,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-04-10,0.090538115551555,0.08909247010096077,0.08812893243193987,0.08774864227074075,0.08758599165516046,0.08746482293935998,0.08734331840105991,0.08725219890662594,0.08723849590625177,0.08735615880896552,0.08745243792791801,0.08763872400108386,0.08792692805748903,0.08817402088833748,0.08854142350300642,0.08905460208660254,0.08950760762729293,0.08998367571915278,0.09058335431887654,0.09112334714055348,0.09166616751976808,0.09232498812314538,0.0929268672131689,0.09354123876673182,0.09422656433054288,0.09485955374626132,0.09539501093741354,0.09582689575650938,0.09622914848457476,0.09660089275832262,0.09693951116675881,0.09725706088729713,0.09755676432051175,0.09784434040651568,0.09811555258667548,0.0984002146042926,0.09873879392536566,0.09905964955304958,0.09934869605455376,0.0995988896829898,0.09983693158534002,0.10012161439392142,0.10053462538964575,0.10092900779963743,0.10125202537441669,0.1014290726442364,0.10159861266028303,0.10174017611438257,0.10184264717488545,0.10194102835940799,0.10206478990179013,0.10223039670891088,0.10238977769727131,0.10251015773310379,0.10254487452001859,0.10257835245701119,0.10265583001388023,0.10281944145559696,0.1029775298028266,0.10313024668113902,0.10327773378117322,0.10342048200775067,0.1035878718661456,0.10378832868495014,0.10398265234947224,0.1040863782531809,0.10405136817049421,0.10401738885777911,0.10405089207851836,0.10415554703014607,0.10425726346015107,0.10435511508794493,0.10444951862442542,0.10454137845965072,0.10463228609437802,0.1047219115406881,0.10480921604430748,0.1049048745231691,0.10500762186984902,0.10510780973222422,0.10519058853742602,0.10526028230278084,0.10532830093763423,0.10539470411879193,0.10545954872167096,0.1055228889827724,0.10558477665097787,0.10564526112855455,0.10570438960267592,0.1057622071681954,0.10581875694234455,0.10587408017196642,0.1060020850552148,0.1061938315043709,0.10638157338661425,0.10656543485411962,0.10674553497959893,0.10692198801343844,0.10709473736300579,0.107263975569454,0.10742988763182293,0.10740247521392265,0.10723443288916412,0.10706964691626264,0.1070529661338131,0.10714429242211176,0.10723391900102253,0.10732189288370453,0.1074082593653507,0.10749306210095044,0.10757634317886544,0.10765814319047995,0.10773850129616935,0.10781745528780973,0.10789504164803865,0.10797129560646446,0.10805678627321491,0.10814726309661582,0.10823622650368847,0.1083237141518365,0.10840976245940914,0.10849440665624543,0.10857768083176489,0.1086596179807433,0.1087402500468988,0.10881960796441392,0.10889772169750422,0.10897462027813853,0.10899998858007631,0.10899998945001976,0.10899999030668184,0.1089999911503643,0.10899999198135957,0.10899999279995187,0.10899999360641721,0.10899999440102248,0.1089999951840277,0.1089999959556851,0.10899999671623961,0.10899999746592881,0.10899999722482989,0.1089999967581261,0.10899999629794976,0.10899999584416475,0.10899999539663874,0.10899999495524337,0.10899999451985343,0.108999994090347,0.10899999366660573,0.10899999324851439,0.10899999283596062,0.1089999924288354,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-04-11,0.09006148469437814,0.08885191240445978,0.08800896443627226,0.08761829117667697,0.08740612084025079,0.08727207782860558,0.0871921578938637,0.08713222179798086,0.08715970828763697,0.0873150955105515,0.08744224703037995,0.08765367581904804,0.08793971754889784,0.0881849560475152,0.08865659443641594,0.08933676069090013,0.08993726027819715,0.09051381463688957,0.09111050475718008,0.09164780500714054,0.09218791542172555,0.09280750088517298,0.09337351631353097,0.09400413907816851,0.0947587159773624,0.09545571043900458,0.09604956935793907,0.09654621984686274,0.09700882087650076,0.09738230070904774,0.09761863002079951,0.09784023497358207,0.09807972402337684,0.0984023320213454,0.09870659208676669,0.09900324284545747,0.09930187203788421,0.09958485875589362,0.09985239742162766,0.10010531491953145,0.10034594895176796,0.10062991113881825,0.10100769820976185,0.10136843410702956,0.10164852657740564,0.10178985962792075,0.10192519549704637,0.10204513433284079,0.10214742320221215,0.10224562944892046,0.10238740759709186,0.10258576476303771,0.10277667044922034,0.10290000322341841,0.10289999515502246,0.10289998737478334,0.10293982524207768,0.1030419283358075,0.1031405792845741,0.10328334135921469,0.1034972020725824,0.10370420352368215,0.10390593365793244,0.10410276289203368,0.10429356933393708,0.10438469291026897,0.10434973200357933,0.10431580041724176,0.10435595320501356,0.10446047165541161,0.10456205540189423,0.10465969067012515,0.10475396992238628,0.10484570880991395,0.1049366222804009,0.10502613050068721,0.10511332080291802,0.10519786890972416,0.10527997680981205,0.10536003788555082,0.1054374900390167,0.10551267067931014,0.10558604466760779,0.10565767635354217,0.10572762706658945,0.10579595529119712,0.10586271682986648,0.10592796495514278,0.10599175055138632,0.10605412224711563,0.10611512653864685,0.10617480790568812,0.10631850732272663,0.10652247290996941,0.10672218090960528,0.106917763251134,0.10710934646912396,0.10729705197618111,0.10747994319279841,0.10765878878741941,0.10783412091444022,0.1077732829309419,0.10757181536141669,0.10737425775844534,0.10735736191634704,0.10744861027574926,0.10753816036787489,0.10762605916622148,0.10771235192776207,0.107797082270642,0.10788029224769358,0.10796202241602892,0.10804231190295255,0.10812119846841872,0.10819871856424412,0.10827490739026824,0.10836114462283764,0.10845155198408185,0.10854044708339883,0.10862786754965437,0.10871384977359155,0.1087984289583388,0.10888163916746474,0.10896351337071786,0.10904408348758277,0.10912338042876857,0.10920143413574879,0.10927827361845455,0.1093000081881752,0.10930000749244972,0.10930000680734597,0.10930000613262258,0.1093000054680453,0.1093000048133872,0.10930000416842778,0.109300003532953,0.10930000290675523,0.10930000228963266,0.10930000168138965,0.1093000010818359,0.10930000107571836,0.1093000011664893,0.1093000012559906,0.10930000134424867,0.10930000143128948,0.10930000151713815,0.10930000160181863,0.1093000016853547,0.10930000176776966,0.10930000184908573,0.10930000192932465,0.10930000200850776,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-04-12,0.08957858222571469,0.08842353785651524,0.08773321423917735,0.08742919959648399,0.08727330772295683,0.08713508831810701,0.0869775720931869,0.08685944990207606,0.08683405266034905,0.08691094834429358,0.08697386704144616,0.08716843921586448,0.08745241274855942,0.08769587767041886,0.08813259433971887,0.08870730187521092,0.08921464882668695,0.08975811823858026,0.09038677596700362,0.09095287799002905,0.09150594589080119,0.09208657898297834,0.09261699198833084,0.09325776500100913,0.09404529498543202,0.09477274925035273,0.09535583150515903,0.0958178092340276,0.09624810157918562,0.09663414932695114,0.09697069953130022,0.09728630915118819,0.09760611036941214,0.09796358566773655,0.09830074044112203,0.0986402986460666,0.09899487418985786,0.09933089342224788,0.09964769020104192,0.0999464942127748,0.10023079776749433,0.10052135501519421,0.10082978358667605,0.10112427331220686,0.10138308344854963,0.1015946611687637,0.10179727366857194,0.10195012838020845,0.10205220250847691,0.10215020256702934,0.10228085135125298,0.10244585588038446,0.1026046571430752,0.10271352069431461,0.10274810856712957,0.10278146218623352,0.10284477935863712,0.10294671505542197,0.10304520425307628,0.10320751676957429,0.10345254628580358,0.1036897234415668,0.10388937195388959,0.10405592251634088,0.1042173724266875,0.10428298850144468,0.10424808547073239,0.10421421005473364,0.10426710119811355,0.10438190946854409,0.10449349513992723,0.10460111033575781,0.1047053523851107,0.1048067865239517,0.10490769631331931,0.10500703105621989,0.10510379426150385,0.10519614552153222,0.10528498798859132,0.1053716162700915,0.10545679257641072,0.10554023384064104,0.10562167054442684,0.10570117406534818,0.10577881243196652,0.10585465051796561,0.10592875022294224,0.10600117064090653,0.10607196821745224,0.10614119689648183,0.1062089082572808,0.10627515164267876,0.10642834201856588,0.10663210594956207,0.1068316164627483,0.10702700535963605,0.10721839905198949,0.10740591883453465,0.10758855264435407,0.10776721381547705,0.10794236511043032,0.10788631804435544,0.10771859527964645,0.10755412261651887,0.10756174945782826,0.10765291713797209,0.10774238804459602,0.10783020911009555,0.10791642555183567,0.10800108094978045,0.10808421731994389,0.10816587518392318,0.10824609363475379,0.10832491039931225,0.10840236189747765,0.10847848329824372,0.10857855483323253,0.10868695301784626,0.10879353971782191,0.10889835996504904,0.10900145731109623,0.10910287388754236,0.10920265046338051,0.10930082649966111,0.10939744020152498,0.1094925285677728,0.1095861274381047,0.10967827153815768,0.10969999960319865,0.10969999920575235,0.10969999881437364,0.10969999842892508,0.10969999804927277,0.10969999767528682,0.10969999730684155,0.10969999694381438,0.10969999658608698,0.1096999962335441,0.10969999588607382,0.10969999554356713,0.10969999458116986,0.10969999356702753,0.10969999256706897,0.10969999158099863,0.1096999906085292,0.10969998964938155,0.10969998870328324,0.10969998776997025,0.1096999868491848,0.10969998594067665,0.10969998504420153,0.10969998415952231,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-04-13,0.08904090226858119,0.08819439059284684,0.08785210454901482,0.08759309392386161,0.08738972032099146,0.08724478161280591,0.08712820574415425,0.08704078204548593,0.08699998561565425,0.08699998339612214,0.08699998158014144,0.08716025866549848,0.08740688599280366,0.08761832537477576,0.08806183991001304,0.08863314296264857,0.08913748299731838,0.0896736620809615,0.0902644384220701,0.09079641097607749,0.09134956900735114,0.09196384538083113,0.09252500837299826,0.09319684074135393,0.09398139152959084,0.09470609199283286,0.09529855352474614,0.09579183491234278,0.09625129659398257,0.09663562156480343,0.09693760585425126,0.09722079164993347,0.09751127735675236,0.09783211638847278,0.0981347076664969,0.09847339588411463,0.09886243405014739,0.09923112361844866,0.09956229302444397,0.09986039264449342,0.10014402581909487,0.10040609976230175,0.10064546400509711,0.10087399662597929,0.10109337854877953,0.10130451802279583,0.10150671077754336,0.10167344274121404,0.10180928240251519,0.10193970423521193,0.10203554739218079,0.1021014272029852,0.102164824701374,0.1022607607903796,0.1023988869730934,0.10253209647043726,0.10264971742487972,0.10275147782158478,0.10284979763236235,0.1029954853962165,0.10319121195731107,0.10338065782749317,0.10356521231569182,0.10374483507995258,0.10391895889080405,0.10400001316314644,0.10400000977682833,0.10400000649010743,0.10407265285445133,0.10418730207400428,0.1042987331451588,0.10440614183677344,0.10451024780902429,0.10461154952554952,0.10471248889900164,0.10481170070085333,0.10490834413863714,0.10500042741864024,0.10508915488250081,0.10517567101930703,0.10526079898474117,0.10534414998460062,0.10542549858700401,0.1055049160927064,0.10558247045703939,0.1056582264838446,0.10573224600607145,0.10580458805409476,0.10587530901271958,0.1059444627677466,0.10601210084290114,0.10607827252785573,0.10622974303591004,0.10642091686881372,0.10660809799126203,0.1067914101910088,0.10697097219112606,0.10714689790639897,0.1073191225383503,0.10748788809810295,0.10765333672801325,0.10760262138282473,0.10746855757681129,0.10733708768287142,0.10736612138916213,0.10745721340738079,0.10754661005550403,0.10763435822723966,0.107720503102674,0.1078050882258379,0.10788815557809794,0.10796974564763184,0.10804989749522931,0.1081286488166453,0.10820603600171186,0.10828209419040435,0.10838377784161901,0.10849208938704602,0.10859859088925639,0.1087033273444673,0.10880634226974117,0.10890767776327137,0.10900737456174059,0.10910547209492094,0.1092020085376657,0.10929702085944082,0.10939054487152622,0.10948261527201897,0.10949999075174888,0.10949999107796837,0.10949999139920763,0.10949999171557967,0.10949999202719418,0.10949999233415775,0.10949999263657362,0.10949999293454216,0.10949999322816106,0.10949999351752426,0.10949999380272413,0.10949999408384992,0.10949999596228199,0.10949999789375808,0.10949999979822067,0.10950000167623242,0.10950000352834044,0.1095000053550772,0.10950000715696029,0.10950000893449374,0.10950001068816761,0.10950001241845908,0.10950001412583288,0.10950001581074131,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-04-16,0.08891005230225812,0.08810667500958935,0.08779982662465113,0.08768046573265331,0.08748157602210394,0.08733810283039989,0.08722317744020036,0.08713699136905939,0.08712100914923315,0.0871587615102909,0.08718965078084051,0.08734834785211776,0.08755818958079575,0.08773808615109058,0.08821396283739391,0.08881522126062369,0.08934601927357533,0.08992118869018118,0.09054360665117933,0.0911040867134787,0.09168022406409704,0.0922918461105815,0.09285058289224968,0.09349614742776424,0.09420667323372256,0.09486295297809,0.09542287615753331,0.09591450924546163,0.09637243494839987,0.09673377472804945,0.09700138964447325,0.09725233793483445,0.09752701554295373,0.09784694695481022,0.09814868199039273,0.09847491876156234,0.0988277073973507,0.09916203272399682,0.0994965091424691,0.0998269387483095,0.10014134199177249,0.10041777634763194,0.10065661406965365,0.10088464388856755,0.10107257004432157,0.10122005440339099,0.10136128134413602,0.10149602639194422,0.10162483565895775,0.1017485067265329,0.10185812511960601,0.1019567580986196,0.10205167741408383,0.10218431467162659,0.10235667455994202,0.10252290426484234,0.1026364384443057,0.10270417692529143,0.10276962313876625,0.10290498245770441,0.10310039406687799,0.10328953504124305,0.10347389281476027,0.1036532399926906,0.10382709661354461,0.1039203555651882,0.10395516388800252,0.10398894948622939,0.10410660405494498,0.10426273338425518,0.10441448585806201,0.10456257744440856,0.10470679553011464,0.1048471339031487,0.10498303236271367,0.10511515018416184,0.10524385156047034,0.10536959595032469,0.1054923005084516,0.10561195056722972,0.10566593684289627,0.10569924714400658,0.10573175575481408,0.10576349127299833,0.1057944809520508,0.10582475077933484,0.10585432554876806,0.10588322892855317,0.10591148352435109,0.10593911093824437,0.10596613182381764,0.10599256593765127,0.10617494312455245,0.10641542355119493,0.10665089187258281,0.10688150316130618,0.10710740615828485,0.10732874359264821,0.10742796158137624,0.10750578433375568,0.10758207134903253,0.10757405331864556,0.10754056425209346,0.1075077201896193,0.10757754976709721,0.1076776588144639,0.10777590546098059,0.10787234119867639,0.10796701563871292,0.10805997659648492,0.10815127017214232,0.10824094082681834,0.10832903145482775,0.10841558345208346,0.10850063678095623,0.10858423003179785,0.1086667269657049,0.10874790780485144,0.10882773005549873,0.10890622753908641,0.10898343296367408,0.10905937796938114,0.1091340931716216,0.10920760820225106,0.10927995174875216,0.10935115159155617,0.10942123463961284,0.109490226964297,0.1094999966890653,0.10949999810812883,0.10949999950552702,0.1095000008817526,0.10950000223728296,0.1095000035725815,0.10950000488809808,0.10950000618426858,0.10950000746151711,0.10950000872025467,0.10950000996088072,0.10950001118378383,0.1095000103726973,0.10950000957303452,0.1095000087845559,0.10950000800702853,0.10950000724022546,0.10950000648392666,0.10950000573791763,0.10950000500198964,0.10950000427593998,0.10950000355957101,0.10950000285269046,0.10950000215511069,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-04-17,0.0883640422051124,0.087734756179914,0.08738669978649627,0.08716850373443896,0.08697379770602098,0.08685439261210304,0.08677889704765795,0.08672227881578909,0.08667693013128663,0.08663957722957161,0.08660901671953813,0.08681230510114402,0.08708996015683867,0.08732800666184626,0.0878198860470778,0.08838438413317973,0.08888271394075598,0.08947212595838105,0.09012580789989233,0.09071445697869862,0.09129247309464916,0.09186564566468802,0.09238924005302684,0.09303140339539451,0.09373923151832142,0.09439301816099643,0.0949471715161121,0.0954371269608918,0.09589348945444787,0.0962836549090178,0.09661714195323734,0.09692987819019772,0.09724269967318055,0.0975617419696897,0.09786263824441654,0.0981729642104665,0.0984896630351948,0.09878977774822051,0.0991126347772322,0.0994422780418831,0.09975593289620677,0.10004787967137219,0.1003202310196647,0.10058026566231582,0.1008139018851304,0.1010241740310791,0.10122553606383344,0.10138663223173272,0.10152193656402941,0.10165184436099817,0.10176289141738848,0.10186135989174638,0.1019561208832136,0.10203707958228181,0.1021059057049305,0.10217227782267058,0.10225957079380166,0.1023609956858873,0.1024589913095042,0.10266343763181185,0.10294217120383053,0.1032119804563334,0.10341349063309013,0.10357930356231604,0.10374003833415113,0.10379998377061117,0.10379998452064632,0.10379998524862177,0.10387609737904202,0.10398005300250279,0.10408108967860374,0.10418063587693904,0.104277766789173,0.10437228074260863,0.10446384668807762,0.10455290919002169,0.10463966528471347,0.10472366530486998,0.10480537884517616,0.10488505536634274,0.10498413594140055,0.10508577492187277,0.10518497378406466,0.10528181935774072,0.10537639440128,0.10546877783754138,0.10555904497351842,0.1056472677050706,0.10573351470789971,0.10581785161583879,0.10590034118742397,0.10598104346164061,0.10614812150534103,0.10633891468165801,0.1065257230363803,0.10670867011456897,0.10688787440645608,0.1070634496033449,0.10723532890841114,0.1074037781810655,0.10756891669539304,0.10748973184311406,0.10735592073647426,0.10722469862454154,0.10728236178820749,0.10738238484580753,0.107480547097079,0.10757689999010855,0.10767149309371504,0.10776437418247853,0.1078555893171933,0.10794518292103206,0.10803319785168308,0.10811967546970691,0.10820465570334403,0.10828817710998306,0.10836278372409436,0.10843489235281267,0.10850579364549051,0.10857551767242235,0.10864409351354243,0.10871154929886329,0.108777912246949,0.10884320870153297,0.10890746416638541,0.1089707033385261,0.10903295013987346,0.10909422774741451,0.10910001243642897,0.10910001074839082,0.10910000908612405,0.10910000744904313,0.10910000583658008,0.10910000424818356,0.10910000268331888,0.1091000011414669,0.1090999996221238,0.10909999812479998,0.10909999664902048,0.10909999525192449,0.10909999501849255,0.1090999947883482,0.10909999456142261,0.10909999433764894,0.1090999941169617,0.10909999389929759,0.10909999368459489,0.10909999347279364,0.10909999326383524,0.10909999305766305,0.10909999285422156,0.10909999265345705,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-04-18,0.08790021328462205,0.08749272645322392,0.0871919121576743,0.08699230904660804,0.08684959736316422,0.08677504125948854,0.08673782167847666,0.08670990782923305,0.08669999353770241,0.0867000244733458,0.08670004978432755,0.08692673528758266,0.08720230123072237,0.08743855621558905,0.08794865568493626,0.08850974695110692,0.08900506778531692,0.08958368049266152,0.0901998553950889,0.09075471073117702,0.09132102712200907,0.09189173484132862,0.09241307645062369,0.09304319480739531,0.09371308111136467,0.09433180208641634,0.09487138306478737,0.09535968704560838,0.0958145106564996,0.0961800929484733,0.09647930031157115,0.09675988138701763,0.09705834351154485,0.09737651004480075,0.09767658014826819,0.09798847903520591,0.09830434797094334,0.09860367604647657,0.09890585093924154,0.09920183075153188,0.09948344650493945,0.09980141605580739,0.10014109936665427,0.10046544039586247,0.10067655095393957,0.10080594711000601,0.10092985130132792,0.10104687924107791,0.10115829642081953,0.10126526752043685,0.10134511110016153,0.10141063804049644,0.10147369594686428,0.10160102285797423,0.10177278426926861,0.10193843670778624,0.1021074696558193,0.10227624468122154,0.10243932306587378,0.10257964173983036,0.10270487573936693,0.10282608347599176,0.10294262799059073,0.1030552161550562,0.10316435103626875,0.10327117408508224,0.10337530345368395,0.10347637959243094,0.10356761301079831,0.10365411464714902,0.10373818611419261,0.10381767028500644,0.10389461107520415,0.10396947753221886,0.10404367981009255,0.10411615252283424,0.10418674740102918,0.10425633059570938,0.10432434090369447,0.10439065498691358,0.10452138138882083,0.10465980929380692,0.10479491831352283,0.10492682639125772,0.10505564594729955,0.10518148419847684,0.10530444345577128,0.10542462140173336,0.10554211134928448,0.10565700248334675,0.10576938008661285,0.1058793257506605,0.10606749334394028,0.10627044965329668,0.10646916927159933,0.10666378348610683,0.10685441821519537,0.10704119428001868,0.10722285579244906,0.10740084507795511,0.10757533759115812,0.10745410433631575,0.10728700179478423,0.10712313725494838,0.10717924492763853,0.10727009957308398,0.10735926324861622,0.10744678272672159,0.10753270307067653,0.10761706771191593,0.10769991852323435,0.1077812958880846,0.10786123876620946,0.10793978475583499,0.10801697015262968,0.10809283000562764,0.10819107613180923,0.10829013709931257,0.10838754180965515,0.10848333145597167,0.10857754587660962,0.10867022361037071,0.10876140194907169,0.1088511169875741,0.10893940367142507,0.10902629584224055,0.10911182628095539,0.1091960267490546,0.10920000286789366,0.10920000205983249,0.10920000126410812,0.10920000048044032,0.10919999970855687,0.10919999894819399,0.10919999819909587,0.10919999746101383,0.10919999673370673,0.1091999960169403,0.10919999531048719,0.10919999467519581,0.10919999462496288,0.10919999457543761,0.1091999945266049,0.10919999447845052,0.10919999443096029,0.10919999438412042,0.10919999433791805,0.10919999429234006,0.10919999424737381,0.10919999420300708,0.10919999415922788,0.10919999411602488,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-04-19,0.08725652049439026,0.08632281756184024,0.08544686590467232,0.08492864142772816,0.08460295199882939,0.08441898081480526,0.08430886896214917,0.08422629241008828,0.08419999747936613,0.08419996784086137,0.08419994359117644,0.08450119735393313,0.08484311170817138,0.08513626695058196,0.08573338469446323,0.08635668528320006,0.08690695354075251,0.0875377073999879,0.08818485894250472,0.08876762458029619,0.08941501504498595,0.09008974735361286,0.09070617225001021,0.09137640705383343,0.09204375762935446,0.09266013573089049,0.09324822282515743,0.09379972950234916,0.09431345133043645,0.09473807540527068,0.09510264852222905,0.09544454608472219,0.09577394274432649,0.09609122297697681,0.09639045705389826,0.09677188175976648,0.09719195542736991,0.09759006836647255,0.09801819033420234,0.09844468247375748,0.09885052385154691,0.09917439407845641,0.09944554233859226,0.09970442807396562,0.09988284579229889,0.10001197908185411,0.10013563154486138,0.10025230752987957,0.10036351284887424,0.1004702805295048,0.10059661105537887,0.10072741096531557,0.10085328970559937,0.10103121701024764,0.10123696436050444,0.10143540000342477,0.10161562718980055,0.10178412418403693,0.10194693389242504,0.10211900537283913,0.10229267462320579,0.10246076769608536,0.10265541224668451,0.10285381049911768,0.10304613825654485,0.10312541089705163,0.10316005929100669,0.10319368965529097,0.10327751354441772,0.10337081716144914,0.10346150006793486,0.10355379805988951,0.10364400324199297,0.10373177752339524,0.10381328605989792,0.10389224696195276,0.10396916236176046,0.1040455694680067,0.10412028736865975,0.10419314219039322,0.10431952074610296,0.10444858357344033,0.104574550995993,0.10469753305230767,0.10481763462636784,0.1049349557459176,0.10504959186030538,0.10516163409946744,0.10527116951552862,0.1053782813083648,0.10548304903635985,0.10558554881347271,0.10577727275569626,0.10598002739643464,0.10617854952956973,0.10637297031353632,0.10656341554312077,0.10675000592085948,0.10693142329859451,0.10710924118031717,0.10728356563771224,0.10720764551736361,0.10710747726619196,0.10700924412996238,0.10708361450860293,0.1071743906214051,0.10726347722029472,0.10735092103763977,0.10743676709805894,0.10752105879572338,0.10760383796749706,0.1076851449621743,0.10776501870605815,0.10784349676509786,0.10792061540379994,0.10799640964110302,0.10808712486422523,0.10817711356017101,0.10826559696590943,0.10835261253760886,0.10843819649897224,0.10852238389151503,0.1086052086224012,0.10868670350997567,0.10876690032712077,0.10884582984255742,0.10892352186020338,0.10900000525669595,0.10900000334027604,0.10900000145333943,0.10899999959521112,0.10899999776523628,0.10899999596277987,0.10899999418722572,0.10899999243797609,0.10899999071445077,0.10899998901608621,0.10899998734233596,0.10899998569266822,0.10899998464408966,0.10899998705094371,0.10899998942389821,0.10899999176366482,0.10899999407093452,0.10899999634637991,0.10899999859065468,0.1090000008043952,0.10900000298822032,0.10900000514273223,0.10900000726851755,0.10900000936614651,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-04-27,0.08730104711836417,0.08576299187425551,0.08479214613330166,0.08398340314767205,0.08345835314510763,0.08308657263414565,0.08281796711319833,0.08261655668894852,0.08263852012661288,0.08267301206107303,0.08271409533105145,0.08298416639831108,0.08321274068735551,0.08343327990128357,0.08408346018494206,0.08465268799497871,0.08515519603432553,0.08586402311644625,0.08652477123280589,0.08711978829625489,0.08768555425130886,0.0882044617001041,0.08867846296257431,0.08940867271670805,0.09009509432898621,0.09072880934584071,0.09131034580002306,0.09185062155725832,0.09235387735568645,0.09274490816163139,0.09310279981439673,0.09343842969345029,0.0937962992520851,0.0941429307904218,0.09446985542522368,0.09486155304189592,0.0952406949775988,0.09560000318425432,0.09597095462027316,0.09632347481881198,0.09665890413623068,0.09697806019480426,0.09728241757772182,0.09757301930767293,0.09779516478311723,0.0980019661919933,0.0982000040464881,0.09837359284324054,0.09854012216446884,0.09870001406635676,0.09896902720647516,0.0992277558028587,0.09947677856340564,0.09965901235947983,0.09982869236517145,0.09999233716673217,0.10006576290033542,0.10013250909609672,0.10019699655516012,0.10036924674122494,0.10054128148487007,0.10070817366596829,0.10087729859669459,0.10104116315409817,0.10120000900197468,0.10134166619060658,0.1014791122212304,0.10160852911089924,0.10169672827032894,0.10178241421558853,0.1018651894840541,0.10194356162527884,0.10201979193191701,0.10209427350375577,0.10216805900205173,0.10223990752337575,0.10231003629613156,0.10237921198471733,0.10244664056771757,0.10252720318442776,0.1026679785585527,0.1028053377094813,0.10293940349864394,0.10307029296584069,0.10319811767001341,0.10332298400636031,0.10344499350168435,0.10356424308969991,0.10368082536786627,0.10379482883717728,0.10390633812621441,0.10402795784565666,0.10422131988799266,0.10441060063700136,0.10459592795635952,0.10477742442389948,0.10495520760195265,0.10512935100479881,0.10529990573928116,0.10546707491639085,0.10558693991821033,0.10551922252474011,0.10545282405979295,0.10541951557495755,0.10552075023064589,0.1056200838088468,0.1057175693613126,0.10581325798404162,0.10590719890657874,0.1059994395764674,0.10609002573915571,0.10617900151364168,0.10626640946412191,0.10635229066788221,0.10643668477966428,0.10651535813305224,0.10657913782517636,0.10664184008890198,0.10670349199690876,0.10676411972240207,0.10682374857616006,0.10688240304176633,0.1069401068091278,0.10699688280637654,0.10705275323024521,0.10710773957500042,0.10716186266001371,0.10720000468608104,0.10720000471302704,0.10720000473955826,0.10720000476568448,0.10720000479141478,0.10720000481675829,0.10720000484172343,0.10720000486631864,0.10720000489055237,0.10720000491443216,0.107200004937966,0.10720000496116122,0.10720000509208272,0.10720000536420216,0.1072000056324891,0.10720000589702372,0.10720000615788439,0.10720000641514682,0.10720000666888518,0.1072000069191712,0.10720000716607503,0.10720000740966484,0.10720000765000659,0.1072000078871651,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-05-16,0.08431280588993095,0.0819936574075435,0.08033895029849836,0.07927374191013437,0.07883774010468603,0.07837170441942365,0.07803894504797149,0.07785671083109258,0.07778076289818814,0.07772000840492166,0.07782544055931595,0.07800083920138001,0.07814927573095387,0.07864141313906026,0.07927783043639547,0.07983500358915041,0.08045953639505266,0.08115289799633207,0.08177365131711478,0.08231547183626065,0.08278412149103254,0.08321034272427785,0.08371822413439545,0.08428735143017008,0.08481121251280577,0.08545342537539002,0.08614234925586195,0.08678245580035471,0.0873179370643904,0.08775326062734878,0.08816065658204497,0.0885979901970897,0.08909609588805067,0.0895651094427834,0.08999277664441574,0.09038107954220576,0.09074852040986658,0.09119516792948823,0.09169104373533976,0.09216233447295119,0.09261893598462945,0.09306268605221191,0.09348596442415258,0.09384005614334057,0.09412461853620813,0.094396877921745,0.09464817357486277,0.09488211749083475,0.09510655965355386,0.0953744722577301,0.0956704838533946,0.09595518582510643,0.0961675326375715,0.09630545190212514,0.09643837233855379,0.09655468376697218,0.09665631686505805,0.0967544543116805,0.09695004648023442,0.09722926045647018,0.09749938748905085,0.09769074690347956,0.097833594100315,0.09797199504924525,0.09810539140759089,0.09823419746818285,0.09835917301069674,0.09849244842420624,0.0986277713295578,0.09875924382890755,0.0988895332795765,0.09901699052172219,0.09914096996604904,0.09926018931310998,0.09937580317648509,0.0994883862535878,0.09959718178102728,0.09970285272633572,0.09980585823039889,0.09990718153713973,0.10000628478210194,0.1001029794800612,0.10019735238036609,0.10028948611583499,0.10037945944406967,0.10046734747199215,0.10055322186494697,0.10063715104159421,0.10071920035570736,0.10079943226589028,0.10087790649414097,0.10103902297511325,0.1012300783296658,0.10141710077853872,0.10160021667880126,0.10177954716357673,0.10195520840923966,0.10212727271025424,0.10229588055860317,0.1024611412755938,0.10234421939162175,0.10214331305444668,0.10194634336758668,0.10197411288190428,0.10206974391228951,0.1021635786492161,0.10225566723268797,0.10234605795384488,0.10243479733940042,0.10252193023149836,0.1026074998632669,0.10269154793034585,0.10277411465862918,0.10285523886846026,0.10293495803548836,0.10301306428823231,0.10308978384251088,0.10316520826665188,0.10323937008131567,0.10331230072741615,0.10338403061056312,0.10345458914332828,0.10352400478545731,0.10359230508214323,0.10365951670046969,0.1037256654641261,0.1037907763864876,0.10379999479590407,0.10379999496634995,0.1037999951341737,0.10379999529943507,0.10379999546219265,0.10379999562250264,0.10379999578041987,0.10379999593599787,0.1037999960892877,0.10379999624033975,0.10379999638920268,0.10379999653592376,0.10379999738907464,0.10379999823012409,0.10379999905932769,0.10379999987693411,0.10380000068318496,0.10380000147831492,0.10380000226255293,0.1038000030361208,0.10380000379923526,0.10380000455210636,0.10380000529493927,0.10380000602793338,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-05-18,0.08408083759300555,0.08183269165299323,0.08023162622377655,0.07923484883279452,0.0786043838416921,0.07804124406993562,0.07763918139426318,0.07739714875998249,0.07724854428082328,0.07712967545539273,0.07718622266328246,0.0772897466202862,0.0773773515856584,0.07779982255643114,0.07829585764589275,0.07873007561463652,0.07928643032198468,0.07990387722676817,0.08045662913171192,0.08090170669979613,0.0812589623310187,0.08158384264164087,0.08207464771511619,0.08263927527498005,0.08315899283763328,0.08374700922915279,0.08433339871025813,0.08487818732100383,0.08534072536411763,0.08574002304640027,0.08611369257817292,0.08655737631535021,0.08707385076510121,0.08756016862240767,0.08802008273417705,0.08845549020515553,0.08886752250556595,0.08930919917109303,0.08975333879371616,0.09017543916613113,0.09060208209768428,0.09102686083991429,0.09143203651367426,0.09182778621767151,0.09221257395550508,0.09258075868409454,0.0927699549452694,0.09287127821060892,0.09296847465993019,0.09322576412314398,0.09355342681338508,0.09386857970631612,0.09412131200508722,0.09432747487796678,0.09452617767260452,0.09468603417872701,0.09482108536192846,0.09495149541710912,0.0951106657986922,0.09528462563850804,0.0954529081665485,0.0956167056286008,0.09577568824203664,0.0959297246482742,0.0960797062214338,0.09622548955516241,0.0963669396778124,0.09651091170719495,0.09665278154591528,0.09679061553701773,0.09692476493535174,0.09705523351829681,0.097182142505575,0.097304228285789,0.09742284003959534,0.0975383427509795,0.09758536767043746,0.09761597696708679,0.09764581216631796,0.0977594325322153,0.09788417526193016,0.0980058891466562,0.09812468317635203,0.09824066117379693,0.09835392209721827,0.09846456032189876,0.09857266590244484,0.09867832481724692,0.09878161919652984,0.09888262753526145,0.09898142489207973,0.0991675880918923,0.09937061635872624,0.09956936118832505,0.09976395671876048,0.09995453154528722,0.10014120900370904,0.10032290021484047,0.10050089023901831,0.1006753483966385,0.10055407821562623,0.10038697237886929,0.10022313595443166,0.10027932364661507,0.10037024720345955,0.10045946252381044,0.10054701729989501,0.10063295746496226,0.10071732727363458,0.10080016937789549,0.10088152489898516,0.10096143349546072,0.10103993342765749,0.10111706161877088,0.10119285371276376,0.10130772223582363,0.10142485338795759,0.10154001140903923,0.10165324573954937,0.10176460418190536,0.10187413296774483,0.10198187682191762,0.1020878790233759,0.1021921814631348,0.10229482469946882,0.10239584801049184,0.10249528944426967,0.10250870221687736,0.10251771588038983,0.10252659094415617,0.10253533058058051,0.10254393786598293,0.1025524157842097,0.10256076723008145,0.10256899501268957,0.10257710185854618,0.10258509041459618,0.10259296325109935,0.10260084408717418,0.10260975579436371,0.10261854116486235,0.10262720286627647,0.10263574349163518,0.10264416556197853,0.1026524715288386,0.10266066377661764,0.10266874462487197,0.10267671633049957,0.10268458108984313,0.10269234104070657,0.1026999982642931,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-05-21,0.0841241177936849,0.08219381569685069,0.0806577895517202,0.07976680242011103,0.07917112181200414,0.07861758182633172,0.07822236996402587,0.07804454763614488,0.07797107473556886,0.07791230002049687,0.07805280778935564,0.07822394779893527,0.07836877979633905,0.07885362530544748,0.07937926555292618,0.07983941084971291,0.0804407615323548,0.08108908530383308,0.08166949422022363,0.08216352833045737,0.08259026921236479,0.08297836149604243,0.08347759457338544,0.08400483048613494,0.08449011411728358,0.0850760445610621,0.08566034180348936,0.0862031852520384,0.08666037494120582,0.08705842098599592,0.08743091863815788,0.08792917308065351,0.08852879274095105,0.0890934425491452,0.08952693259683597,0.08987715241883065,0.09020854505115938,0.09056963584638256,0.09093066227117741,0.09127374807544197,0.0917055137836551,0.09218017332111539,0.09263294787027565,0.0929882499801149,0.09328148518013424,0.0935620446383314,0.0938296992484069,0.09408585812801173,0.09433161790881273,0.09461752528213774,0.09491187534036527,0.09519497888701389,0.09538755566848733,0.09552476025957124,0.0956569918525183,0.09579258821875003,0.09592740851961867,0.09605759558400773,0.09623337294138024,0.09642790028608794,0.0966160825249085,0.09679994283680915,0.09697852403935192,0.09715155230712846,0.09732707659017126,0.09750037959501912,0.0976685355325504,0.09780340933785414,0.09792781247059557,0.09804867472705103,0.09816555934678006,0.09827914828551676,0.09838963646918475,0.09849774675865941,0.09860304639903616,0.09870558469509039,0.09880350009166383,0.09889858928139228,0.09899127906891203,0.099094057156905,0.09919559584141036,0.09929466701277523,0.09939135953618305,0.09948575806025728,0.09957794326421965,0.09966799208786203,0.09975597794571445,0.09984197092666025,0.09992603798013966,0.10000824308998135,0.1000886474368099,0.10024497697622414,0.10041077378326158,0.1005730671909808,0.100731967080538,0.10088757878559651,0.10104000332516527,0.10119177028265902,0.1013404915308398,0.10148625784101117,0.10137683744844095,0.1012432794929532,0.1011123306230104,0.10120628472527327,0.10132164594019599,0.10143484227365351,0.10154593409819168,0.10165497956222191,0.1017620346915078,0.10186715348514364,0.10197038800637381,0.1020717884685709,0.10217140331667118,0.10226927930434737,0.10236546156717319,0.10245981705650231,0.10255255874478153,0.10264373614447253,0.10273338850193237,0.10282155376155022,0.10290826861929281,0.1029935685736274,0.10307748797397531,0.1031600600668292,0.10324131703966732,0.10332129006278756,0.10340000932917293,0.10340000745598044,0.10340000561182983,0.10340000379605074,0.10340000200799349,0.10340000024702789,0.10339999851254311,0.10339999680394629,0.10339999512066189,0.10339999346213169,0.10339999182781345,0.10339999021718116,0.10339998907972148,0.10339999063921446,0.10339999217658691,0.10339999369230624,0.10339999518682674,0.10339999666058985,0.10339999811402545,0.10339999954755075,0.10340000096157254,0.10340000235648561,0.10340000373267522,0.10340000509051572,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-05-24,0.08398447256392227,0.082712574478633,0.08176502214559034,0.08150002817026203,0.08121973255184467,0.0809395688993273,0.08073949645198497,0.08076732477799653,0.08083838081135997,0.0808952290016196,0.08140245858707429,0.0818698144797656,0.08226542722182018,0.08296737292178813,0.08361175772551066,0.08417590894551208,0.08483853790390095,0.08547649378067024,0.08604761440309794,0.08647271721831218,0.08682350059568589,0.08714249285369502,0.08759513728301571,0.08804661765761779,0.08846214512769102,0.08909369971521963,0.08970393904728269,0.090270896017004,0.09074559607059252,0.09117269210840151,0.09157238496101705,0.09204359666443684,0.09253318062845395,0.09299416603681787,0.09343388061373492,0.09385081620122926,0.09424536105190295,0.09468397473770662,0.0951107696274669,0.09551637889843856,0.09590182727027008,0.0962688900359856,0.09661899461426704,0.0969007425819488,0.09715397656304847,0.09739625507576544,0.09763012647488067,0.09785460237768984,0.09806995913368821,0.09827067743522422,0.09846256798168418,0.0986471097402124,0.09882703472867194,0.09900103469036603,0.09916873344900612,0.09935418565334553,0.09953864429349046,0.09971677165833492,0.09989138961619948,0.10006079217665187,0.10022466537657859,0.10038125637294781,0.10053268825979811,0.10067940777317119,0.1008217297272962,0.10095977259373368,0.10109371132073619,0.10120116847160476,0.10130440932138618,0.10140479507387501,0.10150404538808488,0.10160054732360324,0.10169439364970034,0.10178531997038509,0.10187382879610696,0.10196001527410736,0.10204335983988866,0.10212457342874504,0.10220501811558047,0.10230876667299338,0.1024099629445725,0.10250869996749157,0.10260506631131316,0.10269914634297383,0.10279102047312816,0.10288076538536672,0.10296845424968071,0.10305415692142073,0.10313794012688837,0.10321986763659496,0.10330000042713605,0.10348147642775585,0.10365907861267987,0.1038329297064402,0.10400314730386206,0.10416984413530384,0.1043333056038036,0.10449450761510937,0.10465247584286375,0.10479346539184586,0.10465759811737829,0.1045244111278314,0.10440620482705665,0.10453548510593103,0.1046623176070276,0.1047867711964845,0.10490891218115062,0.10502880442637963,0.10514650946737736,0.10526208661450975,0.10537559305295252,0.10548708393702988,0.10559661247957508,0.10570423003661222,0.10580877878059813,0.1059001621148774,0.1059899907002011,0.10607830387914752,0.10616513967799968,0.10625053486133873,0.1063345249839418,0.10641714444013872,0.1064984265107729,0.10657840340789826,0.10665710631734293,0.10673456543925264,0.10679999121951611,0.10679999122866102,0.10679999123766404,0.1067999912465285,0.10679999125525752,0.10679999126385442,0.10679999127232209,0.10679999128066342,0.10679999128888107,0.10679999129697793,0.10679999130495643,0.10679999131281948,0.10679999171154453,0.10679999307502963,0.10679999441917487,0.10679999574438837,0.10679999705106735,0.10679999833959797,0.10679999961035591,0.106800000863706,0.10680000210000395,0.10680000331959505,0.1068000045228159,0.1068000057099936,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-06-01,0.08326337770432213,0.08189997943782035,0.08072259272772664,0.07989987950751165,0.07938175466756925,0.07903647622106158,0.07879537431200534,0.07871008544605163,0.07864375432319437,0.078632490503449,0.07878478139864042,0.07891170690280758,0.0790891506634992,0.07951773445228105,0.0798893114236594,0.08023890875121942,0.08100629391722136,0.08168887170001171,0.08229996451595811,0.08286530394886538,0.08337705598469025,0.08384802822308557,0.08432852680689162,0.08476917096993586,0.08525568724045196,0.08603604123180619,0.08675909152248518,0.08742388290143754,0.08790711139122176,0.08835831838662811,0.08878058466828453,0.08921730520787174,0.08962969137974475,0.09002307765203121,0.090493539956511,0.09093805191203508,0.09138167240962125,0.0919363621624334,0.09246286688782757,0.09296318111295765,0.09343734238874868,0.09388911580064918,0.09432094910266153,0.09475088628978678,0.09516187297633816,0.09553033475774608,0.0957375621402945,0.09593619183112967,0.09614402579708403,0.09644520082148067,0.0967346430067193,0.09701533069219193,0.09733075293185633,0.09763457858238356,0.09792338889923147,0.09816419035160862,0.09839659269658285,0.09862094869830385,0.09883700372660376,0.09904589730910018,0.09924793613934746,0.09944331076579105,0.0996325161118845,0.09981615891284235,0.09999606571824615,0.10017054890703081,0.10033323188683818,0.10047028353167531,0.10060337900044947,0.10073151493615029,0.10085374402646519,0.10097259087671029,0.10108857417086403,0.10120218473795539,0.10131277694755103,0.10142103947539227,0.10152790677027324,0.1016320438516849,0.10175206928282043,0.1019056791007491,0.10205551671373314,0.10220171938638689,0.10234441780340742,0.10248373645917108,0.10261979401997157,0.1027527036611171,0.10288257338089735,0.10300950629325167,0.10313360090080637,0.10325495134979668,0.10337363864554017,0.10348973582363952,0.10360334811275673,0.10371455444566191,0.10382343044709841,0.1039300486052821,0.10403408585377805,0.10413549125459909,0.10423485709518854,0.10428859043381022,0.10425481996316477,0.10422171266117597,0.10423722210363562,0.10434746424576158,0.10445561723117769,0.10456173988817441,0.1046658888568821,0.10476811869007085,0.10486848194842802,0.1049670292906657,0.10506380955878036,0.10515886985876688,0.10525225563706786,0.10534401075301747,0.10544208583110581,0.10555121984441884,0.10565849881853051,0.1057639696517656,0.10586767767479,0.10596966671557184,0.10606997916113459,0.10616865601629177,0.10626573695953367,0.10636126039622007,0.10645526350923773,0.10654778230725515,0.10659999773811091,0.10659999890289451,0.10660000004961967,0.10660000117870272,0.10660000229054778,0.10660000338554698,0.1066000044640798,0.10660000552651527,0.10660000657321089,0.10660000760451394,0.10660000862076147,0.10660000962228056,0.10660000943119918,0.10660000836551653,0.10660000731495001,0.10660000627918009,0.10660000525789659,0.10660000425079752,0.10660000325758934,0.10660000227798694,0.10660000131171232,0.10660000035849548,0.10659999941807374,0.10659999849019064,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-06-06,0.08306934593317794,0.08180174340994206,0.0807084153779205,0.07990930091103099,0.07941990971709667,0.07909377213920576,0.07887234077417138,0.07874892226941976,0.07865293986012256,0.07868441547428118,0.0789070294571792,0.07909257620382149,0.07938048721099644,0.07987049904975185,0.0802953559129338,0.08076192468661114,0.08155272528235447,0.08225614489887989,0.0828956980068356,0.08352745262931749,0.08409935772054444,0.08464694037190101,0.08523108090777276,0.08576681942097597,0.08631219055883133,0.08691640326370353,0.08747615911545736,0.08802216890867909,0.0886374265778469,0.08921198096406457,0.0897536162538739,0.09029731791023576,0.09080831505086895,0.09131321710695817,0.09188756201649317,0.09243027642079071,0.09295680166656095,0.09348726174077893,0.09399075672218604,0.09446962585985363,0.09492671621682236,0.09536221784360843,0.09575573564926443,0.09604055665061173,0.09631278811189015,0.0966058443335911,0.09696628817113018,0.09731182468755817,0.09765244990814903,0.09800182697117421,0.09833760772141398,0.09866113285729528,0.09897488437476887,0.09927710014902713,0.0995666619440072,0.09984047528206563,0.1001047457724984,0.10035999088665681,0.10060672528552628,0.10084528779417479,0.10106166652786674,0.10124274333765881,0.1014181000534633,0.10158709022246182,0.10174865703977565,0.10190535052322902,0.1020557918696594,0.10219927239150572,0.102338611933521,0.10247577823998566,0.10261103967959295,0.1027425597669771,0.10286823390411137,0.10298807500403617,0.10310473284732957,0.1032195011998982,0.10333283808728755,0.1034432801000571,0.10356341418021886,0.10369411270696038,0.1038215990200333,0.1039459901022377,0.10406739732414949,0.10418592677668514,0.10430167958029712,0.10441475217269058,0.1045252365767837,0.10463322065047653,0.10473878831965244,0.1048420197957105,0.10496277337705107,0.10510700675647588,0.10524815656692588,0.10538632064697318,0.10552159273945949,0.10565406270359601,0.10578386354217617,0.10591106492574864,0.10603571077629925,0.10608373344102318,0.10605005862184869,0.1060170450885225,0.10606638605499974,0.10620381054798478,0.10633863402128663,0.10647092962552573,0.10660076779380101,0.10672821636672025,0.10685334071059138,0.10697620382920592,0.10709686646961614,0.10721538722228052,0.10733182261592322,0.10744622720742902,0.10754816558255809,0.10763890234420614,0.10772809529425631,0.10781578350010679,0.10790200472201583,0.10798679546731549,0.10807019104195126,0.108152225599498,0.10823293218779417,0.10831234279333124,0.10839048838352094,0.10846739894695934,0.10849998993427068,0.1084999902035122,0.10849999046857928,0.10849999072956851,0.10849999098657293,0.10849999123968357,0.10849999148898815,0.10849999173457148,0.10849999197651661,0.10849999221490392,0.1084999924498109,0.1084999926813135,0.10849999396770871,0.10849999565599266,0.10849999732032933,0.10849999896122453,0.10850000057917031,0.1085000021746445,0.1085000037481123,0.10850000530002579,0.10850000683082461,0.10850000834093709,0.10850000983077956,0.10850001130075748,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-06-11,0.08264270793871265,0.08124818236177456,0.08014264988896747,0.0788832746454855,0.07819869128465662,0.07774254372134348,0.07741792240293788,0.07717688302031966,0.07698944522719198,0.07695382174005849,0.07706323805414783,0.07715442680759255,0.07744712478001148,0.07796504339811161,0.07841410757598388,0.07894161196495686,0.07972375572183243,0.0804194705954675,0.0810868096027273,0.08182306453591681,0.0824896319991495,0.08315615257410269,0.08388030059615459,0.08454452823816028,0.08512659964300928,0.08562649259977606,0.0860895617796309,0.08659281248761208,0.08723806473508611,0.08784064586656637,0.0884425294460478,0.08916313638652462,0.08984050475872118,0.0904376232548989,0.09090181531553787,0.09134040036840041,0.09183100857475734,0.09241562708702289,0.09297055452498659,0.09347704738346274,0.09390793437584066,0.09431846079548434,0.0947064057117688,0.09506797157149127,0.09541357941354178,0.09574475943281135,0.09606273045159952,0.0963675392618375,0.0966603607792238,0.09694213913884497,0.09721293556405075,0.09749151835795056,0.09780415835193579,0.09810530326090316,0.09838151750441848,0.09862031245738057,0.09885077785500473,0.09907309018826149,0.09928741395463914,0.09949463332291741,0.09969503815864833,0.09988893750549632,0.10007671389519524,0.10025952019823459,0.10043811867496277,0.10061133276295076,0.10076623703115573,0.10090233550108763,0.10103450519044754,0.1011609291853155,0.10128233819354304,0.10140038756272718,0.1015158908661995,0.10162878430322908,0.10173867836024741,0.10184674486827294,0.10195296035361401,0.10205646221345233,0.10217601834215695,0.10230642364514675,0.10243362392641697,0.1025577359073806,0.1026788707097408,0.10279713418731706,0.10291262723455019,0.10302544607358022,0.10313568252160965,0.10324342424011546,0.10334875496733309,0.1034517547353031,0.10357003993787073,0.10370153989734932,0.1038302270682201,0.10395619074310636,0.10407951647475544,0.10420028626980415,0.10431946347743137,0.10443665885509223,0.10455149871231106,0.10461952141639874,0.10465313209396299,0.10468608473143637,0.10476368637599554,0.1048734438324117,0.1049811212653522,0.10508677724737736,0.10519046817234612,0.10529224835578188,0.10539217012974089,0.10549028393253268,0.10558663839361127,0.10568128041394376,0.10577425524212902,0.10586560654653043,0.10596254610142641,0.10606219700085129,0.10616015321605476,0.10625645761240676,0.10635115162172593,0.10644427530171163,0.10653586739244147,0.10662596537010471,0.10671460549812783,0.1068018228758374,0.1068876514848005,0.10697212423296598,0.10699998682014744,0.10699998795777343,0.10699998907776176,0.10699999018051964,0.10699999126644144,0.10699999233590973,0.106999993389296,0.10699999442695995,0.10699999544925132,0.10699999645650893,0.10699999744906186,0.10699999842723007,0.10699999899474322,0.10699999946150274,0.10699999992164133,0.10700000037529911,0.10700000082261196,0.10700000126371223,0.10700000169872848,0.10700000212778527,0.10700000255100472,0.1070000029685052,0.1070000033804015,0.10700000378680574,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-06-12,0.08234457662442352,0.08109890351111071,0.07994961282647184,0.07864162314615708,0.0779705732114011,0.07752343853590471,0.07720469459370705,0.0769666160337803,0.07678148019964626,0.07673977345363503,0.07681203709985063,0.07687226050976848,0.07717371919017668,0.07768816666183476,0.07813421987301261,0.0786556870236208,0.07936278727386825,0.07999170995765592,0.0806012944603196,0.08126084365751951,0.08185792551447335,0.0824629703834674,0.08311205722898962,0.08370739541528338,0.08431833825208068,0.0849492038112023,0.08553366585080346,0.08607735904636704,0.08658514659506689,0.08705929583700667,0.08756987655643367,0.08825606789590856,0.08890106625845173,0.08950980754734017,0.09008667000401194,0.09063176499362435,0.09112582321486307,0.0915657416431035,0.09198326410616309,0.0924099117250039,0.09287417640947404,0.09331651668927643,0.09373370718969154,0.0941228101382463,0.09449474895598997,0.09484928727009567,0.09518708740269055,0.09551091032926307,0.09582281414459559,0.09612390448266361,0.09641326528161254,0.09670668265188698,0.0970187673063192,0.09731937720511974,0.09759309092362578,0.09783148404312292,0.09806156157644152,0.09828484025321726,0.0985023334128774,0.09871261774101292,0.09891443158494018,0.09910802329788715,0.09929550173961754,0.09949192428537801,0.09970173360556456,0.09990522330265494,0.10005600445157792,0.1001605632134146,0.10026210079673636,0.10036188328900852,0.10045955358183045,0.10055451912248348,0.10064666821957702,0.10073619911672571,0.10082334951734939,0.10090790094513546,0.10099003137016727,0.10107006178034705,0.10118230676332085,0.10131256360955043,0.10143961907922061,0.1015635897611209,0.10168458665068791,0.10180271548145403,0.10191807703320377,0.10203076741872574,0.10214087835087216,0.10224849739148878,0.10235370818363454,0.10245659066838231,0.10257635514042951,0.10270772475663814,0.10283628437090919,0.10296212318744602,0.10308532667427706,0.10320597675683074,0.10332509567441783,0.10344216972245102,0.103556890687031,0.10359999336983661,0.10359999918180884,0.10360000487982113,0.10366896089161415,0.10377862273923255,0.10388620637653578,0.10399177032499085,0.10409537092926535,0.10419706245750482,0.10429689719612023,0.10439492553942697,0.10449119607446544,0.10458575566129635,0.10467864950905481,0.10476992124801976,0.10486121789154113,0.10495174340025448,0.10504072869237424,0.10512821274430628,0.10521423322836165,0.10529882656684353,0.1053820279834683,0.10546387155226489,0.105544390244102,0.10562361597097425,0.10570157962817017,0.10577831113444214,0.10580001192001132,0.10580001155132668,0.10580001118835791,0.10580001083097357,0.10580001047904508,0.10580001013244922,0.10580000979106496,0.10580000945477619,0.10580000912346943,0.105800008797035,0.10580000847536586,0.10580000815835855,0.1058000071872891,0.10580000612110552,0.10580000507004494,0.10580000403378809,0.10580000301202452,0.10580000200445205,0.10580000101077691,0.10580000003071399,0.1057999990639853,0.10579999811032037,0.10579999716945632,0.10579999624113712,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-06-14,0.08194230383092616,0.0805815743519831,0.07943658282550503,0.07833936114887785,0.07765455373490227,0.0771982570826546,0.07687869418088211,0.07664636846121842,0.0764657053320108,0.07642368364509489,0.0764591843406055,0.07648876914790659,0.07676122005311092,0.07716718350719654,0.0775191423051329,0.07804338728218752,0.07877763913432201,0.0794307272708854,0.08006726777755602,0.08072058660840042,0.0813120251131878,0.08190926470563165,0.08251727408568277,0.08307491617612262,0.08364067639450057,0.08420104184277588,0.08472015710670844,0.08524247939551088,0.08578060766353013,0.08628310145662277,0.08681113088118209,0.08741833040170044,0.08798903897203658,0.08854047211282956,0.08907882161614933,0.08958750728173803,0.09006965493170638,0.09052727834078911,0.09096161147138915,0.09141275628708745,0.09189199856480812,0.0923486154243014,0.09276376344451043,0.09313358607720912,0.09348708908617276,0.09382473721371509,0.09414758800974754,0.09445707610778631,0.09478338082491011,0.09512289594170942,0.09544919591789713,0.09576238575603457,0.09606298871017338,0.09635253616155248,0.09661617158953728,0.09685375053460121,0.09708304216973818,0.09730414862537629,0.09751745178394011,0.09772368425063838,0.09792313660328444,0.09811614872929342,0.09830306581854287,0.09848538182435429,0.0986632000037091,0.0988356572426301,0.09898593590017746,0.09912147107303282,0.09925309368561952,0.09937850530604164,0.099499425521691,0.09961699959338155,0.09973222436125662,0.09984468585924877,0.09995415942862351,0.10006210160857187,0.10016791115984458,0.10027101743490241,0.10038130611304097,0.10049271305865282,0.10060138008044106,0.1007074070278915,0.10081088895706536,0.10091191641483,0.10101057570310434,0.10110694912473606,0.1012011152124841,0.10129314894244823,0.1013831219331589,0.10147110263144321,0.10158900331643617,0.1017201054786585,0.10184840334253731,0.1019739859317581,0.10209693854136925,0.10221734293096829,0.10233635596631263,0.1024532038167818,0.10256770311769703,0.10257564205322023,0.10254212650346517,0.10250926911037306,0.10258611745543589,0.10270470631279305,0.10282104872749986,0.1029352079319521,0.10304724480749128,0.10315721799266653,0.10326518398556783,0.10337119724060728,0.10347531026009649,0.10357757368094345,0.10367803635676909,0.10377674543572457,0.10387690072377298,0.10397631535767982,0.10407403932110393,0.10417011537799792,0.10426458486215284,0.10435748773648634,0.10444886264941,0.10453874698843402,0.10462717693117285,0.10471418749389327,0.10479981257774407,0.104884085012795,0.10489998699945335,0.10489998798148426,0.10489998894828978,0.10489998990022165,0.10489999083762003,0.10489999176081533,0.10489999267012817,0.10489999356586899,0.10489999444833975,0.1048999953178329,0.10489999617463286,0.1048999970190152,0.10489999677228168,0.10489999647550952,0.1048999961829471,0.10489999589450538,0.10489999561009755,0.10489999532964012,0.10489999505305092,0.10489999478025047,0.10489999451116172,0.1048999942457094,0.10489999398382022,0.10489999372542269,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-06-15,0.08195651920444047,0.08068481200219857,0.07949032506284381,0.0784446743551186,0.07785278266318274,0.07745836868667966,0.07718836034018972,0.0769970880234141,0.076848344147177,0.07692773616330473,0.07710369778313919,0.07725035442852168,0.07758211830687967,0.07798527750455442,0.07833480414944627,0.07893483879544982,0.07976927849477411,0.08051154443097674,0.08119998337172407,0.08185021162894279,0.08243885033307174,0.08305947336939257,0.08370058768855193,0.0842886091944477,0.08491175094424275,0.08553575498600763,0.08611385651358416,0.0867026326493332,0.08730602122046793,0.08786948615446355,0.08842676495197166,0.08899656979938131,0.08953211274634487,0.09008084932785665,0.09064601118466453,0.09118004420544046,0.09167596624265095,0.0921390655480796,0.09257859776767607,0.09303613614668227,0.09351428453383903,0.09396985841145078,0.094390447615043,0.09477704480719296,0.09514658749846316,0.0954844421976313,0.09579646240515838,0.09609556516392193,0.09639076911764866,0.09668029239409792,0.09695853383204445,0.09723513318021815,0.09751106868000603,0.09777684993166047,0.098045933940476,0.09831699690478501,0.09857861232152665,0.09883138444719375,0.09907574945623665,0.09931202062129207,0.0995266839629827,0.09972603942341451,0.09991910058120768,0.10008153289037658,0.10022080108826414,0.10035586587547662,0.10048536417524367,0.10061030431645768,0.10073163657820716,0.10084910983091455,0.10096316114161952,0.10107405568863426,0.1011824997807329,0.10128820110722025,0.10139109347557773,0.1014897231404297,0.10158518186101895,0.1016782008794026,0.10177946460970988,0.10188147466707509,0.10198097505542614,0.1020780572639155,0.10217280838816034,0.10226531139084849,0.10235564534401109,0.1024438856544525,0.1025301042736837,0.1026143698935913,0.1026967481289578,0.10277730168785526,0.10288758255396258,0.10300793803596275,0.10312571794147973,0.10324100406963099,0.10335387479197844,0.1034644052301914,0.10357065848754132,0.10367442179429132,0.1037760983353122,0.10377404184559857,0.10374055879672683,0.10370773326425708,0.10379889207663329,0.10392648603059551,0.10405166395404786,0.1041744938250222,0.1042950410950787,0.10441336880559815,0.10452953769770845,0.10464360631624925,0.1047556311081499,0.10486566651556384,0.10497376506408851,0.10507997744636421,0.10516683577759944,0.10524811685265179,0.10532801433314143,0.10540656324875686,0.10548379745658543,0.10555974968977244,0.10563445160377394,0.10570793382034793,0.1057802259694045,0.1058513567288426,0.10592135386247903,0.10599024425618064,0.10599999645955371,0.1059999959259521,0.10599999540062344,0.10599999488337697,0.10599999437402707,0.10599999387239478,0.10599999337830557,0.10599999289159112,0.10599999241208713,0.10599999193963461,0.10599999147407924,0.10599999101527113,0.1059999931441189,0.10599999524255477,0.10599999731122534,0.10599999935075988,0.10600000136176946,0.10600000334484827,0.1060000053005743,0.10600000722950953,0.10600000913220087,0.1060000110091801,0.10600001286096505,0.10600001468805953,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-07-12,0.0782963644502741,0.07770250295759817,0.07648474237846936,0.0755680705784898,0.07496544536140659,0.07451155384768482,0.07411460242922696,0.07381698510332302,0.0736777193198126,0.07364171922209417,0.07361226549451239,0.07384357143251075,0.07425411634232204,0.07460613690188267,0.07510888151393047,0.0758501497250399,0.07650463433533905,0.07710969283433045,0.07769487590378321,0.07822181248654969,0.07873080244192221,0.07923449533467752,0.07969459424476977,0.0801955724307648,0.08072569965972343,0.08121527878860868,0.0816895437116203,0.08216265235832454,0.08260331883433092,0.08307102279847833,0.08364489915903839,0.08418318440525696,0.08469189366365426,0.08517532101730185,0.08563132128801687,0.08606290589896815,0.08647211369216667,0.08685992645515417,0.08722681532096077,0.08757362961839488,0.08790362881165303,0.0881903596418403,0.08841993304518936,0.08863911647415801,0.08891255689848143,0.08924301716187677,0.08955950926268264,0.0898627292648102,0.09015346768108157,0.09043264952809071,0.0906948363940745,0.09093725220027316,0.09117057110755766,0.0913897825007397,0.09159384555523875,0.09179065677852671,0.09200774494309738,0.09225297061713511,0.09248993585672327,0.0926716248717454,0.09280497256414844,0.09293403421261948,0.09310212815436647,0.09331168811023849,0.09351483840717711,0.09367943413311619,0.09381517450950194,0.09394693863309689,0.09407269995028389,0.09419379814400686,0.0943114979637878,0.09442682338136055,0.09453943630448514,0.09464901675705106,0.09475700343494675,0.09486295897645203,0.09496617228473858,0.09509504143966363,0.09523463197380488,0.09537074987632921,0.09550352313857235,0.09563307353839412,0.09575951701270213,0.09588296400349616,0.09600351977959543,0.09612128473602621,0.0962363546728533,0.0963488210550878,0.09645877125514835,0.09659839809217163,0.09675451873936747,0.09690726696650209,0.09705675087787169,0.09720307400624395,0.09734633555197902,0.09748588320960971,0.09762233961428701,0.09775602764488855,0.09777724539875532,0.09774369850416109,0.09771081689941741,0.09778048809543072,0.09789927624826311,0.0980157924989038,0.0981301014067919,0.09824226510827372,0.09835234342922683,0.0984603939914599,0.09856647231328663,0.09867063190464265,0.09877292435708673,0.09887339942900675,0.09897210512632171,0.09903280757382693,0.099078071253349,0.09912255634085376,0.09916628275413752,0.0992092697373641,0.09925153588930491,0.09929309919016904,0.09933397702710645,0.0993741862184605,0.09941374303683803,0.0994526632310686,0.09949096204710872,0.09949999169267376,0.09949999277083421,0.09949999383214858,0.09949999487700856,0.09949999590579361,0.0994999969188719,0.09949999791660069,0.09949999889932615,0.09949999986738378,0.0995000008211,0.09950000176079099,0.09950000268676384,0.0995000025339734,0.09950000227204692,0.09950000201386211,0.09950000175933948,0.09950000150840177,0.09950000126097369,0.0995000010169822,0.09950000077635601,0.09950000053902586,0.0995000003049249,0.0995000000739874,0.09949999984614988,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-07-17,0.07835893036102526,0.07751310970648184,0.07621367029464876,0.07539187031335981,0.0748785763324864,0.0745472776052365,0.07431908171090895,0.07414796659309286,0.07410003377359864,0.07410000193515254,0.0740999758855152,0.07450917576231797,0.075044528553599,0.07550361466406241,0.0761213359501467,0.07684949678486808,0.07749240080100961,0.078097515167183,0.07867396481591205,0.0791930330255366,0.07966218030544692,0.08008835269564618,0.08047761353143135,0.08097418662906186,0.081498291350516,0.08198230586229682,0.0824408467586073,0.08287574176391743,0.08328080107778568,0.0837426540621855,0.08428289052368587,0.08478960678586911,0.08526736856066197,0.08571857819666162,0.08614417624473192,0.08650301296862861,0.08681664682315415,0.08711385714487441,0.08746343569220771,0.08785552148423159,0.08822861233040769,0.08855239175492358,0.08883307802454699,0.08910107334290185,0.08938679844418118,0.08967798250247894,0.08995684868311882,0.09022400683311793,0.09048022829074309,0.09072625754153574,0.09096265042256668,0.09118996351270936,0.09140874346605443,0.0915597168003488,0.09166122204968641,0.09175911105096923,0.09194330940529505,0.09218734250142968,0.09242315508508692,0.09261369989530466,0.0927796054560972,0.09294018321029762,0.09313248910538507,0.09334111645628229,0.09354336250224193,0.09370416367372325,0.09384625601642038,0.09398418682651544,0.0941213483823653,0.09425535258617712,0.0943855977490693,0.09450857855127737,0.09462735350072071,0.09474293068788597,0.09485763337489317,0.09497000635857789,0.09507947165161834,0.09520756382258821,0.0953374051353506,0.09546401523605996,0.09558751325872605,0.09570801255191119,0.0958256210257098,0.09594044147405256,0.09605257187435923,0.09616210566637173,0.09626913201184206,0.09637373603658639,0.09647599905628756,0.09663877268740717,0.09681739706724501,0.09699216646145059,0.09716320433029679,0.0973306289178919,0.09749455352477199,0.09765646758456548,0.09781521023570439,0.09797073550018642,0.09802758010785584,0.09806103086090445,0.09809382021179136,0.09819010134838435,0.09829946675851997,0.09840673956689283,0.098511979263735,0.0986152431054812,0.09871658621863855,0.09881606169791479,0.09891372069897031,0.09900961252613572,0.09910378471540926,0.09919628311303086,0.09928715194990123,0.09933147489025607,0.09936760060799932,0.09940310462516067,0.09943800285341342,0.09947231066603779,0.09950604292050191,0.0995392139799145,0.09957183773341782,0.09960392761557713,0.09963549662482674,0.09966655734102692,0.09969712194217628,0.09970000673381652,0.09970000599252726,0.09970000526282075,0.09970000454442762,0.09970000383708655,0.09970000314054461,0.09970000245455646,0.09970000177888383,0.0997000011132958,0.09970000045756833,0.09969999981148403,0.09969999915981842,0.09969999821951303,0.09969999729273726,0.09969999637920113,0.09969999547862285,0.09969999459072887,0.09969999371525295,0.09969999285193643,0.0996999920005277,0.0996999911607821,0.09969999033246157,0.09969998951533476,0.09969998870917585,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-07-20,0.07829147268157288,0.07715625803437742,0.07580557305205371,0.07487972096379969,0.07425590928225279,0.0739088846479663,0.07369049396136895,0.0735267300923208,0.07363424666074203,0.07377001567757491,0.0738811121888523,0.0743920271911176,0.07491544595021948,0.07536429355330232,0.07600661099327999,0.07668770690146642,0.07728903189675074,0.07781206871937618,0.07827340753804846,0.07868878130767332,0.07912571107586452,0.07954636534467041,0.07993058418699217,0.08031925039811738,0.0806851595437208,0.0810230318326064,0.08133416290204565,0.08162227864070015,0.08189059333605386,0.08231787838943294,0.08284613603841362,0.0833416117457475,0.08367151991005728,0.08391622437343238,0.08414699633516043,0.08446203387095075,0.08478964218674578,0.08510009925107642,0.08543543770044582,0.08577396266123638,0.08609607218809723,0.08639091928095688,0.08666625895055668,0.08692914827780895,0.08717924343094685,0.08741816108764433,0.08764696123594451,0.08786774928539631,0.08808001963556489,0.0882838381388864,0.08847972364009427,0.08866812006474989,0.08884943797583311,0.08897444186008507,0.08907542227679,0.08917280511826275,0.08942973918034114,0.08974195232735949,0.09004366695470667,0.09021019070636083,0.09034229770258362,0.09047015842467943,0.09058135644902765,0.09068520850680861,0.09078587455434373,0.09093385013368005,0.09108569563191882,0.091233095297927,0.0913772767287957,0.09151740795713992,0.09165360906644682,0.09178540465519336,0.09191357318075033,0.0920382921337577,0.09216017551580213,0.09227891402401611,0.09239458082564989,0.09249929368178433,0.09260097027123892,0.0927001140568755,0.09279681851375399,0.09289117257315915,0.09298326089537268,0.09307316412302868,0.09316095911664646,0.0932467191737838,0.0933305142331291,0.0934124110647212,0.09349247344738876,0.09369873715066279,0.09391383153827149,0.0941242908934139,0.09433026343460216,0.09453189112753968,0.09472920955724318,0.09492046315000291,0.09510780575616606,0.09529135612382511,0.0952676032980655,0.095234247791256,0.09520155377537387,0.0952794280651501,0.09536123922868756,0.09544148303630173,0.09552020410203332,0.0955974453626216,0.0956732481555953,0.09574765229304005,0.0958206961313195,0.09589241663700765,0.0959628494492708,0.09603202893891671,0.09609998826432298,0.09615499735771227,0.09620905246031253,0.0962621781754811,0.09631439826776389,0.09636573569833917,0.09641621265868205,0.09646585060254753,0.09651467027637439,0.09656269174819476,0.09660993443514143,0.0966564171296227,0.09669999646197547,0.09669999681295538,0.09669999715840816,0.09669999749846303,0.0966999978332459,0.09669999816287822,0.0966999984874779,0.09669999880715952,0.09669999912203386,0.09669999943220864,0.0966999997377882,0.0967000000388738,0.09670000015519564,0.09669999950882113,0.09669999887174674,0.09669999824377351,0.0966999976247076,0.09669999701436116,0.09669999641255078,0.09669999581909905,0.09669999523383277,0.09669999465658385,0.09669999408718866,0.09669999352548797,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-07-24,0.07814012822111427,0.07684855615017994,0.07536328690191274,0.07444981588458144,0.07390003842913662,0.07354815588859154,0.07330075936600444,0.07311524938885428,0.07321152441878276,0.0733113429418113,0.07339301954791577,0.07398038288054765,0.07452812820180288,0.07499784653215902,0.07573334224570316,0.07647355451013582,0.07712710594879191,0.07776863761892039,0.07836581343217675,0.07890355456672937,0.0793982491784484,0.07984995151904184,0.0802625404788655,0.08061460860872938,0.08093595651743013,0.08123267017292979,0.08162078358187186,0.08201545658162779,0.08238304020974918,0.08284512716617343,0.08333513875414389,0.08379472600200089,0.0842071350468987,0.08458951090277744,0.08495016022554824,0.08520586175052736,0.08543400726569184,0.08565018936542845,0.08599528333214046,0.08636588422122404,0.0867185243833859,0.08701770993910096,0.08729183091455361,0.08755355633065975,0.08780245148689114,0.08804037344385973,0.08826821982544475,0.08852020652094272,0.08876744812619819,0.08900485289991922,0.08923221460823783,0.08945063672748321,0.08966085785431321,0.08978423039185679,0.08988485510289945,0.08998189487357355,0.09020220268077073,0.09044425334802941,0.0906781499470517,0.09082298784369747,0.09095467590009765,0.09108213109153307,0.09131322400355835,0.09155481114127384,0.09178901586628951,0.09192150465239712,0.09204539088339958,0.09216563082604812,0.09228208248286984,0.09239521883901647,0.09250522377731185,0.09261305730182667,0.09271794669327615,0.092820010901006,0.09291731070889853,0.09301205831969761,0.09310503497944222,0.09320910411238881,0.09331054811856765,0.09340946508798731,0.09350594828384517,0.09360008643581441,0.09369196401220492,0.09378166147274825,0.09386925550360137,0.09395481923600824,0.0940384224499311,0.09412013176384426,0.09420001081177287,0.09441944222746379,0.0946340935394181,0.09484411925568059,0.09504966729652731,0.09525087934185894,0.09544759241500311,0.09563846744349314,0.09582543914159736,0.09600162205208251,0.09603559599346378,0.09606889147776099,0.09610355084767308,0.09617758159289802,0.09625017970326355,0.09632138636637322,0.09639124120599019,0.0964597823555593,0.096527046527622,0.0965930690793857,0.09665788407469567,0.09672152434263825,0.09678402153298582,0.09684540616867987,0.09690617150854175,0.09697024188793346,0.09703320164515161,0.09709507940992324,0.09715590283633624,0.09721569864404644,0.09727449265741583,0.09733230984269925,0.09738917434339234,0.09744510951384644,0.09750013795125079,0.09755428152606815,0.09760000198408414,0.09760000122375434,0.09760000047539807,0.09759999973873512,0.09759999901349303,0.09759999829940869,0.09759999759622628,0.09759999690369825,0.09759999622158433,0.09759999554965093,0.09759999488767224,0.09759999423542842,0.0975999939282568,0.09759999445833345,0.09759999498078309,0.09759999549576914,0.09759999600345037,0.09759999650398132,0.09759999699751165,0.09759999748418746,0.09759999796415064,0.09759999843753886,0.09759999890448645,0.09759999936512398,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-07-25,0.07799947994711887,0.0766472837681047,0.07519672735531024,0.07426715614859236,0.07368541474990065,0.0731818582967605,0.07279895348967735,0.07251186454267433,0.07265582612833432,0.07278753803506466,0.07289531435177876,0.07350885575363475,0.07405246974460988,0.0745186436896268,0.07524060486187056,0.07594287120662635,0.07656289887207901,0.07719867859290708,0.07779283713571172,0.07832786002351289,0.07882081719407119,0.0792705339353259,0.07968130859605171,0.08009005924622636,0.08046778642914187,0.08081657492067662,0.08114091327454709,0.0814424635371036,0.08172329283650281,0.0821428822419994,0.08259651229456555,0.08302196317118926,0.08336668146075188,0.08367863566809808,0.08397284619435874,0.08430999693526253,0.08463508617038151,0.08494315535129959,0.08525642894648455,0.08555892376174157,0.08584674097768086,0.0861310802477031,0.08640459860671745,0.08666574856724041,0.08691405165645749,0.08715147827076497,0.0873788502249575,0.08764446261830794,0.08790421137472015,0.08815362854096254,0.08834284361790279,0.08851316255411623,0.08867707952474202,0.08878910828032982,0.08888957242968876,0.0889864573529826,0.08921394117644055,0.08945557848900232,0.08968907561732986,0.08983904460850667,0.0899803883604755,0.09011719009029306,0.09024888762429129,0.09037640419503701,0.09050001141213593,0.09064521318245378,0.09078609904830448,0.09092324455242773,0.09106004503008869,0.09119295334907518,0.09132170333057865,0.09144286320281592,0.09156071653005737,0.09167553649109617,0.09179006212073526,0.09190158546257043,0.09201186267426276,0.09213470138085267,0.09225444354438728,0.09237120479419003,0.09248509507337688,0.0925962189841425,0.09270467610818711,0.09281056130434795,0.09291396498530702,0.09301497337506803,0.09311366874874749,0.09321012965607722,0.09331106798523825,0.09354105463145501,0.09376603342230316,0.09398616615725275,0.09420160774009978,0.09441250654243882,0.09461931401744561,0.09482315183065282,0.09502282359467396,0.09519018729400242,0.09508835305996333,0.09498856469730654,0.09490889146553161,0.09500133784397624,0.09509199672675273,0.09518091946029927,0.09526815544312339,0.09535375221730913,0.09543775555490996,0.09552020953956397,0.09560115664363389,0.09568063780115632,0.09575869247686208,0.09583535873151572,0.09590659470459517,0.09595232738466497,0.09599726657272534,0.09604143274253274,0.0960848456694976,0.09612752446020623,0.09616948758045951,0.09621075288191316,0.09625133762739768,0.09629125851499842,0.09633053170096173,0.09636917282149637,0.09640000125549864,0.09640000161780904,0.096400001974414,0.09640000232544677,0.09640000267103743,0.09640000301131102,0.09640000334638987,0.09640000367639145,0.09640000400143078,0.09640000432161888,0.09640000463706344,0.09640000494786904,0.09640000495461343,0.09640000436655316,0.09640000378695412,0.09640000321563535,0.0964000026524201,0.09640000209713762,0.09640000154962136,0.09640000100970947,0.09640000047724473,0.09639999995207393,0.09639999943404831,0.09639999892302287,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-10-10,0.07138464221131935,0.07122900345841798,0.07101665287690628,0.07092531966086346,0.07098068746539998,0.07104928281314993,0.07112297114434019,0.07117824071974876,0.07150105054864087,0.07198842199815036,0.07238734533864588,0.07289001460792366,0.07357086561710235,0.07415479607438358,0.07472836492530166,0.07535663205684373,0.07591129040369116,0.07641808045438614,0.07688881216645838,0.07731264671261084,0.07774354754433954,0.07817647655535054,0.0785719114449166,0.07895062441264677,0.0793242879678715,0.07966932303052521,0.08006177377264945,0.08060208154646231,0.08110536968629711,0.08154213086662865,0.08189866847849481,0.08223302923455278,0.08264894337181672,0.08314919265896203,0.08362106798103275,0.08403617005233421,0.08438035164378621,0.08470651921593131,0.08506749431026472,0.08549206827804379,0.08589608549206362,0.0862682077926411,0.08660938847009403,0.0869351608985871,0.0872302004730523,0.08749489388663689,0.08774838413693353,0.08800871904572682,0.08828611394277042,0.08855247958049972,0.08876000383309313,0.08889620837655987,0.08902728921282499,0.08917713980165898,0.08935247288204451,0.08952157079730605,0.08972560358695936,0.08995913496324648,0.09018479755205244,0.09038526502983002,0.09056002210387981,0.090729168520719,0.09087955755944743,0.09101536319014158,0.09114700632041517,0.09127511385275522,0.09139962761556863,0.09152049279517782,0.09163692740313412,0.09174958384705612,0.09185907800947546,0.0919649243045011,0.09206750608407277,0.09216732463272304,0.0922961144787573,0.09243713596680592,0.09257451206248946,0.09270838231071843,0.09283887922385459,0.09296612871921406,0.09308899190165443,0.0932085791644428,0.09332529742055184,0.09343924869064835,0.09355053021500992,0.09365923473027382,0.09384558346434901,0.09407649075335178,0.09430225622748267,0.09452304973688364,0.09473903373246673,0.09495036366448173,0.09515137797417061,0.09534635437272332,0.09553725962927007,0.09564553395152187,0.0957126471142451,0.095778394606574,0.09586228814821629,0.09595414877697372,0.09604419785638063,0.09613248845025124,0.09621907156999399,0.09630399627288933,0.09638693602523207,0.09646822986161441,0.09654801004678237,0.0966263184657501,0.09670319547230122,0.09677867995832745,0.09683291482284972,0.09687829674846182,0.09692287728229143,0.09696667746598053,0.09700971761092747,0.09705201732969293,0.09709355406620368,0.09713437864092378,0.0971745185694004,0.09721399093112448,0.09725281224217541,0.0972909984782635,0.09729999918929177,0.09730000002378181,0.0973000008449203,0.09730000165302455,0.09730000244840276,0.09730000323135335,0.09730000400216521,0.09730000476111833,0.09730000550848428,0.09730000624452662,0.0973000069695007,0.0973000076836541,0.09730000664616867,0.09730000544201856,0.09730000425544727,0.09730000308607267,0.09730000193352373,0.09730000079743961,0.09729999967747038,0.0972999985732752,0.09729999748452323,0.09729999641089293,0.09729999535207123,0.09729999430775416,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2012-10-15,0.07090002116426342,0.07087710525509161,0.07077349662314125,0.07073199746298298,0.07078507656339172,0.07094415822982536,0.07112306040073624,0.07125725664118088,0.07165289663670937,0.07213090521440613,0.07252216172680681,0.07306027934285231,0.07373117714181476,0.07430656624255949,0.07487487815519644,0.07545918408432262,0.07597501191029465,0.0764448808867011,0.0768750685900721,0.07726238451199863,0.07766463656760414,0.07806083324677804,0.07842270525035322,0.07878764154978812,0.07915847195479975,0.07950089008384853,0.07990067775884513,0.08040158818845566,0.08086816193226909,0.08127715663389523,0.08163151971388527,0.08196384057404438,0.08231853891260776,0.08268337243711876,0.08302747097054741,0.08338678416450884,0.08376343367547334,0.08412038031648739,0.08449147677585778,0.08487883961652609,0.08524743510860588,0.08560140867733534,0.08594108781139953,0.08626542613139021,0.08653643004967781,0.08676708714075865,0.08698797492062016,0.08721868105899744,0.0874604729603008,0.08769264377531161,0.08787320879808691,0.08800891670208566,0.08813951953591204,0.08827529700166292,0.08841507718838404,0.0885498822288393,0.08872703009128902,0.08892656109282182,0.08911936306118329,0.08930217975000332,0.08947638212530173,0.08964499159422079,0.08979980097920537,0.08994562305114595,0.09008697691067558,0.0902223909161004,0.09035326343689087,0.09048030178977795,0.09060297470154355,0.09072194105999243,0.09083756868743675,0.09095231744213605,0.0910648498520874,0.09117435198698454,0.09130970507818414,0.0914503829877944,0.09158742435971323,0.09172096840091237,0.09185114730279453,0.09197808667764318,0.09210052177395434,0.09221983993508465,0.09233629552857248,0.0924499903467133,0.09256102141208511,0.0926694812536839,0.09281621185591593,0.0929757454760829,0.0931317165812462,0.09328424318297568,0.09343343813751082,0.09357940942423038,0.09385515937951117,0.09414703079416653,0.09443283298475214,0.09452599370692583,0.09455948221318655,0.09459228827401733,0.09467794479893765,0.09477845185127376,0.0948769776206364,0.09497358012000867,0.09506831511941405,0.09516123625327655,0.09525253629289132,0.09534213580871476,0.09543006769288254,0.09551637807294511,0.09560111139078953,0.09568431047894199,0.09576020119582473,0.0958333856292024,0.09590527952176653,0.0959759167112828,0.09604532986281189,0.09611355051907333,0.09617932863710732,0.09624386206320912,0.09630731459783481,0.09636971317165188,0.09643108382805532,0.0964914517594091,0.09649999516587293,0.09649999498212258,0.09649999480131255,0.09649999462337244,0.09649999444823454,0.09649999427583311,0.09649999410610444,0.09649999393898723,0.09649999377442131,0.09649999361234873,0.09649999345271354,0.09649999329546088,0.0964999947316052,0.09649999614662974,0.09649999754099703,0.09649999891515604,0.09650000026954308,0.09650000160458161,0.0965000029206835,0.09650000421824867,0.09650000549766613,0.0965000067593138,0.09650000800355962,0.09650000923076085,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2012-10-16,0.07094799649630268,0.0708646968190505,0.0707413334948035,0.07070000610928773,0.07069999667171634,0.07079258442693748,0.0708984115051221,0.0709777886773928,0.07135148452884943,0.07179098321818622,0.07215070715515037,0.07263263730881508,0.07319345984682446,0.07367439825617406,0.07418551567343501,0.07473006343190058,0.07521077599190118,0.07564432682674171,0.0760367035816456,0.07638996503774442,0.07680814622166587,0.07723546574672913,0.07762577514996782,0.07796856740535851,0.07827083710567107,0.07854993051944992,0.07889320927291066,0.07932112948198844,0.0797196905224491,0.08007513573437075,0.08039307800406403,0.08069123388267951,0.08105789371812366,0.0814547833630126,0.08182912705753087,0.08224249075152934,0.08268648169386572,0.08310727271053975,0.08351039548002248,0.08389683464812459,0.08426455102893327,0.08459616694982719,0.08490120644740706,0.08519246054361318,0.08548983097550655,0.0857857825112669,0.0860692159762475,0.08629319058931606,0.08646556495510671,0.08663107007951876,0.08679975564906517,0.08696907530048414,0.08713203043607076,0.08728208231323831,0.08742162244506946,0.08755619596115105,0.08780503295138153,0.0881038202451978,0.08839255709801441,0.08856637259507427,0.08867073088725719,0.08877173230860413,0.08891193537905306,0.08906447150727637,0.08921233460751443,0.08935707335595033,0.08949781989940608,0.089634444228883,0.08976694846867805,0.0898956413938019,0.09002072372759029,0.0901430495394071,0.09026225420728351,0.09037824963845154,0.09050764694974056,0.09063748167918351,0.09076395893892197,0.09088720729979594,0.09100734885077522,0.09112449960234947,0.09123972002358705,0.09135218884981167,0.09146195875984064,0.09156912575021803,0.09167378131824622,0.09177601272252311,0.0919486573302899,0.09213988632582026,0.09232685040935307,0.09250969068294834,0.09268854209230493,0.09286353375888834,0.09303555702593092,0.09320402640972714,0.09336897422155466,0.09345519600869778,0.09352210782002346,0.09358765805422231,0.09368277185381158,0.09378318629739923,0.09388162128348765,0.09397813477161265,0.09407278248041617,0.09416561799490863,0.09425684482199403,0.09434636530703266,0.0944342196315342,0.09452045388235186,0.09460511246216297,0.09468823816570393,0.0947394477514194,0.09478471958699819,0.09482919197391082,0.09487288590280474,0.09491582163585255,0.0949580187380823,0.0949994440140165,0.09504016611156496,0.09508020528056771,0.09511957855768682,0.0951583024175855,0.0951963927959123,0.09519998844165856,0.09519998894620363,0.09519998944267605,0.09519998993126788,0.0951999904121652,0.09519999088554876,0.09519999135159285,0.09519999181046712,0.09519999226233566,0.0951999927073579,0.09519999314568772,0.09519999363621845,0.09519999528563505,0.0951999969107955,0.09519999851223093,0.09520000009045715,0.09520000164597531,0.09520000317927146,0.09520000469081902,0.09520000618107693,0.09520000765049241,0.0952000090994991,0.09520001052851956,0.09520001193796435,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2014-04-11,0.1081298907480821,0.10842631551537196,0.10883824017898913,0.10915818092702478,0.10945863566333047,0.10977296378494383,0.1101929990338315,0.11050812979659375,0.11097596723264425,0.11199214554045467,0.11282425545862362,0.11370366610392169,0.11479111598367697,0.11572406095937482,0.11657473376385008,0.11737150246885575,0.11807500582697372,0.11872944902932003,0.11936980406765718,0.11994643698443008,0.12050596187271423,0.12108659241659936,0.12161699611167087,0.12204228418500174,0.12235541543002304,0.12264453721748825,0.12292167986602665,0.12319113902647438,0.1234420729211283,0.12362454319296745,0.12369503000441795,0.12376111540599766,0.12386851600782167,0.12404109242703965,0.12420383160843929,0.12437016417184066,0.12454747339654815,0.12471547634904434,0.12488326478860623,0.1250516735479812,0.12521189064386906,0.12531561911213185,0.12535087122745758,0.12538452200407346,0.1254379818839111,0.1255080670226696,0.12557517390492157,0.12559999211029926,0.12559998861452915,0.12559998525858962,0.125623394621448,0.12566003527548264,0.12569529438936988,0.12572819085929998,0.12575911306066812,0.12578893170213035,0.1258133099256673,0.12583419005173768,0.1258543627447133,0.12587254550061155,0.12588961387093733,0.12590613189504496,0.12592256890523412,0.12593862880617013,0.12595419477491854,0.12596842094705973,0.12598169625603783,0.12599458126443208,0.12602801761752214,0.1260759696117717,0.12612257280218575,0.12616857129224002,0.1262137289437557,0.12625766785620862,0.12629856982047527,0.12633765988903267,0.12637573593541918,0.12641337334110636,0.12645038505431505,0.12648647264559987,0.1265372409458494,0.126596238804906,0.12665381800779763,0.1267097547225855,0.1267642694880271,0.12681751901457172,0.1268679249941871,0.1269166864716491,0.12696435422497276,0.12701192395725136,0.12705892454845746,0.12710490528432672,0.12714982248900752,0.127193747890326,0.12723675020446334,0.12727885822667862,0.12732009956688484,0.12736050071002158,0.12740051827593457,0.12743987027684156,0.12747844436325995,0.12751626337624855,0.1275533492713239,0.12758972316096484,0.12764695467234466,0.12771164811500735,0.12777513594251166,0.1278374515450671,0.12789862709115063,0.12795869358287848,0.1280169612073121,0.1280740234303699,0.12813007851296132,0.12818515288560928,0.128239272062032,0.12829246067855382,0.1283620607359519,0.12843334742199342,0.12850344040325612,0.12857236941376837,0.12864016320816707,0.12870684960169232,0.12877254656894266,0.12883719215617284,0.12890080702792273,0.12896341563987157,0.1290250416800962,0.1290857080989527,0.12910001355391243,0.12910001361891776,0.12910001368293056,0.12910001374597369,0.12910001380806846,0.12910001386923664,0.12910001392949866,0.1291000139888745,0.12910001404738347,0.12910001410504446,0.1291000141618759,0.1291000142178953,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2015-05-08,0.13226009598202215,0.13374807656095333,0.13468346398903286,0.1356560232001962,0.13653372448557044,0.13724597997449206,0.13751687418396075,0.13769331975810406,0.13766909817547335,0.13767065002893553,0.13758132971313586,0.13750879437673813,0.13744268117427083,0.13731656191169428,0.1369952949613209,0.13671426082468385,0.13642609507675307,0.13594297048197346,0.1355148136044455,0.13512028719912172,0.1347257287481225,0.1343671582588204,0.13403398360796848,0.13370470461626827,0.13340185238704905,0.1331170057912252,0.13284041616116138,0.13258364338662698,0.1323015251240689,0.13190497746111962,0.13153413924515212,0.1312404705341863,0.13106914917643397,0.13090792924708783,0.13075558556323852,0.1306112610631407,0.1304747548416576,0.13030980346871135,0.13010703358389097,0.1299144358862534,0.12973140530483418,0.12955734268924846,0.12939140098585766,0.12923298482636603,0.12908157800227382,0.12893677307938267,0.1287972319644508,0.12866270640527921,0.12853368674929255,0.12840925459170482,0.1282892833582343,0.12817393843175728,0.12806425118210218,0.12796032960509685,0.12786019605232046,0.12776087217331678,0.1276606118526089,0.12756381724196597,0.12747155623119322,0.12738400936101346,0.12729933934726922,0.12721768751812879,0.12713888468438217,0.12706254969268715,0.12698732059890494,0.1269127375468584,0.12684038557161115,0.12678776988277063,0.12675981262884717,0.12673265481782248,0.12670714706375286,0.1266831412473468,0.12665979361518565,0.1266366189261463,0.12661372337514298,0.12659143078571877,0.12656851218837595,0.1265448727170091,0.12652183219063518,0.12650052103900933,0.12648098899712656,0.12646193367288006,0.1264433378238521,0.1264251850292415,0.12640745964150124,0.126389940535641,0.12637267155669862,0.12635579531034824,0.12633929854988346,0.1263231686177153,0.12630739341298303,0.1262943672361605,0.1262837849590499,0.1262734279330482,0.12626328904195327,0.1262533614661958,0.12624363866754162,0.12623450468994246,0.12622579307494064,0.1262172557576169,0.12620888755888893,0.12620068350285085,0.1261926388069059,0.12618406492252499,0.12617531569826368,0.12616673161976566,0.12615830805494088,0.12615004054332468,0.12614192478820385,0.12613484717390677,0.12612817290779166,0.12612161786350318,0.1261151788748467,0.12610885288675755,0.1261026369504672,0.1261000065209097,0.12610000749265793,0.12610000844793623,0.12610000938715915,0.12610001031072837,0.12610001121903203,0.1261000121124456,0.1261000129913319,0.12610001385604264,0.12610001470691823,0.12610001554428774,0.12610001636847024,0.12610001612943011,0.12610001494663914,0.12610001378204494,0.12610001263523074,0.12610001150579264,0.1261000103933385,0.1261000092974882,0.1261000082178727,0.12610000715413383,0.1261000061059241,0.12610000507290575,0.12610000405475086,0.12610000305114122,0.12610000206176708,0.1261000010863278,0.12610000012453115,0.12609999917609271,0.12609999824073626,0.12609999731819266,0.1260999964082008,0.1260999955105062,0.12609999462486132,0.12609999375102476,0.12609999288876228,0.1260999920378454,0.1260999911980516,0.1260999903691642,0.12609998955097224,0.1260999887432699,0.12609998794585664,0.12609998715853732,0.1260999863811212,0.12609998561342306,0.1260999848552613,0.12609998410645962,0.1260999833668457,,,,,,,,,,,,,,,,,
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-2015-06-11,0.13657771072849068,0.13720899357706817,0.13878431815167414,0.14022863154416187,0.14127143755821114,0.14201508980665412,0.14253033462185205,0.1426406116546166,0.14273905334802617,0.1427144842214796,0.14248952563901907,0.14230472489857005,0.14204320918560764,0.1416178405457056,0.14124931588208534,0.14080147295438095,0.140029200370543,0.13934422093859022,0.1387235537003828,0.13814592002797776,0.13762355157309192,0.13715007046276417,0.1367207813033655,0.13632740860932602,0.13590343478746147,0.13541508131304214,0.13496308937512413,0.13454463251492998,0.13415727528121812,0.13379586118455045,0.13348844195019716,0.13323979415037512,0.1330062656006168,0.13282504982832255,0.13268823986944311,0.1325590456348802,0.1323347254229923,0.13203188119887788,0.13174464232021266,0.13146295284466958,0.1311855419096113,0.13092140425353338,0.13070103471189198,0.13051863664796515,0.13034437265561083,0.13017644746166868,0.13001493079347748,0.12986016564666358,0.12971193567012862,0.12956975034746399,0.12943315777633946,0.12930330132969825,0.12917966754108523,0.12906062557419795,0.1289511269758976,0.12885116937040797,0.12875472743924488,0.1286630476985262,0.12857575960242595,0.12849138752640465,0.12840795560280371,0.128326111696073,0.12824687166509752,0.12817192662930021,0.12810091546023106,0.12803206041335335,0.12797945772990493,0.1279411170629403,0.12790388896676297,0.12786832726198116,0.12783413333237248,0.12780089022801544,0.1277677555921124,0.12773512123939645,0.1277033580429927,0.12767231113976307,0.12764198231683443,0.12761243194062333,0.12758346782322838,0.12755510810456316,0.12752744931293702,0.12750046577983154,0.12747413307494893,0.12744842793243927,0.12742358321555503,0.1273994428424836,0.1273758579197235,0.12735280949463323,0.12733027946712494,0.12730825054225714,0.12728334809800956,0.1272569435390718,0.12723110741878219,0.12720582157656524,0.12718106861728984,0.12715683187136206,0.12713355432321283,0.12711093400258355,0.12708877109842942,0.1270670518751713,0.1270457631417261,0.12702489222479185,0.12700508383891562,0.12698586002419487,0.12696700269597305,0.1269485014730538,0.1269303463626541,0.12691252774240658,0.12689403077594186,0.12687570434511541,0.12685770841028177,0.12684003411116596,0.12682267290140148,0.12680561653475064,0.12679999754210325,0.12679999769538286,0.12679999784604234,0.12679999799414832,0.12679999813976517,0.12679999828295485,0.12679999842377798,0.1267999985622923,0.12679999869855463,0.12679999883261894,0.1267999989645383,0.1267999990943638,0.1267999995626825,0.1268000002316083,0.12680000089016308,0.1268000015385864,0.12680000217710985,0.12680000280595882,0.12680000342535158,0.12680000403549951,0.12680000463660823,0.12680000522887713,0.12680000581249984,0.1268000063876642,0.12680000695455296,0.12680000751334308,0.1268000080642071,0.12680000860731266,0.12680000914282208,0.1268000096708941,0.1268000101916822,0.12680001070533642,0.12680001121200202,0.12680001171182087,0.12680001220493065,0.12680001269146568,0.12680001317155654,0.12680001364533022,0.12680001411291109,0.12680001457441925,0.12680001502997262,0.12680001547968534,0.12680001592366952,0.12680001636203353,0.1268000167948835,0.12680001722232292,0.12680001764445237,0.12680001806137042,,,,,,,,,,,,,,,,,,
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-2015-06-15,0.13661612490980612,0.13738400672510198,0.1390379946527911,0.1407247209486946,0.14188424647545617,0.1427231386045018,0.14328766262374715,0.14350633145699798,0.14360003798514098,0.14354791971677083,0.1434401559711238,0.14334718027445503,0.1431498005735483,0.14283509057939758,0.1425624120007074,0.1421636375129811,0.14150996036282715,0.14092850774708343,0.14032526390390276,0.13965417641154954,0.13904734232993898,0.138509829218584,0.13804083371598863,0.13761109089215884,0.13715865219223478,0.13668068182804327,0.1362382958072057,0.13579112412985972,0.13532793055869985,0.13489578698816085,0.1345252015213012,0.13420740767447525,0.13390895515000034,0.1336895614942628,0.13351946203396148,0.13335883597813347,0.13312676176910476,0.1328589318045752,0.13260489522912877,0.13237692100369225,0.13216984567391843,0.13197266627977333,0.1317765419571275,0.13158446469063367,0.13140095464863188,0.13122313874413516,0.13105201051640814,0.13088803692383189,0.13073305071719266,0.13058497972787309,0.13044273370845638,0.1303070770376451,0.13017721981821917,0.13005218622572934,0.12993538050422382,0.1298254595424826,0.12971940559357975,0.12962017092377232,0.12952621556239774,0.12943539947468796,0.12934526250447553,0.12925713281034978,0.1291718074375694,0.12908864173690704,0.12900773007752786,0.12892927582393887,0.128875762202471,0.12883752375550883,0.12880039490880946,0.12876502411417245,0.1287309252355966,0.12869777453566256,0.12866460924031875,0.12863205647159415,0.12860037267836288,0.12856938473356805,0.12853913399637973,0.12850965969905515,0.1284807369148242,0.12845244143142742,0.1284248452853607,0.12839792286639828,0.12837164979971893,0.12834600287230136,0.1283212526968247,0.1282971690441419,0.12827363953511495,0.1282506452617398,0.1282281681665558,0.12820619099535047,0.12817698563936175,0.12814536488909067,0.12811442501284231,0.12808414425348413,0.12805450177110345,0.1280254775951779,0.1279885036307573,0.12795029449362727,0.1279128585135858,0.12787617245859684,0.12784021401817025,0.1278049617581165,0.12778475585328297,0.127767309299603,0.12775019532346277,0.12773340450493498,0.12771692777651178,0.12770075640677603,0.1276838711053807,0.12766724297171006,0.12765091468265277,0.12763487820031938,0.12761912577156997,0.12760364991551532,0.12760000410039463,0.12760000273943728,0.127600001401744,0.12760000008672367,0.12759999879380435,0.12759999752243378,0.12759999627207752,0.12759999504221908,0.1275999938323582,0.12759999264201127,0.12759999147071,0.1275999903180005,0.12759999076819217,0.12759999184029636,0.12759999289577872,0.1275999939350232,0.12759999495840102,0.12759999596627325,0.12759999695898938,0.12759999793688892,0.12759999890030116,0.12759999984954562,0.12760000078493228,0.12760000170676267,0.12760000261532944,0.1276000035109166,0.12760000439380037,0.1276000052642492,0.12760000612252398,0.12760000696887808,0.1276000078035584,0.12760000862680476,0.12760000943885053,0.12760001023992285,0.12760001103024243,0.12760001181002423,0.12760001257947806,0.12760001333880733,0.12760001408821076,0.12760001482788175,0.12760001555800837,0.1276000162787747,0.12760001699035906,0.12760001769293616,0.12760001838667567,0.12760001907174368,0.12760001974830137,0.12760002041650642,,,,,,,,,,,,,,,,,,
-2015-06-16,0.13661206188327535,0.13748785921485251,0.13912679550157314,0.14058377753892404,0.14160106942954087,0.14237078599776232,0.14274333176233744,0.14300078966609142,0.14319999756240276,0.14310046743367177,0.14291708993030316,0.14276694596960304,0.14249662645912897,0.14211460264539344,0.14178361866892852,0.1412975226557056,0.14057258379898685,0.13993392411920924,0.1393403463066949,0.138777969608197,0.13826939179075248,0.13777011142070839,0.13726709942183213,0.13680620044947944,0.13633118417986223,0.13584818772992713,0.13540115184632184,0.1349875298160701,0.13460397585179562,0.13424610909599433,0.13390954090257323,0.13359272479623496,0.13329519030080594,0.13308123432221364,0.1329115967204877,0.13275140674985186,0.13252065705463556,0.13226352777130446,0.1320196385703849,0.13179017031197482,0.1315732460548069,0.1313666901783903,0.1311744316093577,0.13099321675604547,0.13082008302030146,0.1306529150530953,0.13049239858404094,0.130338591684952,0.13019126663391134,0.13004989515448528,0.12991408431169527,0.12978534562737942,0.1296623780984223,0.12954397757200198,0.12943006224535214,0.12932032772316737,0.12921445364224415,0.1291156195888985,0.12902180516850947,0.12893112530479245,0.12884097810705808,0.12875299332794543,0.12866780825108526,0.12858472579923985,0.12850392716761627,0.12842558250370506,0.1283667863152429,0.12831819783478915,0.12827101971826282,0.12822273086409974,0.12817504617317765,0.12812868798921495,0.12808763252769095,0.12804862368507108,0.1280106563736889,0.12797056234828275,0.12793027655323064,0.1278910251112355,0.12785420844270212,0.12781888203224012,0.12778442894466946,0.127750817190603,0.1277180163241476,0.12768599735092168,0.1276544044338912,0.1276234707648254,0.1275932490341205,0.1275637149435085,0.12753484528800763,0.12750661789511675,0.12748363174049815,0.1274625738240618,0.12744196914674455,0.12742180323144026,0.1274020622111074,0.1273827327969672,0.12736484726967623,0.12734749941860124,0.12733050228807752,0.12731384534879475,0.12729751848874749,0.12728151199276305,0.12726554045319682,0.12724984749824841,0.1272344536689911,0.12721935049364985,0.12720452981737185,0.12718998378754498,0.1271747523429454,0.12715979803394162,0.127145113365017,0.12713069110854147,0.12711652429291065,0.1271026061913081,0.12709998368644704,0.12709998478639895,0.1270999858675479,0.1270999869303726,0.1270999879753345,0.12709998900288055,0.1270999900134422,0.1270999910074373,0.12709999198526978,0.1270999929473311,0.12709999389399917,0.12709999482564083,0.12709999499743518,0.12709999493549695,0.12709999487451928,0.12709999481447953,0.12709999475535638,0.12709999469712918,0.1270999946397775,0.1270999945832818,0.12709999452762322,0.12709999447278286,0.12709999441874342,0.1270999943654869,0.12709999431299668,0.1270999942612565,0.1270999942102502,0.1270999941599622,0.12709999411037742,0.12709999406148142,0.12709999401326,0.12709999396569893,0.12709999391878513,0.12709999387250526,0.12709999382684645,0.12709999378179648,0.12709999373734338,0.1270999936934749,0.12709999365018,0.1270999936074475,0.12709999356526636,0.1270999935236259,0.12709999348251588,0.12709999344192613,0.12709999340184708,0.12709999336226896,0.12709999332318267,,,,,,,,,,,,,,,,,,,
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-2015-06-18,0.13664861669602169,0.137691072416384,0.13927254569144853,0.14053835085607735,0.14138329342317402,0.14208053666561993,0.1425549084515756,0.14281744889876613,0.14296189408188908,0.1429065451921958,0.14276669160535493,0.1426465001423194,0.14237942827840877,0.1420369156317356,0.1417401544066701,0.14126525278426105,0.1406225141171118,0.14005055176011538,0.13944456063224475,0.1388178943387448,0.13825120753271136,0.13774007597897353,0.13727688851346054,0.13685246565800147,0.13634543987040115,0.1358085995693301,0.13531175135302687,0.1348520004593441,0.13442514710958098,0.13402689550540914,0.1336784720104256,0.133363547861179,0.13306778971482136,0.1328375624841558,0.13263512206525063,0.1324439615540347,0.13215306957805595,0.13184406786296798,0.1315509903502059,0.13127324647357508,0.13100935213093967,0.13075808141765077,0.1305237357675848,0.13030167100227574,0.1300895165367253,0.1298869355900858,0.1296930600484978,0.12950729387105553,0.12933043888495788,0.12916081825585568,0.12899787341345803,0.1288399360178467,0.12868758642027078,0.12854089883350928,0.12837659578156813,0.128209161760785,0.1280476261703205,0.12789846826429874,0.12775646957418996,0.12761922116701463,0.12747652516765595,0.1273368158784769,0.12720155830103264,0.12707272631276534,0.12694854415323853,0.12682813815635074,0.1267566899513397,0.12670131086657976,0.126647539577319,0.12659513108273424,0.12654417230318904,0.12649463125514226,0.1264478326914662,0.1264024444368146,0.12635826829195818,0.12631390349576632,0.12627037854139855,0.12622797122933016,0.12618790742052455,0.12614914127718801,0.12611133360798532,0.126074449300295,0.12603845493588528,0.1260033186899283,0.12596827907253672,0.125933979315191,0.12590046906711594,0.12586772137918367,0.12583571051497722,0.1258044118833339,0.12579080494043815,0.12578029697634197,0.12577001508490682,0.12575995204804924,0.1257501009517299,0.12574045517011223,0.125731587997169,0.12572293054103167,0.12571444804757448,0.1257061352659985,0.12569798715353286,0.1256899988652327,0.12568112680065435,0.12567242542062318,0.125663889846515,0.12565551538387698,0.12564729751381742,0.1256393436753711,0.125632588093328,0.12562595537949428,0.12561944221205068,0.12561304538785212,0.12560676181717434,0.12560058851873812,0.12560000694753115,0.12560000772640967,0.12560000849197417,0.12560000924456283,0.12560000998450316,0.1256000107121109,0.12560001142769206,0.1256000121315426,0.12560001282394828,0.12560001350518624,0.12560001417552424,0.1256000148352221,0.12560001439154744,0.12560001377406427,0.12560001316615477,0.12560001256759756,0.1256000119781786,0.12560001139769028,0.1256000108259312,0.12560001026270573,0.12560000970782426,0.12560000916110292,0.12560000862236298,0.1256000080914308,0.12560000756813783,0.12560000705232066,0.12560000654381986,0.12560000604248112,0.1256000055481541,0.1256000050606929,0.12560000457995502,0.12560000410580274,0.12560000363810153,0.1256000031767206,0.1256000027215327,0.12560000227241397,0.1256000018292438,0.12560000139190497,0.12560000096028268,0.12560000053426612,0.1256000001137465,0.12559999969861813,0.12559999928877796,0.12559999888412565,0.1255999984845635,0.12559999808999578,0.12559999770032948,,,,,,,,,,,,,,,,,,,
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-2016-03-17,0.1413252358892616,0.14106037978199581,0.1406972541307696,0.1401161567716409,0.13953814150651378,0.139112237479055,0.13860980376952536,0.13800328437330944,0.13748063947853284,0.13708178710537333,0.13677534638041178,0.1365184427340178,0.13620538672542692,0.13583982291372254,0.13552309608390378,0.13535665029587385,0.13528788612541742,0.1352267659147115,0.13524056850249977,0.13531214220897247,0.13537690326030294,0.13558814471902658,0.13587076264430942,0.13612989086374072,0.13643382842080198,0.13673965301398394,0.1370228973145935,0.13725486395559972,0.1374588588277128,0.1376492870552546,0.13782876288107615,0.13799767910934646,0.13815638083319626,0.13839623587016403,0.13865759359762309,0.13890448654698972,0.13913849375112108,0.13936032321388847,0.13957081673835892,0.13972685077924551,0.1398681427314672,0.14000272278014014,0.14012895121320912,0.14024863134536592,0.1403630040983075,0.14041422502185874,0.14043479246783663,0.14045450328497244,0.1404728361514047,0.140490211067962,0.14050690486457929,0.14052365897533625,0.14053994318542262,0.14055562449636283,0.14056991843976152,0.14058338095245926,0.14059637124692737,0.14067144379846952,0.14076856680362337,0.14086246023596338,0.14095378892062316,0.14104229571384952,0.14112799930982955,0.14120880080120712,0.1412867555785451,0.14136235317530765,0.14143774416780253,0.14151155232457446,0.14158322568159631,0.14165122973704802,0.1417168211313402,0.14178059415532007,0.14184262339028586,0.14190297939390262,0.1419617289679329,0.14201995630267517,0.14207684204171178,0.14213227189756705,0.14218630105487895,0.1422389819440879,0.1422903644111404,0.142352424567872,0.1424157656498477,0.14247760199851678,0.14253798660412964,0.14259696999768945,0.14265460039198152,0.1427098335047372,0.1427637145194085,0.14281640063473366,0.14286793116301277,0.14291834371075018,0.14296767427018242,0.14301752986105387,0.14306641577053947,0.14311428524950243,0.1431611696720081,0.14320709913404683,0.1432520222827991,0.1432944599651016,0.14333605882607015,0.1433768434924496,0.14341683763631474,0.14345606402088662,0.143494544543735,0.1435345857640311,0.14357425728121442,0.14361319547896256,0.14365142050392743,0.143688951771467,0.14372580799852885,0.1437620072347734,0.14379756689204903,0.14383250377231738,0.14386683409412537,0.1439005735177088,0.14393373716881253,0.1439667676431604,0.14399934377155366,0.14403137786906384,0.14406288335225548,0.14409387319852685,0.14412435996393436,0.14415435580015368,0.1441838724706297,0.14421292136595754,0.1442415135185393,0.14426965961655336,0.14429737001727583,0.14429998732766558,0.14429998795919485,0.14429998858115556,0.14429998919376352,0.1442999897972279,0.14429999039175234,0.14429999097753354,0.14429999155476314,0.1442999921236272,0.14429999268430627,0.1442999932369755,0.14429999378180547,0.1442999943189618,0.14429999484860545,0.144299995370893,0.14429999588597653,0.14429999639400415,0.14429999689511974,0.14429999738946364,0.14429999787717196,0.14429999835837748,0.14429999883320943,0.1442999993017937,0.144299999760646,0.1443000001794985,0.1443000005929469,0.1443000010010944,0.14430000140404253,0.14430000180189007,0.14430000219473338,0.14430000258266595,0.14430000296577972,0.14430000334416349,0.14430000371790475,0.14430000408708787,,,,,,,,,,,,,,,,
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-2016-05-19,0.1411303249948732,0.1409623163433933,0.14078144763666645,0.14016137475153512,0.13923442995735646,0.13814863407516698,0.1371006941471633,0.13616713871458908,0.1350629012661837,0.13400782986770632,0.13309629454781002,0.13225502972030534,0.131543034397682,0.13082294042430576,0.13013588140885557,0.12953504720979492,0.12894186579760958,0.1283700413319928,0.12785865442914446,0.1275468495040557,0.1273353966729749,0.12714320123765788,0.12690488332615124,0.1266676474568007,0.1264494345667837,0.126345629581476,0.12627888732478132,0.12621691591334683,0.1260175487791535,0.12577673835524017,0.12555151071103587,0.12552800319951674,0.12556277512841252,0.12559550263103803,0.1255692364744312,0.1255351743219284,0.125502954315581,0.1254999867634745,0.12549999766913267,0.12550000802950767,0.12550000563389396,0.12549999961519331,0.1254999938764323,0.12548728200284787,0.12547016571569336,0.1254537938585092,0.12543629308944637,0.12541896310458878,0.12540234071679124,0.12536819443470093,0.12533241625075808,0.1252980152235066,0.12526619381247084,0.12523594454946463,0.12520679602899953,0.12522179688012636,0.12524950687790515,0.12527626200602193,0.12530406168018748,0.12533125508940612,0.12535755753661126,0.1253842235508098,0.12541016912659497,0.12543530447356122,0.12545674225769443,0.12547685305182554,0.1254963638671731,0.12558694319239994,0.12569151860095662,0.12579311544409588,0.1258918591899234,0.12598786835723996,0.12608125499009626,0.12617160096273006,0.12625949023022942,0.12634507321298472,0.12642843951327443,0.12650967415117154,0.12658885785375884,0.12664475610027726,0.1266957686635437,0.12674553924389498,0.1267941126528871,0.12684153157192357,0.12688783667734183,0.12693402631751138,0.12697920338382462,0.12702335544843613,0.12706651700371152,0.12710872101157888,0.1271499989874818,0.12721063960579881,0.12726997928277206,0.1273280594382511,0.1273849197522332,0.1274405982552671,0.12749505463886557,0.12754768026961094,0.1275992451386605,0.1276497809982131,0.12769931834572223,0.12774788648526703,0.12779551358535923,0.1278232795725427,0.12784854187523864,0.12787332808065432,0.12789765152204846,0.127921525039415,0.12794496100208463,0.12796797133009474,0.1279905675144053,0.12801276063603306,0.12803456138417157,0.12805598007335806,0.12807702665974396,0.12809735060999072,0.12811726798667844,0.12813684812347637,0.12815609951366724,0.12817503036770805,0.12819364862490423,0.1282119619645119,0.12822997781629897,0.12824770337059466,0.12826514558785873,0.128282311207794,0.12829920675802997,0.12830000363435912,0.12830000255297325,0.1283000014882243,0.128300000439731,0.1282999994071239,0.12829999839004458,0.1282999973881458,0.1282999964010898,0.1282999954285493,0.12829999447020657,0.12829999352575294,0.12829999259488845,0.12829999167732198,0.12829999077277066,0.1282999898809596,0.12829998900162143,0.12829998813449617,0.12829998727933134,0.12829998643588114,0.12829998560390643,0.1282999847831745,0.12829998397345932,0.12829998317454017,0.1282999828162219,0.12829998502575934,0.12829998720641367,0.12829998935874798,0.12829999148331006,0.12829999358063437,0.12829999565124117,0.1282999976956376,0.12829999971431838,0.1283000017077658,0.1283000036764499,0.128300005620829,,,,,,,,,,,,,,,,,,
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-2016-06-16,0.14118829842177494,0.14097938941341948,0.14066627667445442,0.14008422467388315,0.13950080404817666,0.13855314870087487,0.13715313078184477,0.1360096882821049,0.13512247455787385,0.1341471260159588,0.13302524986329822,0.13209156603882377,0.13122757244680394,0.13042424868471492,0.1297284962173184,0.12907878955603325,0.1284631212623053,0.1279161423963564,0.12756741385236414,0.12735370298867954,0.1271603804432262,0.12697707125430124,0.12680609849764046,0.12664939625672855,0.12655209654824917,0.12648481043616933,0.12642251206386357,0.12628638618923893,0.12611315942986634,0.12595150515899678,0.1259369016423555,0.1259893820085647,0.12603868397476403,0.12611866023456542,0.12620426413832875,0.12628511824474908,0.12639582865418886,0.12650856332385407,0.12661552715828828,0.12666157445450543,0.12667826612914102,0.12669416319203375,0.12674643666517493,0.12681865918076474,0.12688767613205765,0.12695573522421788,0.12702189986616053,0.12708531129319356,0.12708712248161746,0.12707078835852448,0.1270550950122551,0.12703838616981322,0.12702151372588055,0.1270052664260095,0.1270573057320039,0.1271407350979421,0.1272212429722437,0.1272989109334981,0.12737392989405816,0.12744645296807966,0.12751697050255184,0.12758530263427414,0.1276514694380637,0.12771437445141043,0.1277748755083279,0.12783354629967247,0.1279307798015592,0.12804105057607695,0.1281481354125502,0.1282521704162951,0.12835328404882684,0.12845159765703307,0.12854603367407602,0.12863764818289924,0.1287268267805015,0.12881366534358274,0.1288982547824471,0.12898068135846197,0.12904397170716897,0.12910041982777942,0.12915547688616957,0.12920919367673966,0.1292616185506339,0.1293127975608961,0.12936274206225074,0.12941152183623839,0.1294591822709259,0.12950576145710935,0.1295512957766789,0.12959581999739234,0.1296759671976555,0.12975818864076416,0.12983864767347342,0.12991740036041288,0.1299945004131835,0.1300699993125216,0.1301431676435778,0.13021484733675925,0.13028508336479772,0.13035391890694914,0.1304213954375153,0.13048755280917113,0.1305149104675889,0.13053299954798225,0.13055074435568503,0.13056815462638416,0.13058523973210723,0.13060200869804528,0.13061847021845052,0.13063463267166653,0.13065050413434864,0.13066609239491989,0.13068140496631697,0.1306964490980631,0.1307421043821979,0.1307965393689703,0.13085004639688802,0.13090264899386717,0.1309543698991067,0.1310052310958647,0.13105525384261196,0.13110445870265774,0.13115286557233508,0.1312004937078246,0.13124736175069485,0.13129348775222938,0.13130001684503245,0.13130001593952056,0.13130001504804745,0.13130001417028958,0.13130001330593233,0.1313000124546717,0.13130001161621174,0.1313000107902662,0.1313000099765569,0.13130000917481377,0.13130000838477507,0.13130000760618632,0.13130000683880017,0.13130000608237657,0.1313000053366824,0.13130000460149116,0.13130000387658214,0.13130000316174129,0.13130000245676032,0.13130000176143675,0.13130000107557338,0.13130000039897838,0.131299999731465,0.1312999990438788,0.13129999778977242,0.1312999965521673,0.13129999533074033,0.1312999941251758,0.13129999293516703,0.13129999176041474,0.13129999060062736,0.13129998945552113,0.13129998832481848,0.13129998720824965,0.13129998610555127,,,,,,,,,,,,,,,,,,,
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-2016-09-14,0.14119305575339802,0.14094820761155402,0.14034460613561572,0.13935931115769162,0.13828605624172563,0.1371426602548611,0.13573044927528866,0.1342580537972191,0.13311177134453223,0.13186505453570319,0.1305708598936044,0.12949316763159624,0.12847417981663622,0.12748706382378683,0.12663226177107378,0.12591659338734273,0.12530789982255897,0.1247671151397638,0.12425052730734931,0.12377015755761978,0.12333571417172506,0.12295748825401143,0.12262018848343215,0.12231108602920449,0.12192481087771645,0.12150804987022235,0.1211222980869644,0.12092565200751082,0.12082052759489592,0.12072242037143166,0.12064474385177237,0.12057619332790015,0.12051180120100868,0.12058254346616448,0.12067927266772926,0.1207706356915359,0.12086981692147991,0.12096999394031172,0.12106504195243128,0.12121979299190766,0.12140571484580853,0.12158281194060705,0.12175103934041642,0.12191132168353613,0.12206450176480854,0.12208705455161817,0.12207072856272028,0.12205508304625767,0.12203837340585078,0.12202149796654083,0.12200528454823623,0.12205746554380714,0.12214092867551596,0.12222130644779283,0.12229904084869103,0.12237408822503992,0.12244650711744143,0.12251709454659676,0.12258544637090618,0.12265152375732868,0.12271446067234004,0.12277498593081448,0.12283359286167972,0.12294543932491431,0.12307554617811545,0.1232017247955608,0.12332415043494271,0.12344298808130572,0.12355839318883088,0.12366918099126556,0.12377654959716566,0.1238809455775336,0.12398249069725553,0.12408130016049901,0.12417748304670484,0.12422755598340629,0.12426288626770643,0.12429731171524083,0.12433086664688875,0.12436358366945877,0.12439549378137649,0.12443822554853345,0.12448183917094857,0.1245244160054888,0.12456599258781376,0.12460660375686183,0.12464628275221301,0.12475524339128063,0.12486907120494628,0.12498038065012596,0.12508925438784346,0.12519577150069283,0.1253000076844042,0.12533409403010687,0.12536746376866081,0.12540013926313898,0.12543214195568675,0.1254634924144422,0.12549421037762087,0.12553735766484242,0.12558269081683204,0.12562713685601556,0.12567072156957115,0.12571346975480568,0.12575540526619866,0.12579655105978982,0.12583692923508338,0.12587656107462597,0.12591546708141332,0.12595366701425803,0.1259911799212492,0.12602815448362747,0.1260645161745666,0.12610024108457552,0.12613534579579522,0.12616984631957728,0.12620375812083418,0.12623709614115253,0.1262698748207447,0.12630210811930254,0.12633380953582152,0.12636499212744856,0.1263956685274148,0.12640000799164564,0.12640000537723894,0.12640000280433084,0.1264000002719412,0.12639999777911992,0.12639999532494706,0.12639999290853066,0.12639999052900608,0.1263999881855351,0.12639998587730417,0.12639998360352456,0.12639998136343045,0.1264057540107506,0.1264120458618847,0.12641824656115475,0.12642435807513097,0.12643038231421633,0.12643632113463776,0.12644217634035382,0.1264479496848805,0.12645364287304317,0.12645925756265375,0.12646479536612154,0.12646999942904658,0.12646999964227756,0.1264699998526464,0.12647000006021014,0.12647000026502497,0.12647000046714463,0.1264700006666224,0.12647000086350935,0.12647000105785589,0.12647000124971086,0.1264700014391218,0.1264700016261353,,,,,,,,,,,,,,,,,,,,,,
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-2016-10-10,0.139190241569912,0.1378621103159674,0.13615784592512714,0.13449302029786425,0.13289514047862983,0.1314498458617317,0.12959390893212808,0.12820148283907273,0.12680347072875575,0.12522701603885356,0.12393625520488327,0.12275356963186357,0.12155247381673528,0.12052398584928903,0.11965596627162922,0.11892519942437407,0.11828080124077056,0.11762234593901932,0.11695953483414878,0.11636334093254064,0.1158303299899468,0.11535131115590835,0.11491412573037918,0.11445078320604019,0.11395845413323391,0.11350418957300556,0.11322149047259744,0.11307978978133426,0.11294787776550974,0.11278697744313648,0.11261397339077606,0.11245180651951969,0.11237717998966334,0.11234465015390138,0.11231398003719928,0.11226319985173738,0.11219587227102679,0.11213209200657315,0.11213774072512317,0.11221406279401469,0.11228666669584708,0.11235430415963332,0.11241745552400473,0.11247773971633812,0.1124662341933027,0.11241362473229688,0.11236325630315402,0.11231431145078363,0.11226676328189766,0.11222111895198617,0.1122453076313914,0.11232923742047562,0.11241000602704476,0.11248591359420312,0.11255793275454207,0.1126273842175296,0.11267469069810754,0.11271068139286045,0.11274545316969542,0.11277783179916767,0.11280823855094413,0.11283766523085581,0.11289197109654281,0.11296364069295572,0.11303310947565759,0.1131004772847164,0.11316583801116487,0.11322928003359345,0.11329159979883019,0.11335249385609525,0.11341167577912925,0.1134692167758935,0.11352518415961299,0.11357964161146272,0.11362356755621472,0.11366082374098685,0.11369711343090971,0.1137324737534029,0.11376693995828746,0.11380054553499619,0.11383426789753393,0.1138675423766391,0.11390001601946209,0.1139317173935046,0.11396267372348512,0.11399291096931852,0.11402870096243678,0.11406560874848348,0.11410168832792733,0.11413696726873424,0.11417147192878208,0.11420522752153528,0.11423780444812537,0.11426961435171412,0.11430075545277307,0.11433124862420185,0.11436111387927039,0.1143903704154221,0.11441541299048996,0.11443816151075858,0.11446046001594201,0.11448232172866168,0.11450375935854384,0.11452478512685738,0.11454541078974811,0.11456564766015642,0.11458550662850908,0.114604998182261,0.11462413242436309,0.11464291909072455,0.1146929382623918,0.11476132236204828,0.11482850020815838,0.11489450343793028,0.11495936259180439,0.11502310716057296,0.11508576563008899,0.11514736552371141,0.11520793344261504,0.11526749510409284,0.1153260753779648,0.1153836983212011,0.11539998922526085,0.1153999889019588,0.11539998858382972,0.11539998827075015,0.11539998796260109,0.11539998765926684,0.11539998736063528,0.11539998706659826,0.11539998677705032,0.11539998649188954,0.11539998621101666,0.11539998593433598,0.11540485524181165,0.11541116352790803,0.11541737975713628,0.11542350592997952,0.11542954398937488,0.11543549582276746,0.11544136326407717,0.11544714809558343,0.11545285204972999,0.11545847681085397,0.11546402401684497,0.11546949526073513,0.11547001088242403,0.11547000919762818,0.11547000753544712,0.11547000589542855,0.11547000427713194,0.11547000268012875,0.1154700011040013,0.11546999954834325,0.11546999801275803,0.11546999649685996,0.11546999500027266,0.11546999352262954,,,,,,,,,,,,,,,,,,,,,,
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-2016-10-13,0.13875915440408693,0.13733810862423423,0.1356497679218982,0.134106077768533,0.13249455396770515,0.13090422516766487,0.12903177407291877,0.1274508826177052,0.12602331440124415,0.12454955633689835,0.1233464962935864,0.12220654405274756,0.12107864478376995,0.12011277629465833,0.1192818010829304,0.11855983488121935,0.11792319261933959,0.11732597481964491,0.11677346868586147,0.1162764467626316,0.1158052596242416,0.11536434365085069,0.11496192036180419,0.11452331282476158,0.11406967729837758,0.11365110069553852,0.11333817931644297,0.11309189333998271,0.11286264157893555,0.11277401501369488,0.11273961575031444,0.1127073674066672,0.11262201154567375,0.11252498330600158,0.11243350728724733,0.11242169854580508,0.11245518416768752,0.11248690831820674,0.11256160552637429,0.1126651888243344,0.11276372822825675,0.11282248131719386,0.11285740514186116,0.11289074254237419,0.11287326415909749,0.11283724182634525,0.11280275345144575,0.11277050769132146,0.11274006398072656,0.11271083880214205,0.11272005082210268,0.11275141601543415,0.11278159845126656,0.11280764683357436,0.1128315637121926,0.11285462690339543,0.11288049573085956,0.1129065831590137,0.11293178684835081,0.11295385252330004,0.1129740647524069,0.11299362532362456,0.11307214129775889,0.11317753468974145,0.11327969473163035,0.11337876796837842,0.11347489222096296,0.11356819722604805,0.11365917160537475,0.11374766670219771,0.11383367571716252,0.11391730196066385,0.11399864309716201,0.1140777915256721,0.11411423849851365,0.11413370255477018,0.11415266137803548,0.1141711343879408,0.11418914002146474,0.11420669579431064,0.11422300954228959,0.11423873763289616,0.11425408694742112,0.11426907100603101,0.1142837026929997,0.1142979942936595,0.11434761233018143,0.11440198012272274,0.11445512873091901,0.11450709870985465,0.11455792883563709,0.1146076562018834,0.11465712137417738,0.11470557604837617,0.11475301266446847,0.11479946297375809,0.11484495742078527,0.11488952520986828,0.11491761421086943,0.11494032193254045,0.11496258044520213,0.11498440294782042,0.11500580212728284,0.11502679018299289,0.11504737885006122,0.1150675794211855,0.11508740276730456,0.1151068593571063,0.11512595927546188,0.11514471224085598,0.11520612899984739,0.11528350067939486,0.1153595081749672,0.11543418725015853,0.11550757242929,0.11557969705062576,0.11565059331687189,0.11572029234311754,0.11578882420236569,0.11585621796879786,0.11592250175889918,0.11598770277056958,0.11601477263058291,0.11603275338558006,0.11605044673127973,0.11606785950408538,0.11608499832528918,0.11610186960946622,0.11611847957248034,0.11613483423911797,0.11615093945037613,0.11616680087041642,0.11618242399320677,0.11619781414886754,0.11620781101812194,0.116216806371916,0.11622567047758903,0.11623440618683123,0.11624301626931355,0.11625150341561508,0.1162598702400266,0.11626811928323533,0.11627625301489686,0.11628427383610096,0.11629218408173392,0.11629998602274494,0.1162999871422079,0.1162999882465432,0.11629998933605501,0.11629999041104,0.11629999147178682,0.11629999251857637,0.11629999355168263,0.11629999457137163,0.1162999955779036,0.11629999657153123,0.11629999755250098,,,,,,,,,,,,,,,,,,,,,,,
-2016-10-14,0.138492813179949,0.13714354915559568,0.1354119632971491,0.13385290877845257,0.1322636676652773,0.13041934029300806,0.1285969144573924,0.1272339127558746,0.12581732389355205,0.12439201819468404,0.12322848760909211,0.12210801973482988,0.12100689670402565,0.12006393701759888,0.11924507629029701,0.11852746874348097,0.11789466771049262,0.11734842785807453,0.11686746494313893,0.11643477533340785,0.11598327525173424,0.11554427640739617,0.11514360219609099,0.11467776749255898,0.1141911029401197,0.11374206271285092,0.11342598995749142,0.11318055904348379,0.11295210303174885,0.11284463091422903,0.11277607007714852,0.11271179812858545,0.11270000457112661,0.11269999938842545,0.11269999450187851,0.11265334292990659,0.11258652335763886,0.11252322430652573,0.11257775042966012,0.11269830703120687,0.11281299494585606,0.11286207878664656,0.11287950421526993,0.1128961378334854,0.11289999303886944,0.11290000013801937,0.11290000693507807,0.11285340241667363,0.11278587369318727,0.11272104997375054,0.11271199162958156,0.11272938060655324,0.11274611365227338,0.11276342653332638,0.11278047809499703,0.112796920919783,0.1128135964678223,0.11282988440825115,0.11284562044152313,0.1128623717614965,0.11287917985520535,0.1128954459940521,0.11299162442700528,0.11311647815995873,0.11323750360568341,0.11335487418025791,0.11346875298159098,0.11357929354557905,0.1136863790179885,0.11379035410560623,0.11389140961843269,0.11398966682405964,0.11408524036584677,0.11417823870913724,0.11422207157928543,0.11425035289317975,0.1142779003176062,0.11430474205289642,0.11433090487282538,0.11435641421369103,0.11438143242918586,0.11440586373399286,0.11442970684907872,0.11445298276300586,0.11447571147748614,0.11449791206470694,0.11453402356778009,0.11457081627768373,0.11460678335907404,0.11464195229424079,0.11467634935914006,0.11470999968886542,0.11474240374430478,0.11477411926387537,0.11480516796234008,0.11483557065085215,0.11486534728347464,0.11489451700085329,0.11492244882529268,0.11494967142910495,0.11497635561652597,0.11500251720456012,0.11502817139668031,0.11505333281229113,0.1150780155145088,0.11510223303637113,0.11512599840558058,0.1151493241678716,0.11517222240909675,0.11519470477610505,0.11526335600509308,0.11534521097253347,0.11542562302868964,0.11550462999274203,0.11558226837365426,0.11565857342642527,0.11573357920546701,0.11580731861528015,0.11587982345858272,0.11595112448204348,0.11602125141975472,0.11609023303457522,0.11611563216996945,0.11613360178311849,0.11615128416486376,0.11616868614738207,0.11618581434787156,0.1162026751769416,0.11621927484661176,0.11623561937794391,0.11625171460832262,0.11626756619840695,0.11628317963876755,0.11629856025622809,0.1163082614934956,0.11631725049828878,0.11632610834754065,0.11633483789093102,0.1163434418961784,0.11635192305196518,0.11636028397073894,0.1163685271913959,0.11637665518185036,0.11638467034149902,0.11639257500358235,0.11640000252914895,0.11640000105114812,0.11639999959312042,0.11639999815466351,0.11639999673538592,0.11639999533490664,0.11639999395285505,0.11639999258886924,0.11639999124259748,0.11639998991369715,0.11639998860183387,0.11639998730668233,,,,,,,,,,,,,,,,,,,,,,,
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-2018-02-14,0.06627992387431014,0.06605762310885432,0.0659500622345437,0.06584230203806629,0.06569932438808324,0.06568483299031302,0.06575794258996215,0.06591018882824051,0.06624139795666006,0.06668946260442321,0.06736373539962726,0.06821331105590778,0.0689266624472673,0.06992384502133908,0.07105887468371064,0.07205301333064495,0.07323588098050493,0.07446584676637147,0.07556753724868903,0.07659320399497194,0.0775568215565754,0.07843358594950356,0.07937467274490007,0.080417038432532,0.0813769038940344,0.08223505696864497,0.08299989863284929,0.08371059273830883,0.08448121306505563,0.08527968938126906,0.08602718331624537,0.08660540197291011,0.08701758111680946,0.08740565725331617,0.08784531173005772,0.0883394799846311,0.0888071430491606,0.08926723114272406,0.08971622581602778,0.09014294218027907,0.09053318385438791,0.09089546915801061,0.091241016069731,0.09156594333342793,0.09187206068825904,0.0921649489221259,0.09245669383404831,0.09274636948437065,0.09302429381015997,0.09331430869945478,0.09361004305604337,0.09389447845236254,0.09415905529371194,0.09440833855023367,0.09464861069501929,0.0948784463939305,0.09509856142306528,0.09531112826815358,0.09552973992362701,0.09575085129956529,0.09596475557834694,0.09617179947704768,0.09637230782429262,0.09656658526068873,0.09675348972170084,0.09693405750703032,0.09710926361969063,0.09727934337336919,0.09744451851045044,0.09760499816647816,0.09778106832915179,0.097960199895893,0.09813445178815283,0.0983040207134036,0.09846909294662254,0.09862984501285066,0.09877747500652556,0.09891925506572874,0.09905746336196053,0.09919223318648007,0.09932369127985541,0.09945195822950015,0.09956720016079523,0.09967365993382171,0.09977762471747109,0.09987918120421879,0.09997841211618441,0.10007539642985086,0.10017020958569245,0.10026292368388079,0.1003536076671332,0.1004423274916828,0.10052914628725707,0.10061412450688123,0.10071711631766789,0.1008326659103127,0.10094584479455349,0.10105672518800835,0.10116537640456769,0.10127186499888285,0.10137625490231073,0.1014786075509011,0.10157898200596116,0.10167743506769922,0.10177402138240121,0.10186879354357159,0.10197702433679345,0.10209080260013903,0.10220250461508829,0.1023121866989245,0.10241990315042715,0.10252570633950109,0.1026296467920722,0.10273177327053795,0.10283213285004211,0.1029307709908267,0.10302773160688883,0.10312305713116876,0.10320597792896513,0.10328323428005781,0.10335921894345068,0.10343396306181107,0.10350749676916515,0.1035798492314044,0.1036510486848552,0.10372112247301946,0.10379009708158682,0.10385799817180996,0.10392485061233714,0.10399067850957788,0.1040296631912192,0.10406378407229977,0.1040973928882889,0.10413050108045363,0.10416311975173342,0.10419525967915222,0.10422693132569139,0.1042581448516453,0.10428891012548847,0.10431923673427801,0.10434913399361423,0.10437861095717982,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-03-15,0.06488127958155676,0.06458601615296167,0.06441189083907828,0.06429817627358725,0.064272174320396,0.0643201372040656,0.06432775362143772,0.06442858380049965,0.0647429163764861,0.06513062936771341,0.06566750618196227,0.06615899385533774,0.06675769259400366,0.06746909991225714,0.06808603667007151,0.06893789189398158,0.06987081879876422,0.07070077068076741,0.07157845530564555,0.07250971352505942,0.07335297783305283,0.07422029866331425,0.0751406369283798,0.07598497299673967,0.07679536289557087,0.07757890202633333,0.07830490957546754,0.07906248823517115,0.07982843863343314,0.08054381619706086,0.08117448309002562,0.08172450161259048,0.08224144056065907,0.08278963301324582,0.083372438486635,0.08392315391019989,0.08442797149926973,0.08489446460299743,0.0853372204829208,0.08583963245511539,0.08636678342427895,0.08686906989472076,0.08726615461103959,0.08757240424660351,0.08786512338252916,0.08816433340364616,0.0884679263893211,0.0887589491477454,0.08906666806190744,0.08938311482208605,0.08968723851597016,0.08996128758143374,0.09021391346692553,0.09045723817761986,0.0906866722400621,0.09090340895653681,0.09111258170458725,0.09133625315450211,0.09156836912128963,0.09179279481673919,0.09200990618986737,0.09222005507787401,0.09242357110865695,0.09261240228584766,0.09279133750262747,0.09296487842543,0.09313326535961886,0.09329672454600968,0.09345546917498182,0.09361948680702636,0.09378276784550166,0.093941536671585,0.09409597777453582,0.09424626572139738,0.09439256581518762,0.09452918370079377,0.09466091047830916,0.09478927489493749,0.09491440406522966,0.09503641877607327,0.09515543387558112,0.09525560173164593,0.09534366266225547,0.09542963373346591,0.09551358846732971,0.09559559697717157,0.09567572616287601,0.09575403989289888,0.09583059917404646,0.09590546230997288,0.09597868504925477,0.09605032072384168,0.09612042037859814,0.09621182916135562,0.09631823985107202,0.09642244366028208,0.09652450853757344,0.09662449967042575,0.09672247962404712,0.09681850847191664,0.09691264391860632,0.0970049414154075,0.09709545426925148,0.09718423374537188,0.09727132916412629,0.09736785043675056,0.09746805587017282,0.09756641454500681,0.09766297704759763,0.09775779213347557,0.09785090680943798,0.09794236641125487,0.09803221467726742,0.09812049381813237,0.0982072445829405,0.0982925063219342,0.09837631704602123,0.09844613850874429,0.09850980283579669,0.0985724096888867,0.09863398519810218,0.09869455463967092,0.09875414247055514,0.09881277236137787,0.09887046722777337,0.09892724926025043,0.09898313995264818,0.09903816012926359,0.09909232997072004,0.09912968099624786,0.09916381861871959,0.09919744004078446,0.09923055688289195,0.09926318041929827,0.0992953215908623,0.09932699101728049,0.09935819900878351,0.09938895557732885,0.0994192704473087,0.09944915306580149,0.09947861261238589,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-03-20,0.06437355242946574,0.06415784387478807,0.06403034318089351,0.06403278673721169,0.06404998387646677,0.0640217904274587,0.0640582457137473,0.06426221115216024,0.0645488480738956,0.06490262876858188,0.06535796797595683,0.0658621926093057,0.06662340271386902,0.06738985044333945,0.06805455062300081,0.06906245390408694,0.07007798654716524,0.07098149205888582,0.07194080680140247,0.07289285457682859,0.07375495971923884,0.07465715234836301,0.07556617972121393,0.07640013027639081,0.07723453217985488,0.07804475964327717,0.0787955136097418,0.07957544274627493,0.08033391092150621,0.08104229531188012,0.08167751104539223,0.08225673105489739,0.08280112935389883,0.08336370366233803,0.08392427409737269,0.08445396806279537,0.08493338310117449,0.08537923416323334,0.08580239043557558,0.08632959905825244,0.08686947546136037,0.08738389290594162,0.087772509453526,0.0880936872535849,0.08840067908749472,0.08870379408572315,0.08899868583731152,0.08928136538525178,0.08958508663958353,0.08988948658678053,0.09018202938476594,0.09044028727650932,0.09068177104206088,0.09091436150784893,0.09113343735396628,0.09134222396449099,0.09154372260183608,0.09176993229105013,0.09200095631027527,0.09222432599746355,0.09244041555619198,0.0926495751894385,0.0928521329933758,0.09303833490323643,0.09321650637500944,0.09338930644739296,0.09355697441155475,0.09371973555314272,0.09387780216216401,0.09404313758586547,0.09420577282204068,0.09436391359128327,0.09451774366139021,0.09466743691652546,0.09481315801286683,0.0949482331186422,0.09507947870399591,0.09520737414972658,0.09533204611065416,0.09545361493670557,0.09557219506041359,0.09566832080110466,0.09575609459468182,0.0958417853184359,0.09592546625642195,0.09600720729496182,0.09608707511730441,0.09616513338505195,0.09624144290739323,0.09631606179909102,0.09638904562808026,0.09646044755347383,0.09653031845468596,0.0966271834005199,0.09673328919062807,0.09683719439126093,0.09693896675829827,0.09703867129430255,0.09713637038696565,0.09723212393928549,0.09732598949204174,0.09741802233909791,0.09750827563601638,0.09759680050243169,0.09768364611859903,0.09777481902012819,0.09786568429611098,0.09795487419528559,0.09804243463007101,0.0981284098504891,0.09821284251872942,0.09829577377973608,0.09837724332806252,0.09845728947122212,0.09853594918974706,0.09861325819415279,0.09868925097899495,0.09874740678368377,0.09880185223257687,0.09885539288814504,0.09890805111871637,0.09895984856132722,0.09901080615136415,0.09906094415077771,0.09911028217494344,0.09915883921824942,0.09920663367847737,0.09925368338004414,0.09930000559616414,0.0993345964336112,0.09936866023031388,0.09940220894051222,0.09943525415963461,0.09946780713765935,0.09949987879188504,0.09953147971913623,0.09956262020743822,0.09959331024718376,0.09962355954181845,0.09965337751806969,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-04-06,0.06377716747324991,0.06328705351475317,0.06284469048336194,0.0624516775110906,0.06220920983734479,0.062337503893867385,0.06228234282071554,0.062408064835924426,0.06258976661068316,0.06280996006770567,0.06319394881975704,0.06365687927476138,0.06430946306396956,0.06486913925706173,0.0655396199596534,0.06647414612247426,0.06729940866194806,0.0681097544302014,0.06914256405462837,0.07007294655719276,0.07095339314819671,0.0719721056987146,0.07290308081554131,0.07379682377257457,0.07478159045093014,0.07569140741165525,0.07658502786888977,0.07753735342467949,0.07842475860633291,0.07922490757817235,0.07985563004232099,0.08044726711923178,0.08104536991920597,0.08178206262590382,0.08247711841813476,0.08312139677751684,0.08370060196832774,0.08424960838230122,0.08479588912207237,0.08536422016925993,0.0859051040679304,0.0864098914869984,0.08685830285544305,0.08728650453999709,0.08770257626566713,0.0881218253130247,0.0885233854034162,0.08891231011691492,0.08929518549294535,0.08966287250744664,0.09001461188064597,0.09034970128537578,0.0906722430612894,0.09095995595893935,0.0911650859881441,0.09136292647314659,0.09158576457329981,0.09187936941154629,0.09216309654423949,0.09244003073402829,0.09271433354294767,0.09297985345235182,0.0932346876838126,0.09347790635791098,0.09371369301895505,0.09394238318455317,0.09416429247614078,0.09437971807221435,0.09459006288602145,0.0947959125839899,0.09499600079077908,0.09519056605090093,0.09537983391961347,0.09556401783515,0.09574551558192623,0.09592423607614253,0.09609834250370808,0.09626801126892115,0.09643340989698923,0.09659469758572992,0.09674590463557542,0.0968813494077696,0.09701354657777839,0.09714261156413007,0.09726865438018772,0.0973917799468984,0.09751208838407321,0.09762967528190125,0.09774463195424521,0.09785704567512665,0.09796699989969038,0.09807457447082268,0.09818372810717446,0.09830017330961893,0.09841417899412486,0.09852582102696172,0.09863517216089002,0.09874230219326097,0.09884727811457505,0.09895016424817316,0.09905102238166386,0.09914991189065692,0.09924688985532137,0.09934201117024921,0.09944419626549039,0.09955873795919823,0.09967115028729223,0.09978149208070408,0.09988982002295743,0.09999618874726113,0.10010065092837972,0.10020325736960944,0.10030405708515966,0.10040309737821973,0.10050042391497427,0.10059608079480986,0.10068371991792535,0.10076143110921865,0.10083784157914089,0.10091298371347346,0.10098688883171669,0.10105958723061659,0.10113110822557259,0.10120148019005404,0.10127073059312841,0.1013388860352109,0.10140597228213255,0.10147201429761621,0.10151984265112635,0.101554140816696,0.10158791638976417,0.10162118122392538,0.10165394681697548,0.10168622432416274,0.10171802457084955,0.10174935806461693,0.10178023500684086,0.10181066530376581,0.10184065857709967,0.1018702241741587,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-05-29,0.06428656304334956,0.06453071037829616,0.06514130771693116,0.06564247285374725,0.06629460591368663,0.06718312835205631,0.06771044173569485,0.0684092603878379,0.0692730194746598,0.07030004623141206,0.07135001006124764,0.07204090659899043,0.07264314497628144,0.07348084252009879,0.07420737622540097,0.07484349656963829,0.07583520503220487,0.0767602960358289,0.07758868329424495,0.07859728073677386,0.07955234317092597,0.08042131557915311,0.0814133590829984,0.0823435273080213,0.0831999886860042,0.08435092625479235,0.08541769954738121,0.08640921443913041,0.0874692264676149,0.08847336273649509,0.08941355539440621,0.09045887203436465,0.09145841929571374,0.09240000660190417,0.09325765582496581,0.09406827613210056,0.09484658796679302,0.09579795931907875,0.09670130657840192,0.09756017623988078,0.09826624172607157,0.09893366044524998,0.09957041416312817,0.10024040525083433,0.1008840253494383,0.10150001426939403,0.10216992015482473,0.10281229560236071,0.10342613707606674,0.10396345926749073,0.10447995646202313,0.1049768162629452,0.10536811540703361,0.10574078113861063,0.1061000142596411,0.10646239169243876,0.10681216667286009,0.10714998536412756,0.10748750557815501,0.10781387292520406,0.10813329304858676,0.10847673357109433,0.10880937264605195,0.10913171193981919,0.10944422252712505,0.10974734718783785,0.11003572574077736,0.11028153539606755,0.11052027222275362,0.110752237152141,0.11097771428272041,0.11119697204086121,0.11140740598662124,0.11160316633213885,0.11179373951546268,0.11197932900845742,0.11216012777861284,0.11233631895826557,0.11250909346477478,0.11269766345833054,0.11288160819112769,0.11306109577219803,0.11323628626145199,0.11340733214571674,0.11357437878138743,0.11373756480638608,0.11389702252388956,0.11405287826005295,0.11420525269776305,0.1143542611882773,0.11450001404243348,0.11468777327233881,0.11487152528794176,0.11505139701710188,0.11522751008322718,0.11539998107950056,0.11556892182627188,0.11573443961280327,0.11589663742446965,0.1160556141564244,0.11621146481466127,0.11636428070533156,0.11651065786407933,0.11662138237230191,0.11673000851109139,0.116836595370162,0.11694119984126994,0.11704387671946748,0.11714467879881085,0.11724365696287431,0.11734086027039203,0.11743633603633818,0.11753012990871792,0.11762228594133939,0.11771194871910207,0.11779473097219917,0.11787610411891736,0.11795610383379951,0.11803476459723616,0.11811211974501656,0.1181882015154323,0.11826304109407393,0.11833666865645065,0.11840911340855675,0.11848040362549894,0.11855056668828934,0.11860996007251035,0.11864444385501693,0.11867839404368574,0.11871182292847182,0.11874474242478228,0.11877716408763828,0.11880909912519666,0.11884055841166918,0.1188715524996673,0.11890209163200405,0.11893218575298015,0.11896184451917913,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-06-01,0.06428012733573185,0.06454371311807305,0.06527883497171905,0.06558981003110165,0.06624859697470309,0.06701820229736377,0.0674499379874891,0.06817016863839598,0.06901001741102042,0.070053769517745,0.07100930320473009,0.07158103455540399,0.07223416859912168,0.07309679197568708,0.07384496024224751,0.07450003535982219,0.0753083244739765,0.07602731411964969,0.07667102813411208,0.07758642523233283,0.07843131408840232,0.07919996969828702,0.0803173268113575,0.0813425870747917,0.08231355990992184,0.08345633487440551,0.08451553566952286,0.08550000642806177,0.08642572306854723,0.08729043751493015,0.08809998699818289,0.0891932951959078,0.09022134296189921,0.09118732070740077,0.09207595020329395,0.09291587586718242,0.09374187100738873,0.0947054978024473,0.09562049262698524,0.096484901389839,0.09719951204071142,0.09788052660219604,0.09853526321934147,0.09925845912156883,0.09994995780930482,0.1006201653403731,0.1013400795306525,0.10203043916507126,0.10268802194769222,0.1032902217548266,0.10386911566169776,0.10442211734381068,0.10487768481805149,0.1053165570297645,0.10573874973021935,0.10613775224047806,0.10652289115173508,0.10689676196968234,0.10727569201595322,0.10764211436742332,0.10800243183576974,0.1083754713978402,0.10873678811037446,0.10908692599639624,0.10942639593079351,0.10975567812706433,0.11007865990325882,0.1104030671669729,0.11071816204340101,0.11102433982662085,0.11132197375082331,0.1116114165079436,0.11186975849261072,0.11207530883956363,0.11227541433729127,0.11247028849870544,0.11266013381739493,0.11284514246943722,0.11302659398440862,0.1132100386090309,0.11338898286074017,0.11356359033926489,0.11373401680970008,0.1139004106659458,0.11406291336163066,0.11422165981115806,0.11437677876325925,0.11452839314922914,0.11467662040782467,0.11482157278862859,0.11496759720863436,0.11515030974728835,0.11532912196663081,0.11550415743425346,0.11567553455266077,0.11584336682634633,0.11600776311247096,0.11616882785629845,0.11632666131246294,0.11648135975305407,0.11663301566342299,0.11678171792654979,0.11692306119080786,0.11704279913639115,0.11716026883108421,0.11727553412228175,0.1173886564834159,0.11749969512327385,0.11760870708933124,0.1177157473654773,0.11782086896448618,0.11792412301555921,0.11802555884724342,0.11812522406600712,0.11822209887852853,0.11831393032494075,0.11840419935221491,0.11849294549818445,0.11858020697781746,0.1186660207380823,0.11875042251010659,0.1188334468587815,0.118915127229958,0.1189954959953694,0.11907458449540598,0.11915242307986396,0.11921325651256454,0.11924769211984176,0.11928159487672652,0.11931497705609617,0.11934785055679953,0.11938022691779904,0.11941211733167334,0.11944353265751895,0.11947448343327816,0.11950497988752429,0.11953503195073223,0.1195646492660587,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-06-06,0.064688513995661,0.06511077852386893,0.06584986385202973,0.06672702405104936,0.06780088312939458,0.06902378132321174,0.06988551638591711,0.07077501317869084,0.07209574775331085,0.0730933549198638,0.07399516403802098,0.07477837545524846,0.07569904255774729,0.07665020088328056,0.07747521837709592,0.07823828877864258,0.07914182519415713,0.07994560427915309,0.08070377840495002,0.08173429738435267,0.08266751841391251,0.08355482245231705,0.08458515978806957,0.08553049632516796,0.0864910132310801,0.0876558397614231,0.08873549629503352,0.08974151905237382,0.09069363652921547,0.09158303002828494,0.09245514755977036,0.0935028802665514,0.09448802934101752,0.09544355037976371,0.0964308295031453,0.09736407679115744,0.09830750287911472,0.09934794893346588,0.10033594987615446,0.1012561483701706,0.10205240072094579,0.10281127153906633,0.10354747351730942,0.10430112957447468,0.10502177069835206,0.10573344357590186,0.10648397104375573,0.10720370456015638,0.10787065997354728,0.10845287280997962,0.10901254197263976,0.10956201043341651,0.11013713648758738,0.11069124332646196,0.11122496190071929,0.11173828796454144,0.11223382738079613,0.1127199657281186,0.11321335746266437,0.1136905107629056,0.11413440867227376,0.11452910626158697,0.11491140700732982,0.11528188590647237,0.11564108293892672,0.11598950569313038,0.11631864233838196,0.11662379436798953,0.11692018123435854,0.11720817523522031,0.11748812787888796,0.11776037131536343,0.11804919265657055,0.11835630071917436,0.11865530024603199,0.11894650817567265,0.11923022514200698,0.11950673650945154,0.11976530699542365,0.11999029317524057,0.12020976768500935,0.12042393060566337,0.12063297244983828,0.1208370747270755,0.1210364104694277,0.12123114472066887,0.12142143499201485,0.12160743168699728,0.12178927849790222,0.12196711277596672,0.12216534725843631,0.12243617878463664,0.12270124924786074,0.12296074052833195,0.12321482693020802,0.1234636755719698,0.12370744675291445,0.12394629429744897,0.12418036587872994,0.12440980332308627,0.12463474289654042,0.12485531557464347,0.12505271974689403,0.12520886471408255,0.12536205654736232,0.12551237823845418,0.1256599096982418,0.1258047278984158,0.12594690700537203,0.1260865185068576,0.12622363133181658,0.1263583119638596,0.12649062454874693,0.12662063099625298,0.12674942162318126,0.12687766645620258,0.1270037332943308,0.12712767715328077,0.1272495512113494,0.12736940688548715,0.12748729390362157,0.12760326037344538,0.12771735284787056,0.1278296163873358,0.12794009461913936,0.12804882979396548,0.12811822270088147,0.12815258355674297,0.1281864127085255,0.12821972240294155,0.12825252451346536,0.12828483055444484,0.1283166516945773,0.12834799876978198,0.12837888229550476,0.12840931247847598,0.12843929922795927,0.12846885216650916,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
-2018-06-07,0.06665406422571518,0.0676482237360494,0.06901840657716596,0.07095231215363662,0.07267528426872083,0.07456379249601297,0.07608461797593691,0.07730867689395748,0.07921751464811622,0.0807702372956387,0.08191903467526318,0.08295598931263992,0.08408645922772529,0.08513618702535042,0.08604677328290422,0.08682514730099467,0.08743630341075947,0.08797984179518692,0.08852210849176334,0.08932813831933206,0.09005791768158078,0.09078395710912668,0.09170024799741894,0.09254085746611351,0.0934076651028557,0.09443185927344033,0.09538104258755142,0.0962256359435516,0.0968584745780563,0.09744945357539225,0.09807523643749105,0.09896152849495721,0.09979475750816169,0.10060399500110773,0.10142694525202489,0.10220474104921351,0.10299595686237795,0.10385315682272811,0.1046670136121961,0.10540752017143196,0.10600861550843987,0.10658139114056331,0.10716704810363953,0.10784917676700023,0.1085013812562905,0.10914948620689868,0.10982887578921297,0.110480347968817,0.11103530750603285,0.11143052512768592,0.11181037644361203,0.1121841630622884,0.11257041573977022,0.11294248954410202,0.11332785865517869,0.11376519211453506,0.11418734339532288,0.11460023611782377,0.11501193073747107,0.11541004674942879,0.11577212750240773,0.11608566947905619,0.11638934169879267,0.1166836029539402,0.11696888403560579,0.11724558983775668,0.11749417461288636,0.11770931768809301,0.11791826436853436,0.11812127854654375,0.11831860933951721,0.1185104921096587,0.11878223425437939,0.1191230235252867,0.11945482477357627,0.1197779889342383,0.12009284890814098,0.1203997207057319,0.12066666999418629,0.12086333156572904,0.12105517053966941,0.12124236215652195,0.12142507326816432,0.1216034628338416,0.12177768238138942,0.12194787643648675,0.12211418292249676,0.12227673353321933,0.12243565408067059,0.12259106481982252,0.12277027557685449,0.1230128795340788,0.12325031694389144,0.12348275110418405,0.12371033850304824,0.12393322917007832,0.12415156700614727,0.1243654900931832,0.12457513098534467,0.12478061698288423,0.12498207038989251,0.12517960875701517,0.1253548988665918,0.12549715371379033,0.12563671641659568,0.12577366268004098,0.12590806539705146,0.1260399947778117,0.12616951847205948,0.12629670168474738,0.12642160728549312,0.12654429591220118,0.12666482606921492,0.12678325422033643,0.12689964922275476,0.12701406809372418,0.12712654240779564,0.12723712131855924,0.12734585233682383,0.12745278139867722,0.1275579529301909,0.12766140990896035,0.1277631939226611,0.12786334522478437,0.12796190278771546,0.1280589043532947,0.12811987396391955,0.128154211295622,0.1281880172865606,0.12822130417509503,0.12825408382660197,0.12828636774757518,0.12831816709909383,0.12834949270968576,0.1283803550876228,0.1284107644326722,0.1284407306473372,0.12847026334760603,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-07-05,0.06423449589813957,0.06510971072709015,0.06573183845755337,0.06677971672291783,0.06812873189240531,0.06926318822198807,0.07031832181014686,0.07201863564018884,0.07381298235039413,0.07536829495459174,0.07678009507100736,0.07817141377537573,0.07950163476017313,0.08064313035501258,0.08166209666976632,0.0827160303602048,0.08364682462149009,0.08450076825564601,0.08549867860764748,0.08639758299012334,0.0872278510070914,0.08807679923987055,0.08885250480688534,0.08963217887561292,0.0905594161085701,0.09141602772110358,0.09220520241351005,0.09291197851858723,0.09357042257367043,0.09422071082341299,0.09503497912893799,0.09579890597408292,0.09652003277252375,0.09720853800405305,0.09785809603783391,0.09850880846079368,0.09921448491421492,0.09988343865912475,0.10050883291208912,0.10106335980157,0.10159109590037296,0.10211680097639042,0.10271324919328872,0.10328288723865442,0.10381110239005542,0.10426528804960244,0.1047003217832041,0.10513671254847456,0.1056027934717021,0.1060504160855078,0.10648836264854311,0.10694176660125665,0.10737823637638444,0.10779088815471893,0.10816411779495616,0.10852413689458773,0.10884575516031347,0.10907496637117053,0.10929645270900923,0.10955322164769798,0.1098855014069493,0.11020715720921159,0.11051869054289809,0.11082057182342697,0.11111324276311385,0.11139968313673743,0.11168174994872127,0.11195558913747128,0.1122215555082795,0.1124799837553001,0.1127311898665393,0.11294630568910669,0.11312391883811301,0.1132967588379048,0.11346501554471655,0.11362886887770629,0.11378848946068443,0.11394772679476373,0.11411205828780924,0.11427230483444895,0.11442861687838235,0.1145811375654271,0.1147300031807299,0.11487534355491658,0.11501728244172882,0.11515593786945333,0.11529142246824176,0.11542384377523152,0.11555330451920032,0.11568500952737293,0.11582999865785482,0.11597185408283606,0.11611067631000127,0.11624656159442126,0.11637960216111409,0.11650988641377169,0.11663749913065002,0.11676252164853018,0.11688503203558898,0.11700510525395647,0.11712281331266494,0.11723105779002974,0.11732301333858852,0.11741320786283871,0.117501691470286,0.11758851238532042,0.11767371703685647,0.11775735014112221,0.1178394547799102,0.11792007247457614,0.11799924325605526,0.11807700573113977,0.11815339714525241,0.11822476153931971,0.11828894172919502,0.118352018952957,0.1184140214007472,0.1184749763101629,0.1185349100061528,0.11859384793892414,0.11865181471997688,0.11870883415637024,0.1187649292833226,0.11882012239524053,0.1188744350752613,0.1189182224638845,0.11895260383181361,0.11898644902268463,0.11901977048195223,0.11905258027285881,0.11908489009099577,0.11911671127820345,0.1191480548358459,0.11917893143749136,0.1192093514410304,0.1192393249002619,0.11926886157597028,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-07-11,0.06431827258847855,0.06478397583010476,0.06550503040179212,0.06645933189802222,0.06757380644531064,0.06859546562038576,0.06971123823325742,0.07133406064739933,0.07261508945901318,0.0738841303065747,0.07511795127198151,0.07644731599559407,0.07765331931651698,0.0786881117981244,0.07964841529841893,0.08060700781854724,0.0814535315276641,0.08228860751372591,0.08323082429923834,0.08407952071954217,0.08490884890409989,0.08577966338656862,0.0865753652982666,0.08741493255514676,0.0883283901274301,0.08917226277896573,0.08995617842245918,0.09068840455182237,0.09137057450886821,0.09207388084431867,0.09286049758155768,0.09359846535025329,0.09432790842682715,0.09506117874766185,0.09575299792746184,0.09644630157204093,0.09714485443061815,0.09780705187781469,0.0984166703384648,0.0989660195863431,0.09948882627654299,0.09999159931452462,0.10047855477237833,0.10094357698499534,0.10146046148383392,0.10204951413893171,0.10261379591972952,0.1031108121862101,0.10354029496748884,0.10395275575153562,0.10436256306546499,0.10477807836743347,0.10517806144523689,0.10556752827670901,0.10594841162959545,0.10631581627874764,0.10662464609626587,0.10686288243288011,0.10709309167094716,0.10738602870882974,0.1077323662932983,0.10806763483033843,0.10839235661358981,0.10870702158712553,0.10901208981175858,0.10931038079111688,0.10960160829048338,0.10988434339100372,0.11015895221210226,0.11042578012659665,0.11068515320967642,0.11090097843995306,0.11109297668621299,0.11127981764075412,0.11146170634330388,0.11163883710679023,0.11181139420975317,0.11198492584504116,0.11215992707845635,0.1123305797980414,0.11249704409374828,0.11265947229263262,0.11281800942374831,0.11295887176591357,0.11308955707161661,0.11321721799826534,0.113341958331455,0.11346387716180129,0.11358306914745397,0.11371798430592839,0.11387416382946092,0.1140269693383904,0.11417650899840526,0.11432288640063804,0.11446620080096537,0.11459299347220364,0.11470893014827155,0.1148225124624549,0.11493381140945091,0.11504289515796895,0.11514982918995553,0.11525359578095795,0.11535438390328423,0.11545324263988621,0.11555022686645011,0.11564538939718338,0.11573878108071822,0.11583045089070687,0.11592044601145446,0.11600881191890022,0.11609559245724,0.11618082991146217,0.1162645650760481,0.1163423583610459,0.11641547377515327,0.11648733324426752,0.11655796885378855,0.11662741160544221,0.11669569146264935,0.11676283739363136,0.11682887741238912,0.11689383861767144,0.11695774723005092,0.11702062862720974,0.11708250737754078,0.1171248273168295,0.11715910871409996,0.1171928554920092,0.11722608005988588,0.11725879444595622,0.11729101031186051,0.11732273896651502,0.11735399137934621,0.11738477819293625,0.1174151097351055,0.11744499603046399,0.11747444681145769,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-07-16,0.06419137247483242,0.06449991691196422,0.0651193286476004,0.06607541040942833,0.06724670180035464,0.06829772416955437,0.06953969242553337,0.0709231654864233,0.07229169486641274,0.07368401944499747,0.0749207405644936,0.0762189874206407,0.0774491901281471,0.0785047687656959,0.0795485151070996,0.08059482688237063,0.08151888528043894,0.08244643420210118,0.08341040120932752,0.08427870547373462,0.0851568185222551,0.08605229967281636,0.08687055824872347,0.08770963091408523,0.08854589129252166,0.08931839459459989,0.09006419518208086,0.0907890569116947,0.09146436146596315,0.09215413255344362,0.09286276079446432,0.0935275173412018,0.09427686398741897,0.09507330384639223,0.09582476377679394,0.09659122488685568,0.09735046782890278,0.09807023551201155,0.09873400714402258,0.09934764923073214,0.0999316756036368,0.10050009741714039,0.1010529422740909,0.10158091689438775,0.10216657107485716,0.10278644960056682,0.1033802770076293,0.10387327206717023,0.1043002850543513,0.1047103729245511,0.10521577478704258,0.10580120284416639,0.10636483204130553,0.10683080091857144,0.1072232498127561,0.10760181445926653,0.10790534385899742,0.1081528696749885,0.1083920573067263,0.1087159793335859,0.10907495637528242,0.10942246417713997,0.10975904373985101,0.11008520256667009,0.11040141721642138,0.1107116715500085,0.11101414104458107,0.11130779314768158,0.11159300786863735,0.11187014368987636,0.11213953906993268,0.11235997665172093,0.11256477555592137,0.11276407554564583,0.11295809515527666,0.11314704149094035,0.11333111096790738,0.11351586393735125,0.11369923484399069,0.11387805055201738,0.1140524787134094,0.11422267885282111,0.11438880285416952,0.11453462804294756,0.11467323417470965,0.11480863354878279,0.11494093617772494,0.11507024709884206,0.11519666665229278,0.11534571074201039,0.11551035673940024,0.11567144699399079,0.11582909545992681,0.11598341127356404,0.11613449900541384,0.11626629747697592,0.11639039463178769,0.11651197256822132,0.11663110722636838,0.11674787152449739,0.11686233550787639,0.11696810336684327,0.11706862673745633,0.11716722575379501,0.11726395514947763,0.11735886760194214,0.11745201382810433,0.11754344267472261,0.11763320120381193,0.11772133477341828,0.11780788711404533,0.11789290040100409,0.11797641532293879,0.11805289332356783,0.11812583449887826,0.11819752270399864,0.11826798994879395,0.11833726716199111,0.11840538423644142,0.11847237007212796,0.11853825261704665,0.11860305890608558,0.11866681509801369,0.11872954651068568,0.11879127765456299,0.11882976972269188,0.11886397562002138,0.11889764807159642,0.11893079945959295,0.11896344178591489,0.11899558668668031,0.11902724544605237,0.11905842900944608,0.11908914799614445,0.11911941271135595,0.11914923315774062,0.1191786190464319,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2018-07-19,0.0641333913398987,0.06436801611584064,0.06484024327381221,0.06575021558164518,0.06694247723973978,0.06814119993435952,0.0694728589156246,0.0707027052057072,0.07206104387181811,0.07338394714728769,0.07462305340878506,0.07594468220203288,0.07713118233688165,0.07814922378963063,0.07916020792791145,0.08011945446888769,0.08096655654013674,0.08193489247538488,0.08295480189203075,0.08387354237217948,0.08481385887271697,0.08573313280360173,0.08657315018633183,0.08748426271577703,0.08837716929692707,0.0892020414619541,0.08999360062420414,0.09074530534240854,0.09144563435977515,0.09218128098722334,0.09291854480361605,0.09361018162062051,0.09439372356285358,0.09518352676645137,0.09592872041188594,0.09662385782540794,0.09727905077387544,0.09790012097108614,0.09854720158118346,0.09919034662313586,0.09980246815952887,0.10038074256255491,0.1009299530476071,0.10145445512737994,0.10198076705751169,0.10249417440897401,0.1029859587804105,0.1034354215769826,0.10385996265859321,0.10426767576641294,0.10463585563974176,0.10497837156290779,0.10530806262492809,0.10567537251174608,0.10604898095948112,0.10640936580795035,0.10667849240571492,0.10690744829129639,0.10712868794668551,0.10745475378205316,0.10779618698587168,0.10812670644169264,0.10844682718291909,0.10875703233892042,0.10905777556768803,0.1093436198023423,0.10962003888304728,0.1098883938580808,0.11014903253346486,0.11040228299788413,0.11064845500036724,0.11083158043754682,0.11100694282866375,0.11117759226719182,0.1113437162264137,0.11150549236666629,0.1116630891690924,0.11183819568342868,0.11201553946966936,0.11218847689651246,0.1123571701702244,0.11252177363218951,0.11268243422987756,0.11282139572329997,0.11295621989678217,0.1130879243936167,0.11321661625312496,0.11334239767320109,0.11346536628097192,0.11361557988175597,0.11377436755938075,0.11392972523913958,0.11408176286993532,0.1142305857511825,0.11437629477600275,0.11450106965138018,0.11462141864497788,0.11473932413737287,0.11485485979735355,0.11496809636182337,0.11507910178021907,0.11518260205241826,0.11528285772151259,0.11538119415169268,0.1154776659313459,0.11557232559812691,0.11566522373436028,0.11575640905716789,0.11584592850365616,0.11593382731147739,0.11602014909505343,0.11610493591773619,0.11618822836014919,0.1162633980300527,0.11633616366726285,0.11640767934591034,0.11647797699901608,0.11654708748105613,0.1166150406131139,0.11668186522578505,0.11674758919996187,0.11681223950561859,0.11687584223871061,0.11693842265629661,0.11700000520997866,0.11703468075041701,0.11706881127050672,0.11710240951974882,0.11713548785306194,0.11716805824592891,0.11720013230885229,0.11723172130115378,0.11726283614415167,0.11729348743375057,0.11732368545247152,0.11735344018095284,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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-2019-08-16,0.05829161440758868,0.05716003479375242,0.05588611388207587,0.05473461039702676,0.053974097662064624,0.05346286668063427,0.05314712538416111,0.0529440229020417,0.052763552049116536,0.052819186349614355,0.05293829039272713,0.05303173668747818,0.05314659630303442,0.053349820361634936,0.0536335650980857,0.053881904441024586,0.054187297026126346,0.054548436004592915,0.0548716652210155,0.0553030926775977,0.055793944163795794,0.05624037090419032,0.05677636116825169,0.05734358294869657,0.057865695877263645,0.05832937319638054,0.05874268199508581,0.05912661326256785,0.05954984317573331,0.06000272897705905,0.06042657158550013,0.060828657441481804,0.06120984507777072,0.061568735034419175,0.06192476741575259,0.06227162689457466,0.06259984148683362,0.06292926611770722,0.06325818698952324,0.06357075609447205,0.06388152435827554,0.06418736366069089,0.06447905976111845,0.06478636512064528,0.0651012169705325,0.0654024667255062,0.06564936160912871,0.06586564467030076,0.06607314109691087,0.0662725356903684,0.06646424257794514,0.06664860862790878,0.06677168871599215,0.06686888121182633,0.0669625478130349,0.06718184222908286,0.06742330536562524,0.06765649402759433,0.06785690196509231,0.06804489760947474,0.06822676094880231,0.0684027872135653,0.06857325298250139,0.06873841763263133,0.06888051804942963,0.06900741608229244,0.06913054051169776,0.06925005719586963,0.06936612241364015,0.06947888354619414,0.06961171744716421,0.06974626982278864,0.06987715206878642,0.07000451232672322,0.0701284908712545,0.07024922062548722,0.07036826339530688,0.07048532965278453,0.07059944452896749,0.07071071824562569,0.07081925560361135,0.07092515631207341,0.0710497365832039,0.0711779181700154,0.07130309852286598,0.07142538182722213,0.07154486750146138,0.07166165046643935,0.0717816523247159,0.07190188386513041,0.0720194860001826,0.07213454405192987,0.07224713969045249,0.07235735112717356,0.07246525329602904,0.07257091802336646,0.07267441418738607,0.07277580786786175,0.07287516248683268,0.07297253894088929,0.07306686310578936,0.0731588971823054,0.07324915185446668,0.07333767823288295,0.07342452548930911,0.0735097409477179,0.07359337017028711,0.07367545703862866,0.07375604383056555,0.07383517129273676,0.07391287870929397,0.07398920396693343,0.07403950814363047,0.07408485544886845,0.07412941597028277,0.07417321000798949,0.0742162571696996,0.07425857639999012,0.07430018600810273,0.07434110369435709,0.07438134657525475,0.0744209312073536,0.07445987360997908,0.07449818928683927,0.07452753601186313,0.07455600314356614,0.07458402271043196,0.07461160518515442,0.07463876071621822,0.07466549914034881,0.07469182999439283,0.0747177625266584,0.07474330570774579,0.07476846824089356,0.07479325857186603,0.07481768489840346,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
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diff --git a/sample_data/pit_er.csv b/sample_data/pit_er.csv
deleted file mode 100644
index a06714b..0000000
--- a/sample_data/pit_er.csv
+++ /dev/null
@@ -1,3116 +0,0 @@
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diff --git a/sample_data/pit_tp.csv b/sample_data/pit_tp.csv
deleted file mode 100644
index 767f783..0000000
--- a/sample_data/pit_tp.csv
+++ /dev/null
@@ -1,3116 +0,0 @@
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diff --git a/sample_data/us monthly maturities.csv b/sample_data/us_data.xlsx
similarity index 62%
rename from sample_data/us monthly maturities.csv
rename to sample_data/us_data.xlsx
index b000740..58130ef 100644
Binary files a/sample_data/us monthly maturities.csv and b/sample_data/us_data.xlsx differ
diff --git a/setup.py b/setup.py
index c070439..e344b95 100644
--- a/setup.py
+++ b/setup.py
@@ -7,7 +7,7 @@
 with codecs.open(os.path.join(here, "README.md"), encoding="utf-8") as fh:
     long_description = "\n" + fh.read()
 
-VERSION = '0.4'
+VERSION = '1.0'
 DESCRIPTION = 'ACM Term Premium'
 
 # Setting up
@@ -26,6 +26,7 @@
         'numpy',
         'pandas',
         'scikit-learn',
+        'statsmodels',
         'tqdm',
     ],
     keywords=[