{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "0fa9d30a-65c5-4527-8718-b1ed6b429262",
   "metadata": {},
   "outputs": [],
   "source": [
    "using LinearAlgebra, Plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "147685be-f206-4fd9-95e2-7645b1ca02ba",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "myNN2 (generic function with 1 method)"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "include(\"../11-09/TestFunctions/TestFunctions.jl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a7169f05-690d-4fe3-bef6-f65cdefde252",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "11-element Vector{Any}:\n",
       " #3 (generic function with 1 method)\n",
       " #4 (generic function with 1 method)\n",
       " #5 (generic function with 1 method)\n",
       " #6 (generic function with 1 method)\n",
       " #7 (generic function with 1 method)\n",
       " rosenbrock (generic function with 1 method)\n",
       " sixhumpcamel (generic function with 1 method)\n",
       " ackley (generic function with 1 method)\n",
       " lasso (generic function with 1 method)\n",
       " myNN (generic function with 1 method)\n",
       " myNN2 (generic function with 1 method)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "TF = TestFunctions()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "dcc8ccca-c3c1-43ff-a04a-f583d28c2dde",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "displayTF (generic function with 1 method)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "function displayTF(tf, xyrange; levels=nothing)\n",
    "    f(x, y) = tf([x, y])[1]\n",
    "    xrange = LinRange(xyrange[1][1], xyrange[2][1], 1000)\n",
    "    yrange = LinRange(xyrange[1][2], xyrange[2][2], 1000)\n",
    "\n",
    "    if isnothing(levels)\n",
    "        plt = contour(xrange, yrange, f)\n",
    "    else\n",
    "        plt = contour(xrange, yrange, f, levels=levels)\n",
    "    end\n",
    "    return plt\n",
    "end"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "8e4e81c2-82d4-48bb-b366-3f5ddd932ead",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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1941.77,663.84 1941.75,663.852 1939.9,665.281 1939.79,665.365 1938.03,666.721 1937.82,666.877 1936.15,668.162 1935.86,668.389 1934.28,669.602 1933.89,669.901 1932.41,671.043 1931.93,671.413 1930.54,672.484 1929.96,672.925 1928.66,673.924 1928,674.436 1926.79,675.365 1926.03,675.948 1924.91,676.806 1924.06,677.459 1923.04,678.246 1922.1,678.969 1921.17,679.687 1920.13,680.48 1919.29,681.128 1918.17,681.991 1917.42,682.568 1916.2,683.501 1915.54,684.009 1914.24,685.011 1913.67,685.45 1912.27,686.521 1911.79,686.89 1910.31,688.031 1909.92,688.331 1908.34,689.541 1908.04,689.772 1906.38,691.05 1906.16,691.212 1904.41,692.559 1904.29,692.653 1902.44,694.069 1902.41,694.093 1900.53,695.534 1900.48,695.577 1898.66,696.975 1898.51,697.086 1896.78,698.415 1896.55,698.594 1894.9,699.856 1894.58,700.102 1893.03,701.297 1892.62,701.61 1891.15,702.737 1890.65,703.118 1889.27,704.178 1888.69,704.626 1887.39,705.619 1886.72,706.133 1885.51,707.059 1884.75,707.641 1883.63,708.5 1882.79,709.148 1881.75,709.941 1880.82,710.655 1879.88,711.381 1878.86,712.161 1878,712.822 1876.89,713.668 1876.12,714.262 1874.93,715.174 1874.24,715.703 1872.96,716.681 1872.36,717.144 1871,718.187 1870.48,718.584 1869.03,719.693 1868.6,720.025 1867.06,721.198 1866.72,721.466 1865.1,722.704 1864.83,722.906 1863.13,724.209 1862.95,724.347 1861.17,725.714 1861.07,725.788 1859.2,727.219 1859.19,727.228 1857.31,728.669 1857.24,728.724 1855.43,730.11 1855.27,730.228 1853.54,731.55 1853.31,731.733 1851.66,732.991 1851.34,733.237 1849.78,734.431 1849.37,734.741 1847.9,735.872 1847.41,736.244 1846.01,737.313 1845.44,737.748 1844.13,738.753 1843.48,739.251 1842.25,740.194 1841.51,740.754 1840.36,741.635 1839.55,742.257 1838.48,743.075 1837.58,743.76 1836.59,744.516 1835.62,745.263 1834.71,745.957 1833.65,746.765 1832.82,747.397 1831.69,748.268 1830.94,748.838 1829.72,749.77 1829.05,750.279 1827.75,751.272 1827.17,751.719 1825.79,752.774 1825.28,753.16 1823.82,754.275 1823.4,754.601 1821.86,755.777 1821.51,756.041 1819.89,757.278 1819.62,757.482 1817.93,758.779 1817.74,758.922 1815.96,760.28 1815.85,760.363 1814,761.781 1813.96,761.804 1812.08,763.244 1812.03,763.281 1810.19,764.685 1810.06,764.781 1808.3,766.126 1808.1,766.281 1806.41,767.566 1806.13,767.781 1804.53,769.007 1804.17,769.281 1802.64,770.448 1802.2,770.78 1800.75,771.888 1800.24,772.279 1798.86,773.329 1798.27,773.779 1796.97,774.77 1796.31,775.278 1795.08,776.21 1794.34,776.776 1793.19,777.651 1792.37,778.275 1791.3,779.091 1790.41,779.773 1789.41,780.532 1788.44,781.272 1787.52,781.973 1786.48,782.77 1785.63,783.413 1784.51,784.268 1783.74,784.854 1782.55,785.765 1781.85,786.295 1780.58,787.263 1779.96,787.735 1778.62,788.76 1778.07,789.176 1776.65,790.257 1776.18,790.617 1774.68,791.754 1774.29,792.057 1772.72,793.251 1772.4,793.498 1770.75,794.748 1770.5,794.939 1768.79,796.244 1768.61,796.379 1766.82,797.741 1766.72,797.82 1764.86,799.237 1764.83,799.26 1762.93,800.701 1762.89,800.733 1761.04,802.142 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1940.39,884.259 1939.79,884.71 1938.48,885.699 1937.82,886.191 1936.56,887.14 1935.86,887.672 1934.65,888.58 1933.89,889.153 1932.74,890.021 1931.93,890.633 1930.83,891.462 1929.96,892.114 1928.91,892.902 1928,893.594 1927,894.343 1926.03,895.074 1925.09,895.784 1924.06,896.555 1923.18,897.224 1922.1,898.035 1921.26,898.665 1920.13,899.514 1919.35,900.106 1918.17,900.994 1917.43,901.546 1916.2,902.474 1915.52,902.987 1914.24,903.953 1913.61,904.428 1912.27,905.433 1911.69,905.868 1910.31,906.912 1909.78,907.309 1908.34,908.391 1907.86,908.749 1906.38,909.87 1905.95,910.19 1904.41,911.349 1904.03,911.631 1902.44,912.828 1902.12,913.071 1900.48,914.306 1900.2,914.512 1898.51,915.785 1898.29,915.953 1896.55,917.263 1896.37,917.393 1894.58,918.741 1894.46,918.834 1892.62,920.22 1892.54,920.275 1890.65,921.698 1890.63,921.715 1888.71,923.156 1888.69,923.175 1886.8,924.597 1886.72,924.653 1884.88,926.037 1884.75,926.131 1882.96,927.478 1882.79,927.608 1881.05,928.918 1880.82,929.086 1879.13,930.359 1878.86,930.563 1877.21,931.8 1876.89,932.04 1875.29,933.24 1874.93,933.517 1873.38,934.681 1872.96,934.994 1871.46,936.122 1871,936.471 1869.54,937.562 1869.03,937.947 1867.62,939.003 1867.06,939.424 1865.71,940.444 1865.1,940.9 1863.79,941.884 1863.13,942.376 1861.87,943.325 1861.17,943.853 1859.95,944.766 1859.2,945.329 1858.03,946.206 1857.24,946.805 1856.12,947.647 1855.27,948.28 1854.2,949.088 1853.31,949.756 1852.28,950.528 1851.34,951.232 1850.36,951.969 1849.37,952.707 1848.44,953.409 1847.41,954.182 1846.52,954.85 1845.44,955.658 1844.6,956.291 1843.48,957.133 1842.68,957.731 1841.51,958.608 1840.76,959.172 1839.55,960.082 1838.84,960.613 1837.58,961.557 1836.92,962.053 1835.62,963.032 1835,963.494 1833.65,964.506 1833.08,964.935 1831.69,965.981 1831.16,966.375 1829.72,967.455 1829.24,967.816 1827.75,968.929 1827.32,969.257 1825.79,970.403 1825.4,970.697 1823.82,971.877 1823.47,972.138 1821.86,973.351 1821.55,973.578 1819.89,974.824 1819.63,975.019 1817.93,976.298 1817.71,976.46 1815.96,977.771 1815.79,977.9 1814,979.244 1813.87,979.341 1812.03,980.718 1811.94,980.782 1810.06,982.191 1810.02,982.222 1808.1,983.663 1808.1,983.664 1806.18,985.104 1806.13,985.136 1804.25,986.544 1804.17,986.609 1802.33,987.985 1802.2,988.081 1800.41,989.426 1800.24,989.554 1798.48,990.866 1798.27,991.026 1796.56,992.307 1796.31,992.498 1794.64,993.747 1794.34,993.97 1792.71,995.188 1792.37,995.442 1790.79,996.629 1790.41,996.914 1788.87,998.069 1788.44,998.386 1786.94,999.51 1786.48,999.857 1785.02,1000.95 1784.51,1001.33 1783.09,1002.39 1782.55,1002.8 1781.17,1003.83 1780.58,1004.27 1779.24,1005.27 1778.62,1005.74 1777.32,1006.71 1776.65,1007.21 1775.39,1008.15 1774.68,1008.68 1773.47,1009.59 1772.72,1010.15 1771.54,1011.04 1770.75,1011.63 1769.62,1012.48 1768.79,1013.1 1767.69,1013.92 1766.82,1014.57 1765.76,1015.36 1764.86,1016.04 1763.84,1016.8 1762.89,1017.51 1761.91,1018.24 1760.93,1018.98 1759.99,1019.68 1758.96,1020.45 1758.06,1021.12 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       "</svg>\n"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plt = displayTF(TF[5], ([-6,-6],[1,1]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "54831b3c-4330-4e69-ae7d-7512aebe25a5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "SDG (generic function with 1 method)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "include(\"../11-09/SDG.jl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f77636d1-fb34-4134-948e-6bf0a0076bc3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "SDG(TF[5], plt=plt, Plotf=1, plotatend=true, printing=false) # 758 steps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "7def2ed6-a333-47ed-bc23-efd51658fbfc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "NCG (generic function with 1 method)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "include(\"NCG.jl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "2de7c9c8-af1c-4ebe-997d-75e21ce7137a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "NCG method (Fletcher-Reeves)\n",
      "feval\trel gap\t\t|| g(x) ||\tbeta\tls feval\ta*\n",
      "\n",
      "   1\t1.0000e+00\t1.1180e+01\t\t 1  2\t4.59e-02\n",
      "   4\t8.9818e-01\t3.0464e+01\t7.4244\t 1  2\t5.45e-02\n",
      "   7\t4.5424e-15\t0.0000e+00"
     ]
    },
    {
     "data": {
      "image/png": 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "([-3.7624999999999966; -3.7374999999999967;;], \"optimal\")"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "NCG(TF[5], plt=plt, Plotf=1, plotatend=true, printing=true)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fa416068-3e05-4c87-9ce5-2398a957b192",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "([1.000074969514584, 1.0001548706613335], \"stopped\")"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plt = displayTF(TF[6], ([-1.2,-0.2],[1.2,1.1]))\n",
    "NCG(TF[6], wf=0, plt=plt, Plotf=1, plotatend=true, printing=false) # 1000+ steps?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9449b933-c5e5-4ab9-89ae-9cd8f3da7666",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "NCG method (Polak-Ribiere)\n",
      "feval\trel gap\t\t|| g(x) ||\tbeta\tls feval\ta*\n",
      "\n",
      "   1\t4.0000e+00\t4.0000e+00\t\t 1  4\t1.60e-03\n",
      "   6\t3.9907e+00\t2.7724e+00\t0.7513\t 1  2\t3.60e-01\n",
      "   9\t1.7043e+00\t4.2555e+00\t3.5371\t 1  3\t8.00e-03\n",
      "  13\t1.5319e+00\t6.2716e+00\t0.7733\t 1  3\t1.07e-02\n",
      "  17\t1.1779e+00\t2.4203e+00\t0.1025\t 1  3\t1.59e-02\n",
      "  21\t1.0783e+00\t3.2428e+00\t1.6641\t 1  3\t8.00e-03\n",
      "  25\t9.6184e-01\t3.2615e+00\t0.0207\t 1  3\t9.35e-03\n",
      "  29\t9.1920e-01\t2.9642e+00\t1.0094\t 1  2\t4.00e-02\n",
      "  32\t6.2730e-01\t1.5195e+00\t0.2080\t 1  2\t4.00e-02\n",
      "  35\t5.0371e-01\t1.2806e+00\t0.0000\t 1  2\t4.00e-02\n",
      "  38\t4.7906e-01\t4.4543e+00\t12.4931\t 1  4\t2.31e-03\n",
      "  43\t4.5966e-01\t5.7515e+00\t0.3845\t 1  3\t8.00e-03\n",
      "  47\t4.1649e-01\t6.5581e+00\t2.3715\t 1 30\t4.85e-02\n",
      "  77\t2.5415e-03\t2.7357e-01\t0.0432\t 1  3\t8.00e-03\n",
      "  81\t2.4607e-03\t7.0097e-01\t9.0575\t 1 23\t8.39e-17\n"
     ]
    },
    {
     "data": {
      "image/png": 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "([0.9525018289953155, 0.9086900305268856], \"error\")"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "NCG(TF[6], wf=1, plt=plt, Plotf=1, plotatend=true, printing=true) #"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f1b10695-3062-4521-8981-ab6b0ca12dca",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "NCG method (Hestenes-Stiefel)\n",
      "feval\trel gap\t\t|| g(x) ||\tbeta\tls feval\ta*\n",
      "\n",
      "   1\t4.0000e+00\t4.0000e+00\t\t 1  4\t1.60e-03\n",
      "   6\t3.9907e+00\t2.7724e+00\t0.5912\t 1  1\t2.00e-01\n",
      "   8\t3.3119e+00\t2.2261e+01\t69.3311\t 1  5\t6.15e-04\n",
      "  14\t3.1829e+00\t2.3693e+01\t0.1682\t 1  4\t5.77e-03\n",
      "  19\t3.0280e+00\t2.4047e+01\t1.3300\t 1  3\t8.00e-03\n",
      "  23\t1.5360e+00\t1.0238e+01\t0.8628\t 1 23\t8.39e-17\n"
     ]
    },
    {
     "data": {
      "image/png": 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "([-0.15720081072321634, -0.01965897771359776], \"error\")"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "NCG(TF[6], wf=2, plt=plt, Plotf=1, plotatend=true, printing=true)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "a8b107f6-b342-4dcc-a5fc-2f08a8479119",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "([182.96680429362223, 36.32507124244273], \"stopped\")"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "NCG(TF[6], wf=3, plt=plt, Plotf=1, plotatend=true, printing=false) # not shure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "d8e22a55-e6af-48d7-a3b8-9840a3445618",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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1973.62,1300.41 1971.76,1300.47 1969.91,1300.53 1968.05,1300.59 1966.2,1300.64 1964.34,1300.69 1962.48,1300.73 1960.63,1300.77 1958.77,1300.81 1956.92,1300.84 1955.06,1300.87 1953.2,1300.9 1951.35,1300.92 1949.49,1300.95 1947.64,1300.96 1945.78,1300.98 1943.93,1300.99 1942.07,1301 1940.21,1301.01 1938.36,1301.01 1936.5,1301.01 1934.65,1301.01 1932.79,1301.01 1930.93,1301 1929.08,1300.99 1927.22,1300.98 1925.37,1300.96 1923.51,1300.95 1921.65,1300.93 1919.8,1300.91 1917.94,1300.89 1916.09,1300.86 1914.23,1300.83 1912.38,1300.8 1910.52,1300.77 1908.66,1300.74 1906.81,1300.7 1904.95,1300.67 1903.1,1300.63 1901.24,1300.59 1899.38,1300.55 1897.53,1300.5 1895.67,1300.46 1893.82,1300.41 1891.96,1300.36 1890.1,1300.31 1889.3,1300.29 1888.25,1300.26 1886.39,1300.21 1884.54,1300.16 1882.68,1300.1 1880.83,1300.04 1878.97,1299.99 1877.11,1299.93 1875.26,1299.87 1873.4,1299.8 1871.55,1299.74 1869.69,1299.68 1867.83,1299.61 1865.98,1299.55 1864.12,1299.48 1862.27,1299.42 1860.41,1299.35 1858.55,1299.28 1856.7,1299.21 1854.84,1299.14 1852.99,1299.07 1851.13,1299 1849.48,1298.93 1849.27,1298.93 1847.42,1298.85 1845.56,1298.78 1843.71,1298.7 1841.85,1298.63 1840,1298.55 1838.14,1298.48 1836.28,1298.4 1834.43,1298.32 1832.57,1298.25 1830.72,1298.17 1828.86,1298.09 1827,1298.01 1825.15,1297.94 1823.29,1297.86 1821.44,1297.78 1819.58,1297.7 1817.72,1297.62 1816.62,1297.57 1815.87,1297.54 1814.01,1297.46 1812.16,1297.38 1810.3,1297.3 1808.45,1297.22 1806.59,1297.14 1804.73,1297.06 1802.88,1296.98 1801.02,1296.9 1799.17,1296.82 1797.31,1296.75 1795.45,1296.67 1793.6,1296.59 1791.74,1296.51 1789.89,1296.43 1788.03,1296.35 1786.17,1296.27 1784.77,1296.21 1784.32,1296.2 1782.46,1296.12 1780.61,1296.04 1778.75,1295.96 1776.9,1295.89 1775.04,1295.81 1773.18,1295.73 1771.33,1295.66 1769.47,1295.58 1767.62,1295.51 1765.76,1295.43 1763.9,1295.36 1762.05,1295.28 1760.19,1295.21 1758.34,1295.14 1756.48,1295.07 1754.62,1294.99 1752.77,1294.92 1750.98,1294.86 1750.91,1294.85 1749.06,1294.78 1747.2,1294.71 1745.35,1294.64 1743.49,1294.58 1741.63,1294.51 1739.78,1294.44 1737.92,1294.37 1736.07,1294.31 1734.21,1294.24 1732.35,1294.18 1730.5,1294.12 1728.64,1294.05 1726.79,1293.99 1724.93,1293.93 1723.07,1293.87 1721.22,1293.81 1719.36,1293.75 1717.51,1293.69 1715.65,1293.63 1713.79,1293.58 1711.94,1293.52 1711.12,1293.5 1710.08,1293.47 1708.23,1293.41 1706.37,1293.36 1704.52,1293.3 1702.66,1293.25 1700.8,1293.2 1698.95,1293.15 1697.09,1293.1 1695.24,1293.05 1693.38,1293 1691.52,1292.96 1689.67,1292.91 1687.81,1292.87 1685.96,1292.82 1684.1,1292.78 1682.24,1292.73 1680.39,1292.69 1678.53,1292.65 1676.68,1292.61 1674.82,1292.57 1672.97,1292.54 1671.11,1292.5 1669.25,1292.46 1667.4,1292.43 1665.54,1292.39 1663.69,1292.36 1661.83,1292.33 1659.97,1292.3 1658.12,1292.27 1656.26,1292.24 1654.41,1292.21 1652.55,1292.18 1650.69,1292.15 1649.52,1292.14 1648.84,1292.13 1646.98,1292.1 1645.13,1292.08 1643.27,1292.06 1641.42,1292.03 1639.56,1292.01 1637.7,1291.99 1635.85,1291.97 1633.99,1291.95 1632.14,1291.94 1630.28,1291.92 1628.42,1291.9 1626.57,1291.89 1624.71,1291.88 1622.86,1291.86 1621,1291.85 1619.14,1291.84 1617.29,1291.83 1615.43,1291.82 1613.58,1291.81 1611.72,1291.8 1609.86,1291.8 1608.01,1291.79 1606.15,1291.79 1604.3,1291.78 1602.44,1291.78 1600.59,1291.78 1598.73,1291.78 1596.87,1291.78 1595.02,1291.78 1593.16,1291.78 1591.31,1291.78 1589.45,1291.78 1587.59,1291.79 1585.74,1291.79 1583.88,1291.8 1582.03,1291.8 1580.17,1291.81 1578.31,1291.82 1576.46,1291.83 1574.6,1291.84 1572.75,1291.85 1570.89,1291.86 1569.04,1291.87 1567.18,1291.88 1565.32,1291.9 1563.47,1291.91 1561.61,1291.93 1559.76,1291.94 1557.9,1291.96 1556.04,1291.98 1554.19,1292 1552.33,1292.01 1550.48,1292.03 1548.62,1292.05 1546.76,1292.08 1544.91,1292.1 1543.05,1292.12 1541.57,1292.14 1541.2,1292.14 1539.34,1292.17 1537.49,1292.19 1535.63,1292.21 1533.77,1292.24 1531.92,1292.27 1530.06,1292.29 1528.21,1292.32 1526.35,1292.35 1524.49,1292.38 1522.64,1292.4 1520.78,1292.43 1518.93,1292.46 1517.07,1292.49 1515.21,1292.53 1513.36,1292.56 1511.5,1292.59 1509.65,1292.62 1507.79,1292.66 1505.93,1292.69 1504.08,1292.72 1502.22,1292.76 1500.37,1292.79 1498.51,1292.83 1496.66,1292.87 1494.8,1292.9 1492.94,1292.94 1491.09,1292.98 1489.23,1293.02 1487.38,1293.05 1485.52,1293.09 1483.66,1293.13 1481.81,1293.17 1479.95,1293.21 1478.1,1293.25 1476.24,1293.29 1474.38,1293.33 1472.53,1293.37 1470.67,1293.41 1468.82,1293.46 1467.06,1293.5 1466.96,1293.5 1465.11,1293.54 1463.25,1293.58 1461.39,1293.63 1459.54,1293.67 1457.68,1293.71 1455.83,1293.75 1453.97,1293.8 1452.11,1293.84 1450.26,1293.89 1448.4,1293.93 1446.55,1293.97 1444.69,1294.02 1442.83,1294.06 1440.98,1294.11 1439.12,1294.15 1437.27,1294.2 1435.41,1294.24 1433.56,1294.29 1431.7,1294.33 1429.84,1294.38 1427.99,1294.43 1426.13,1294.47 1424.28,1294.52 1422.42,1294.56 1420.56,1294.61 1418.71,1294.66 1416.85,1294.7 1415,1294.75 1413.14,1294.79 1411.28,1294.84 1410.6,1294.86 1409.43,1294.88 1407.57,1294.93 1405.72,1294.98 1403.86,1295.02 1402.01,1295.07 1400.15,1295.11 1398.29,1295.16 1396.44,1295.2 1394.58,1295.25 1392.73,1295.29 1390.87,1295.34 1389.01,1295.38 1387.16,1295.43 1385.3,1295.47 1383.45,1295.51 1381.59,1295.56 1379.73,1295.6 1377.88,1295.65 1376.02,1295.69 1374.17,1295.73 1372.31,1295.78 1370.45,1295.82 1368.6,1295.86 1366.74,1295.9 1364.89,1295.95 1363.03,1295.99 1361.18,1296.03 1359.32,1296.07 1357.46,1296.11 1355.61,1296.15 1353.75,1296.19 1352.73,1296.21 1351.9,1296.23 1350.04,1296.27 1348.18,1296.31 1346.33,1296.35 1344.47,1296.39 1342.62,1296.43 1340.76,1296.46 1338.9,1296.5 1337.05,1296.54 1335.19,1296.58 1333.34,1296.61 1331.48,1296.65 1329.63,1296.68 1327.77,1296.72 1325.91,1296.75 1324.06,1296.79 1322.2,1296.82 1320.35,1296.85 1318.49,1296.89 1316.63,1296.92 1314.78,1296.95 1312.92,1296.98 1311.07,1297.01 1309.21,1297.04 1307.35,1297.07 1305.5,1297.1 1303.64,1297.13 1301.79,1297.16 1299.93,1297.19 1298.08,1297.21 1296.22,1297.24 1294.36,1297.27 1292.51,1297.29 1290.65,1297.32 1288.8,1297.34 1286.94,1297.36 1285.08,1297.39 1283.23,1297.41 1281.37,1297.43 1279.52,1297.45 1277.66,1297.47 1275.8,1297.49 1273.95,1297.51 1272.09,1297.53 1270.24,1297.55 1268.38,1297.57 1267.57,1297.57 1266.52,1297.58 1264.67,1297.6 1262.81,1297.61 1260.96,1297.63 1259.1,1297.64 1257.25,1297.66 1255.39,1297.67 1253.53,1297.68 1251.68,1297.69 1249.82,1297.7 1247.97,1297.71 1246.11,1297.72 1244.25,1297.73 1242.4,1297.74 1240.54,1297.74 1238.69,1297.75 1236.83,1297.75 1234.97,1297.76 1233.12,1297.76 1231.26,1297.77 1229.41,1297.77 1227.55,1297.77 1225.7,1297.77 1223.84,1297.77 1221.98,1297.77 1220.13,1297.77 1218.27,1297.77 1216.42,1297.76 1214.56,1297.76 1212.7,1297.75 1210.85,1297.75 1208.99,1297.74 1207.14,1297.73 1205.28,1297.73 1203.42,1297.72 1201.57,1297.71 1199.71,1297.7 1197.86,1297.69 1196,1297.67 1194.15,1297.66 1192.29,1297.65 1190.43,1297.63 1188.58,1297.62 1186.72,1297.6 1184.87,1297.58 1183.88,1297.57 1183.01,1297.57 1181.15,1297.55 1179.3,1297.53 1177.44,1297.51 1175.59,1297.48 1173.73,1297.46 1171.87,1297.44 1170.02,1297.41 1168.16,1297.39 1166.31,1297.36 1164.45,1297.34 1162.6,1297.31 1160.74,1297.28 1158.88,1297.25 1157.03,1297.22 1155.17,1297.19 1153.32,1297.16 1151.46,1297.12 1149.6,1297.09 1147.75,1297.05 1145.89,1297.02 1144.04,1296.98 1142.18,1296.94 1140.32,1296.9 1138.47,1296.87 1136.61,1296.83 1134.76,1296.78 1132.9,1296.74 1131.04,1296.7 1129.19,1296.66 1127.33,1296.61 1125.48,1296.57 1123.62,1296.52 1121.77,1296.47 1119.91,1296.42 1118.05,1296.37 1116.2,1296.32 1114.34,1296.27 1112.49,1296.22 1112.26,1296.21 1110.63,1296.17 1108.77,1296.11 1106.92,1296.06 1105.06,1296 1103.21,1295.95 1101.35,1295.89 1099.49,1295.83 1097.64,1295.77 1095.78,1295.71 1093.93,1295.65 1092.07,1295.59 1090.22,1295.52 1088.36,1295.46 1086.5,1295.4 1084.65,1295.33 1082.79,1295.26 1080.94,1295.2 1079.08,1295.13 1077.22,1295.06 1075.37,1294.99 1073.51,1294.92 1071.86,1294.86 1071.66,1294.85 1069.8,1294.77 1067.94,1294.7 1066.09,1294.63 1064.23,1294.55 1062.38,1294.47 1060.52,1294.4 1058.67,1294.32 1056.81,1294.24 1054.95,1294.16 1053.1,1294.08 1051.24,1294 1049.39,1293.92 1047.53,1293.83 1045.67,1293.75 1043.82,1293.66 1041.96,1293.58 1040.19,1293.5 1040.11,1293.49 1038.25,1293.4 1036.39,1293.32 1034.54,1293.23 1032.68,1293.14 1030.83,1293.05 1028.97,1292.95 1027.11,1292.86 1025.26,1292.77 1023.4,1292.67 1021.55,1292.58 1019.69,1292.48 1017.84,1292.39 1015.98,1292.29 1014.12,1292.19 1013.08,1292.14 1012.27,1292.09 1010.41,1291.99 1008.56,1291.89 1006.7,1291.79 1004.84,1291.69 1002.99,1291.59 1001.13,1291.48 999.277,1291.38 997.421,1291.27 995.565,1291.17 993.709,1291.06 991.853,1290.95 989.997,1290.85 988.823,1290.78 988.141,1290.74 986.285,1290.63 984.429,1290.52 982.574,1290.41 980.718,1290.29 978.862,1290.18 977.006,1290.07 975.15,1289.96 973.294,1289.84 971.438,1289.73 969.582,1289.61 967.726,1289.49 966.529,1289.42 965.87,1289.38 964.015,1289.26 962.159,1289.14 960.303,1289.02 958.447,1288.9 956.591,1288.78 954.735,1288.66 952.879,1288.54 951.023,1288.42 949.167,1288.29 947.312,1288.17 945.652,1288.06 945.456,1288.05 943.6,1287.92 941.744,1287.8 939.888,1287.67 938.032,1287.54 936.176,1287.42 934.32,1287.29 932.464,1287.16 930.609,1287.03 928.753,1286.9 926.897,1286.78 925.832,1286.7 925.041,1286.65 923.185,1286.51 921.329,1286.38 919.473,1286.25 917.617,1286.12 915.761,1285.99 913.906,1285.85 912.05,1285.72 910.194,1285.59 908.338,1285.45 906.803,1285.34 906.482,1285.32 904.626,1285.18 902.77,1285.05 900.914,1284.91 899.058,1284.77 897.202,1284.64 895.347,1284.5 893.491,1284.36 891.635,1284.23 889.779,1284.09 888.369,1283.98 887.923,1283.95 886.067,1283.81 884.211,1283.67 882.355,1283.53 880.499,1283.39 878.644,1283.25 876.788,1283.11 874.932,1282.97 873.076,1282.83 871.22,1282.69 870.366,1282.62 869.364,1282.55 867.508,1282.4 865.652,1282.26 863.796,1282.12 861.941,1281.98 860.085,1281.84 858.229,1281.69 856.373,1281.55 854.517,1281.41 852.661,1281.27 852.656,1281.26 850.805,1281.12 848.949,1280.98 847.093,1280.83 845.238,1280.69 843.382,1280.55 841.526,1280.4 839.67,1280.26 837.814,1280.11 835.958,1279.97 835.117,1279.91 834.102,1279.83 832.246,1279.68 830.39,1279.54 828.535,1279.39 826.679,1279.25 824.823,1279.1 822.967,1278.96 821.111,1278.82 819.255,1278.67 817.63,1278.55 817.399,1278.53 815.543,1278.38 813.687,1278.24 811.831,1278.1 809.976,1277.95 808.12,1277.81 806.264,1277.66 804.408,1277.52 802.552,1277.38 800.696,1277.24 800.075,1277.19 798.84,1277.09 796.984,1276.95 795.128,1276.81 793.273,1276.66 791.417,1276.52 789.561,1276.38 787.705,1276.24 785.849,1276.1 783.993,1275.95 782.327,1275.83 782.137,1275.81 780.281,1275.67 778.425,1275.53 776.57,1275.39 774.714,1275.25 772.858,1275.11 771.002,1274.97 769.146,1274.83 767.29,1274.7 765.434,1274.56 764.24,1274.47 763.578,1274.42 761.722,1274.28 759.867,1274.14 758.011,1274.01 756.155,1273.87 754.299,1273.74 752.443,1273.6 750.587,1273.47 748.731,1273.33 746.875,1273.2 745.645,1273.11 745.019,1273.07 743.163,1272.93 741.308,1272.8 739.452,1272.67 737.596,1272.54 735.74,1272.4 733.884,1272.27 732.028,1272.14 730.172,1272.02 728.316,1271.89 726.46,1271.76 726.322,1271.75 724.605,1271.63 722.749,1271.51 720.893,1271.38 719.037,1271.25 717.181,1271.13 715.325,1271 713.469,1270.88 711.613,1270.76 709.757,1270.64 707.902,1270.52 706.046,1270.4 705.975,1270.39 704.19,1270.28 702.334,1270.16 700.478,1270.04 698.622,1269.92 696.766,1269.8 694.91,1269.69 693.054,1269.57 691.199,1269.46 689.343,1269.34 687.487,1269.23 685.631,1269.12 684.176,1269.03 683.775,1269.01 681.919,1268.9 680.063,1268.79 678.207,1268.68 676.351,1268.57 674.495,1268.46 672.64,1268.36 670.784,1268.25 668.928,1268.15 667.072,1268.04 665.216,1267.94 663.36,1267.84 661.504,1267.74 660.249,1267.67 659.648,1267.64 657.792,1267.54 655.937,1267.44 654.081,1267.35 652.225,1267.25 650.369,1267.16 648.513,1267.06 646.657,1266.97 644.801,1266.88 642.945,1266.78 641.089,1266.7 639.234,1266.61 637.378,1266.52 635.522,1266.43 633.666,1266.35 632.988,1266.31 631.81,1266.26 629.954,1266.18 628.098,1266.09 626.242,1266.01 624.386,1265.93 622.531,1265.85 620.675,1265.77 618.819,1265.69 616.963,1265.61 615.107,1265.54 613.251,1265.46 611.395,1265.39 609.539,1265.32 607.683,1265.25 605.827,1265.18 603.972,1265.11 602.116,1265.04 600.26,1264.97 599.811,1264.96 598.404,1264.9 596.548,1264.84 594.692,1264.77 592.836,1264.71 590.98,1264.65 589.124,1264.59 587.269,1264.53 585.413,1264.47 583.557,1264.41 581.701,1264.35 579.845,1264.3 577.989,1264.24 576.133,1264.19 574.277,1264.14 572.421,1264.08 570.566,1264.03 568.71,1263.98 566.854,1263.93 564.998,1263.89 563.142,1263.84 561.286,1263.79 559.43,1263.75 557.574,1263.71 555.718,1263.66 553.863,1263.62 552.693,1263.6 552.007,1263.58 550.151,1263.54 548.295,1263.5 546.439,1263.46 544.583,1263.43 542.727,1263.39 540.871,1263.35 539.015,1263.32 537.16,1263.29 535.304,1263.25 533.448,1263.22 531.592,1263.19 529.736,1263.16 527.88,1263.13 526.024,1263.1 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490.762,1211.16 492.618,1211.18 494.474,1211.19 496.33,1211.21 498.186,1211.23 500.042,1211.25 501.898,1211.26 503.753,1211.28 505.609,1211.31 507.465,1211.33 509.321,1211.35 511.177,1211.37 513.033,1211.4 514.889,1211.43 516.745,1211.45 518.601,1211.48 520.456,1211.51 522.312,1211.54 524.168,1211.57 526.024,1211.61 527.88,1211.64 529.736,1211.68 531.592,1211.71 533.448,1211.75 535.304,1211.79 537.16,1211.83 539.015,1211.87 540.871,1211.92 542.32,1211.95 542.727,1211.96 544.583,1212.01 546.439,1212.05 548.295,1212.1 550.151,1212.15 552.007,1212.2 553.863,1212.25 555.718,1212.31 557.574,1212.36 559.43,1212.42 561.286,1212.48 563.142,1212.54 564.998,1212.6 566.854,1212.66 568.71,1212.73 570.566,1212.79 572.421,1212.86 574.277,1212.93 576.133,1213 577.989,1213.07 579.845,1213.15 581.701,1213.22 583.557,1213.3 583.846,1213.31 585.413,1213.38 587.269,1213.45 589.124,1213.53 590.98,1213.62 592.836,1213.7 594.692,1213.79 596.548,1213.87 598.404,1213.96 600.26,1214.05 602.116,1214.14 603.972,1214.24 605.827,1214.33 607.683,1214.43 609.539,1214.53 611.395,1214.63 612.175,1214.67 613.251,1214.73 615.107,1214.83 616.963,1214.93 618.819,1215.04 620.675,1215.14 622.531,1215.25 624.386,1215.36 626.242,1215.47 628.098,1215.59 629.954,1215.7 631.81,1215.82 633.666,1215.93 635.12,1216.03 635.522,1216.05 637.378,1216.17 639.234,1216.29 641.089,1216.42 642.945,1216.54 644.801,1216.67 646.657,1216.79 648.513,1216.92 650.369,1217.05 652.225,1217.18 654.081,1217.32 655.035,1217.39 655.937,1217.45 657.792,1217.59 659.648,1217.72 661.504,1217.86 663.36,1218 665.216,1218.14 667.072,1218.28 668.928,1218.43 670.784,1218.57 672.64,1218.72 673,1218.75 674.495,1218.86 676.351,1219.01 678.207,1219.16 680.063,1219.31 681.919,1219.46 683.775,1219.62 685.631,1219.77 687.487,1219.93 689.343,1220.08 689.603,1220.11 691.199,1220.24 693.054,1220.4 694.91,1220.56 696.766,1220.72 698.622,1220.88 700.478,1221.04 702.334,1221.21 704.19,1221.37 705.212,1221.46 706.046,1221.54 707.902,1221.7 709.757,1221.87 711.613,1222.04 713.469,1222.21 715.325,1222.38 717.181,1222.55 719.037,1222.73 720.075,1222.82 720.893,1222.9 722.749,1223.07 724.605,1223.25 726.46,1223.42 728.316,1223.6 730.172,1223.78 732.028,1223.96 733.884,1224.14 734.368,1224.18 735.74,1224.31 737.596,1224.49 739.452,1224.68 741.308,1224.86 743.163,1225.04 745.019,1225.22 746.875,1225.41 748.224,1225.54 748.731,1225.59 750.587,1225.78 752.443,1225.96 754.299,1226.15 756.155,1226.33 758.011,1226.52 759.867,1226.71 761.722,1226.9 761.746,1226.9 763.578,1227.09 765.434,1227.27 767.29,1227.46 769.146,1227.65 771.002,1227.84 772.858,1228.04 774.714,1228.23 775.016,1228.26 776.57,1228.42 778.425,1228.61 780.281,1228.8 782.137,1229 783.993,1229.19 785.849,1229.38 787.705,1229.58 788.107,1229.62 789.561,1229.77 791.417,1229.96 793.273,1230.16 795.128,1230.35 796.984,1230.55 798.84,1230.74 800.696,1230.94 801.081,1230.98 802.552,1231.13 804.408,1231.33 806.264,1231.52 808.12,1231.72 809.976,1231.91 811.831,1232.11 813.687,1232.31 813.991,1232.34 815.543,1232.5 817.399,1232.69 819.255,1232.89 821.111,1233.09 822.967,1233.28 824.823,1233.48 826.679,1233.67 826.89,1233.7 828.535,1233.87 830.39,1234.06 832.246,1234.26 834.102,1234.45 835.958,1234.65 837.814,1234.84 839.67,1235.04 839.826,1235.06 841.526,1235.23 843.382,1235.43 845.238,1235.62 847.093,1235.81 848.949,1236.01 850.805,1236.2 852.661,1236.39 852.849,1236.41 854.517,1236.59 856.373,1236.78 858.229,1236.97 860.085,1237.16 861.941,1237.35 863.796,1237.55 865.652,1237.74 866.008,1237.77 867.508,1237.93 869.364,1238.12 871.22,1238.31 873.076,1238.49 874.932,1238.68 876.788,1238.87 878.644,1239.06 879.356,1239.13 880.499,1239.25 882.355,1239.43 884.211,1239.62 886.067,1239.81 887.923,1239.99 889.779,1240.18 891.635,1240.36 892.951,1240.49 893.491,1240.54 895.347,1240.73 897.202,1240.91 899.058,1241.09 900.914,1241.27 902.77,1241.45 904.626,1241.63 906.482,1241.81 906.856,1241.85 908.338,1241.99 910.194,1242.17 912.05,1242.35 913.906,1242.52 915.761,1242.7 917.617,1242.88 919.473,1243.05 921.147,1243.21 921.329,1243.23 923.185,1243.4 925.041,1243.57 926.897,1243.74 928.753,1243.91 930.609,1244.08 932.464,1244.25 934.32,1244.42 935.912,1244.57 936.176,1244.59 938.032,1244.76 939.888,1244.93 941.744,1245.09 943.6,1245.26 945.456,1245.42 947.312,1245.58 949.167,1245.75 951.023,1245.91 951.261,1245.93 952.879,1246.07 954.735,1246.23 956.591,1246.38 958.447,1246.54 960.303,1246.7 962.159,1246.86 964.015,1247.01 965.87,1247.17 967.333,1247.29 967.726,1247.32 969.582,1247.47 971.438,1247.62 973.294,1247.77 975.15,1247.92 977.006,1248.07 978.862,1248.22 980.718,1248.36 982.574,1248.51 984.308,1248.65 984.429,1248.66 986.285,1248.8 988.141,1248.94 989.997,1249.08 991.853,1249.22 993.709,1249.36 995.565,1249.5 997.421,1249.64 999.277,1249.77 1001.13,1249.91 1002.44,1250.01 1002.99,1250.04 1004.84,1250.18 1006.7,1250.31 1008.56,1250.44 1010.41,1250.57 1012.27,1250.7 1014.12,1250.83 1015.98,1250.95 1017.84,1251.08 1019.69,1251.2 1021.55,1251.33 1022.1,1251.36 1023.4,1251.45 1025.26,1251.57 1027.11,1251.69 1028.97,1251.81 1030.83,1251.93 1032.68,1252.04 1034.54,1252.16 1036.39,1252.27 1038.25,1252.39 1040.11,1252.5 1041.96,1252.61 1043.82,1252.72 1043.85,1252.72 1045.67,1252.83 1047.53,1252.94 1049.39,1253.04 1051.24,1253.15 1053.1,1253.25 1054.95,1253.35 1056.81,1253.46 1058.67,1253.56 1060.52,1253.66 1062.38,1253.75 1064.23,1253.85 1066.09,1253.95 1067.94,1254.04 1068.72,1254.08 1069.8,1254.14 1071.66,1254.23 1073.51,1254.32 1075.37,1254.41 1077.22,1254.5 1079.08,1254.58 1080.94,1254.67 1082.79,1254.76 1084.65,1254.84 1086.5,1254.92 1088.36,1255 1090.22,1255.08 1092.07,1255.16 1093.93,1255.24 1095.78,1255.32 1097.64,1255.39 1098.81,1255.44 1099.49,1255.47 1101.35,1255.54 1103.21,1255.61 1105.06,1255.68 1106.92,1255.75 1108.77,1255.82 1110.63,1255.89 1112.49,1255.95 1114.34,1256.02 1116.2,1256.08 1118.05,1256.14 1119.91,1256.2 1121.77,1256.26 1123.62,1256.32 1125.48,1256.38 1127.33,1256.44 1129.19,1256.49 1131.04,1256.55 1132.9,1256.6 1134.76,1256.65 1136.61,1256.7 1138.47,1256.75 1140.32,1256.8 1140.48,1256.8 1142.18,1256.84 1144.04,1256.89 1145.89,1256.93 1147.75,1256.98 1149.6,1257.02 1151.46,1257.06 1153.32,1257.1 1155.17,1257.13 1157.03,1257.17 1158.88,1257.21 1160.74,1257.24 1162.6,1257.28 1164.45,1257.31 1166.31,1257.34 1168.16,1257.37 1170.02,1257.4 1171.87,1257.43 1173.73,1257.45 1175.59,1257.48 1177.44,1257.5 1179.3,1257.52 1181.15,1257.55 1183.01,1257.57 1184.87,1257.59 1186.72,1257.61 1188.58,1257.62 1190.43,1257.64 1192.29,1257.65 1194.15,1257.67 1196,1257.68 1197.86,1257.69 1199.71,1257.7 1201.57,1257.71 1203.42,1257.72 1205.28,1257.73 1207.14,1257.74 1208.99,1257.74 1210.85,1257.74 1212.7,1257.75 1214.56,1257.75 1216.42,1257.75 1218.27,1257.75 1220.13,1257.75 1221.98,1257.75 1223.84,1257.74 1225.7,1257.74 1227.55,1257.73 1229.41,1257.73 1231.26,1257.72 1233.12,1257.71 1234.97,1257.7 1236.83,1257.69 1238.69,1257.68 1240.54,1257.67 1242.4,1257.65 1244.25,1257.64 1246.11,1257.62 1247.97,1257.61 1249.82,1257.59 1251.68,1257.57 1253.53,1257.55 1255.39,1257.53 1257.25,1257.51 1259.1,1257.49 1260.96,1257.47 1262.81,1257.44 1264.67,1257.42 1266.52,1257.39 1268.38,1257.37 1270.24,1257.34 1272.09,1257.31 1273.95,1257.28 1275.8,1257.25 1277.66,1257.22 1279.52,1257.19 1281.37,1257.16 1283.23,1257.12 1285.08,1257.09 1286.94,1257.05 1288.8,1257.02 1290.65,1256.98 1292.51,1256.95 1294.36,1256.91 1296.22,1256.87 1298.08,1256.83 1299.37,1256.8 1299.93,1256.79 1301.79,1256.75 1303.64,1256.71 1305.5,1256.66 1307.35,1256.62 1309.21,1256.57 1311.07,1256.53 1312.92,1256.48 1314.78,1256.44 1316.63,1256.39 1318.49,1256.34 1320.35,1256.3 1322.2,1256.25 1324.06,1256.2 1325.91,1256.15 1327.77,1256.1 1329.63,1256.05 1331.48,1255.99 1333.34,1255.94 1335.19,1255.89 1337.05,1255.83 1338.9,1255.78 1340.76,1255.73 1342.62,1255.67 1344.47,1255.62 1346.33,1255.56 1348.18,1255.5 1350.04,1255.45 1350.21,1255.44 1351.9,1255.39 1353.75,1255.33 1355.61,1255.27 1357.46,1255.21 1359.32,1255.15 1361.18,1255.09 1363.03,1255.03 1364.89,1254.97 1366.74,1254.91 1368.6,1254.85 1370.45,1254.79 1372.31,1254.73 1374.17,1254.66 1376.02,1254.6 1377.88,1254.54 1379.73,1254.48 1381.59,1254.41 1383.45,1254.35 1385.3,1254.29 1387.16,1254.22 1389.01,1254.16 1390.87,1254.09 1391.16,1254.08 1392.73,1254.03 1394.58,1253.96 1396.44,1253.9 1398.29,1253.83 1400.15,1253.77 1402.01,1253.7 1403.86,1253.63 1405.72,1253.57 1407.57,1253.5 1409.43,1253.44 1411.28,1253.37 1413.14,1253.3 1415,1253.24 1416.85,1253.17 1418.71,1253.1 1420.56,1253.04 1422.42,1252.97 1424.28,1252.91 1426.13,1252.84 1427.99,1252.77 1429.38,1252.72 1429.84,1252.71 1431.7,1252.64 1433.56,1252.57 1435.41,1252.51 1437.27,1252.44 1439.12,1252.38 1440.98,1252.31 1442.83,1252.24 1444.69,1252.18 1446.55,1252.11 1448.4,1252.05 1450.26,1251.98 1452.11,1251.92 1453.97,1251.86 1455.83,1251.79 1457.68,1251.73 1459.54,1251.67 1461.39,1251.6 1463.25,1251.54 1465.11,1251.48 1466.96,1251.42 1468.51,1251.36 1468.82,1251.35 1470.67,1251.29 1472.53,1251.23 1474.38,1251.17 1476.24,1251.11 1478.1,1251.05 1479.95,1250.99 1481.81,1250.93 1483.66,1250.87 1485.52,1250.82 1487.38,1250.76 1489.23,1250.7 1491.09,1250.64 1492.94,1250.59 1494.8,1250.53 1496.66,1250.48 1498.51,1250.42 1500.37,1250.37 1502.22,1250.32 1504.08,1250.27 1505.93,1250.21 1507.79,1250.16 1509.65,1250.11 1511.5,1250.06 1513.36,1250.02 1513.73,1250.01 1515.21,1249.97 1517.07,1249.92 1518.93,1249.87 1520.78,1249.83 1522.64,1249.78 1524.49,1249.74 1526.35,1249.69 1528.21,1249.65 1530.06,1249.61 1531.92,1249.56 1533.77,1249.52 1535.63,1249.48 1537.49,1249.44 1539.34,1249.41 1541.2,1249.37 1543.05,1249.33 1544.91,1249.3 1546.76,1249.26 1548.62,1249.23 1550.48,1249.2 1552.33,1249.17 1554.19,1249.13 1556.04,1249.1 1557.9,1249.08 1559.76,1249.05 1561.61,1249.02 1563.47,1249 1565.32,1248.97 1567.18,1248.95 1569.04,1248.93 1570.89,1248.9 1572.75,1248.88 1574.6,1248.86 1576.46,1248.85 1578.31,1248.83 1580.17,1248.81 1582.03,1248.8 1583.88,1248.78 1585.74,1248.77 1587.59,1248.76 1589.45,1248.75 1591.31,1248.74 1593.16,1248.73 1595.02,1248.72 1596.87,1248.72 1598.73,1248.71 1600.59,1248.71 1602.44,1248.71 1604.3,1248.71 1606.15,1248.71 1608.01,1248.71 1609.86,1248.71 1611.72,1248.71 1613.58,1248.72 1615.43,1248.73 1617.29,1248.73 1619.14,1248.74 1621,1248.75 1622.86,1248.76 1624.71,1248.78 1626.57,1248.79 1628.42,1248.8 1630.28,1248.82 1632.14,1248.84 1633.99,1248.86 1635.85,1248.88 1637.7,1248.9 1639.56,1248.92 1641.42,1248.94 1643.27,1248.97 1645.13,1249 1646.98,1249.02 1648.84,1249.05 1650.69,1249.08 1652.55,1249.11 1654.41,1249.15 1656.26,1249.18 1658.12,1249.22 1659.97,1249.25 1661.83,1249.29 1663.69,1249.33 1665.54,1249.37 1667.4,1249.41 1669.25,1249.46 1671.11,1249.5 1672.97,1249.55 1674.82,1249.59 1676.68,1249.64 1678.53,1249.69 1680.39,1249.74 1682.24,1249.79 1684.1,1249.85 1685.96,1249.9 1687.81,1249.96 1689.33,1250.01 1689.67,1250.02 1691.52,1250.07 1693.38,1250.13 1695.24,1250.19 1697.09,1250.25 1698.95,1250.32 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1641.42,1258.73 1639.56,1258.71 1637.7,1258.69 1635.85,1258.67 1633.99,1258.65 1632.14,1258.63 1630.28,1258.61 1628.42,1258.59 1626.57,1258.58 1624.71,1258.57 1622.86,1258.55 1621,1258.54 1619.14,1258.53 1617.29,1258.52 1615.43,1258.51 1613.58,1258.51 1611.72,1258.5 1609.86,1258.5 1608.01,1258.49 1606.15,1258.49 1604.3,1258.49 1602.44,1258.49 1600.59,1258.49 1598.73,1258.49 1596.87,1258.5 1595.02,1258.5 1593.16,1258.51 1591.31,1258.51 1589.45,1258.52 1587.59,1258.53 1585.74,1258.54 1583.88,1258.55 1582.03,1258.56 1580.17,1258.57 1578.31,1258.59 1576.46,1258.6 1574.6,1258.62 1572.75,1258.64 1570.89,1258.65 1569.04,1258.67 1567.18,1258.69 1565.32,1258.71 1563.47,1258.74 1561.61,1258.76 1559.76,1258.78 1557.9,1258.81 1556.04,1258.83 1554.19,1258.86 1552.33,1258.89 1550.48,1258.91 1548.62,1258.94 1546.76,1258.97 1544.91,1259 1543.05,1259.04 1541.2,1259.07 1539.34,1259.1 1537.49,1259.14 1535.63,1259.17 1533.77,1259.21 1531.92,1259.24 1530.06,1259.28 1528.21,1259.32 1526.35,1259.36 1524.49,1259.4 1522.64,1259.44 1520.78,1259.48 1519.12,1259.52 1518.93,1259.52 1517.07,1259.57 1515.21,1259.61 1513.36,1259.65 1511.5,1259.7 1509.65,1259.74 1507.79,1259.79 1505.93,1259.83 1504.08,1259.88 1502.22,1259.93 1500.37,1259.98 1498.51,1260.02 1496.66,1260.07 1494.8,1260.12 1492.94,1260.17 1491.09,1260.23 1489.23,1260.28 1487.38,1260.33 1485.52,1260.38 1483.66,1260.43 1481.81,1260.49 1479.95,1260.54 1478.1,1260.6 1476.24,1260.65 1474.38,1260.71 1472.53,1260.76 1470.67,1260.82 1468.82,1260.87 1468.65,1260.88 1466.96,1260.93 1465.11,1260.99 1463.25,1261.04 1461.39,1261.1 1459.54,1261.16 1457.68,1261.22 1455.83,1261.27 1453.97,1261.33 1452.11,1261.39 1450.26,1261.45 1448.4,1261.51 1446.55,1261.57 1444.69,1261.63 1442.83,1261.69 1440.98,1261.75 1439.12,1261.81 1437.27,1261.87 1435.41,1261.93 1433.56,1261.99 1431.7,1262.05 1429.84,1262.11 1427.99,1262.17 1426.13,1262.23 1425.98,1262.24 1424.28,1262.29 1422.42,1262.35 1420.56,1262.41 1418.71,1262.47 1416.85,1262.54 1415,1262.6 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       "<path clip-path=\"url(#clip910)\" d=\"M401.521 166.745 Q399.716 171.375 398.003 172.787 Q396.29 174.199 393.419 174.199 L390.017 174.199 L390.017 170.634 L392.516 170.634 Q394.276 170.634 395.248 169.8 Q396.22 168.967 397.401 165.865 L398.165 163.921 L387.679 138.412 L392.192 138.412 L400.294 158.689 L408.396 138.412 L412.91 138.412 L401.521 166.745 Z\" fill=\"#000000\" fill-rule=\"nonzero\" fill-opacity=\"1\" /><path clip-path=\"url(#clip910)\" d=\"M423.419 160.402 L439.738 160.402 L439.738 164.338 L417.794 164.338 L417.794 160.402 Q420.456 157.648 425.039 153.018 Q429.646 148.365 430.826 147.023 Q433.072 144.5 433.951 142.764 Q434.854 141.004 434.854 139.315 Q434.854 136.56 432.91 134.824 Q430.989 133.088 427.887 133.088 Q425.688 133.088 423.234 133.852 Q420.803 134.615 418.026 136.166 L418.026 131.444 Q420.85 130.31 423.303 129.731 Q425.757 129.153 427.794 129.153 Q433.164 129.153 436.359 131.838 Q439.553 134.523 439.553 139.014 Q439.553 141.143 438.743 143.065 Q437.956 144.963 435.85 147.555 Q435.271 148.227 432.169 151.444 Q429.067 154.639 423.419 160.402 Z\" fill=\"#000000\" fill-rule=\"nonzero\" fill-opacity=\"1\" /></svg>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "([-0.0898420454946345, 0.7126564254067507], \"optimal\")"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plt = displayTF(TF[7], ([-2,-2],[2,2]), levels=[0.001; 0.1; LinRange(1, 15, 15)])\n",
    "SDG(TF[7], plt=plt, Plotf=1, plotatend=true, printing=false)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "f71d34eb-9574-4e3e-ae4e-c7ea84a5b20d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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490.762,1211.16 492.618,1211.18 494.474,1211.19 496.33,1211.21 498.186,1211.23 500.042,1211.25 501.898,1211.26 503.753,1211.28 505.609,1211.31 507.465,1211.33 509.321,1211.35 511.177,1211.37 513.033,1211.4 514.889,1211.43 516.745,1211.45 518.601,1211.48 520.456,1211.51 522.312,1211.54 524.168,1211.57 526.024,1211.61 527.88,1211.64 529.736,1211.68 531.592,1211.71 533.448,1211.75 535.304,1211.79 537.16,1211.83 539.015,1211.87 540.871,1211.92 542.32,1211.95 542.727,1211.96 544.583,1212.01 546.439,1212.05 548.295,1212.1 550.151,1212.15 552.007,1212.2 553.863,1212.25 555.718,1212.31 557.574,1212.36 559.43,1212.42 561.286,1212.48 563.142,1212.54 564.998,1212.6 566.854,1212.66 568.71,1212.73 570.566,1212.79 572.421,1212.86 574.277,1212.93 576.133,1213 577.989,1213.07 579.845,1213.15 581.701,1213.22 583.557,1213.3 583.846,1213.31 585.413,1213.38 587.269,1213.45 589.124,1213.53 590.98,1213.62 592.836,1213.7 594.692,1213.79 596.548,1213.87 598.404,1213.96 600.26,1214.05 602.116,1214.14 603.972,1214.24 605.827,1214.33 607.683,1214.43 609.539,1214.53 611.395,1214.63 612.175,1214.67 613.251,1214.73 615.107,1214.83 616.963,1214.93 618.819,1215.04 620.675,1215.14 622.531,1215.25 624.386,1215.36 626.242,1215.47 628.098,1215.59 629.954,1215.7 631.81,1215.82 633.666,1215.93 635.12,1216.03 635.522,1216.05 637.378,1216.17 639.234,1216.29 641.089,1216.42 642.945,1216.54 644.801,1216.67 646.657,1216.79 648.513,1216.92 650.369,1217.05 652.225,1217.18 654.081,1217.32 655.035,1217.39 655.937,1217.45 657.792,1217.59 659.648,1217.72 661.504,1217.86 663.36,1218 665.216,1218.14 667.072,1218.28 668.928,1218.43 670.784,1218.57 672.64,1218.72 673,1218.75 674.495,1218.86 676.351,1219.01 678.207,1219.16 680.063,1219.31 681.919,1219.46 683.775,1219.62 685.631,1219.77 687.487,1219.93 689.343,1220.08 689.603,1220.11 691.199,1220.24 693.054,1220.4 694.91,1220.56 696.766,1220.72 698.622,1220.88 700.478,1221.04 702.334,1221.21 704.19,1221.37 705.212,1221.46 706.046,1221.54 707.902,1221.7 709.757,1221.87 711.613,1222.04 713.469,1222.21 715.325,1222.38 717.181,1222.55 719.037,1222.73 720.075,1222.82 720.893,1222.9 722.749,1223.07 724.605,1223.25 726.46,1223.42 728.316,1223.6 730.172,1223.78 732.028,1223.96 733.884,1224.14 734.368,1224.18 735.74,1224.31 737.596,1224.49 739.452,1224.68 741.308,1224.86 743.163,1225.04 745.019,1225.22 746.875,1225.41 748.224,1225.54 748.731,1225.59 750.587,1225.78 752.443,1225.96 754.299,1226.15 756.155,1226.33 758.011,1226.52 759.867,1226.71 761.722,1226.9 761.746,1226.9 763.578,1227.09 765.434,1227.27 767.29,1227.46 769.146,1227.65 771.002,1227.84 772.858,1228.04 774.714,1228.23 775.016,1228.26 776.57,1228.42 778.425,1228.61 780.281,1228.8 782.137,1229 783.993,1229.19 785.849,1229.38 787.705,1229.58 788.107,1229.62 789.561,1229.77 791.417,1229.96 793.273,1230.16 795.128,1230.35 796.984,1230.55 798.84,1230.74 800.696,1230.94 801.081,1230.98 802.552,1231.13 804.408,1231.33 806.264,1231.52 808.12,1231.72 809.976,1231.91 811.831,1232.11 813.687,1232.31 813.991,1232.34 815.543,1232.5 817.399,1232.69 819.255,1232.89 821.111,1233.09 822.967,1233.28 824.823,1233.48 826.679,1233.67 826.89,1233.7 828.535,1233.87 830.39,1234.06 832.246,1234.26 834.102,1234.45 835.958,1234.65 837.814,1234.84 839.67,1235.04 839.826,1235.06 841.526,1235.23 843.382,1235.43 845.238,1235.62 847.093,1235.81 848.949,1236.01 850.805,1236.2 852.661,1236.39 852.849,1236.41 854.517,1236.59 856.373,1236.78 858.229,1236.97 860.085,1237.16 861.941,1237.35 863.796,1237.55 865.652,1237.74 866.008,1237.77 867.508,1237.93 869.364,1238.12 871.22,1238.31 873.076,1238.49 874.932,1238.68 876.788,1238.87 878.644,1239.06 879.356,1239.13 880.499,1239.25 882.355,1239.43 884.211,1239.62 886.067,1239.81 887.923,1239.99 889.779,1240.18 891.635,1240.36 892.951,1240.49 893.491,1240.54 895.347,1240.73 897.202,1240.91 899.058,1241.09 900.914,1241.27 902.77,1241.45 904.626,1241.63 906.482,1241.81 906.856,1241.85 908.338,1241.99 910.194,1242.17 912.05,1242.35 913.906,1242.52 915.761,1242.7 917.617,1242.88 919.473,1243.05 921.147,1243.21 921.329,1243.23 923.185,1243.4 925.041,1243.57 926.897,1243.74 928.753,1243.91 930.609,1244.08 932.464,1244.25 934.32,1244.42 935.912,1244.57 936.176,1244.59 938.032,1244.76 939.888,1244.93 941.744,1245.09 943.6,1245.26 945.456,1245.42 947.312,1245.58 949.167,1245.75 951.023,1245.91 951.261,1245.93 952.879,1246.07 954.735,1246.23 956.591,1246.38 958.447,1246.54 960.303,1246.7 962.159,1246.86 964.015,1247.01 965.87,1247.17 967.333,1247.29 967.726,1247.32 969.582,1247.47 971.438,1247.62 973.294,1247.77 975.15,1247.92 977.006,1248.07 978.862,1248.22 980.718,1248.36 982.574,1248.51 984.308,1248.65 984.429,1248.66 986.285,1248.8 988.141,1248.94 989.997,1249.08 991.853,1249.22 993.709,1249.36 995.565,1249.5 997.421,1249.64 999.277,1249.77 1001.13,1249.91 1002.44,1250.01 1002.99,1250.04 1004.84,1250.18 1006.7,1250.31 1008.56,1250.44 1010.41,1250.57 1012.27,1250.7 1014.12,1250.83 1015.98,1250.95 1017.84,1251.08 1019.69,1251.2 1021.55,1251.33 1022.1,1251.36 1023.4,1251.45 1025.26,1251.57 1027.11,1251.69 1028.97,1251.81 1030.83,1251.93 1032.68,1252.04 1034.54,1252.16 1036.39,1252.27 1038.25,1252.39 1040.11,1252.5 1041.96,1252.61 1043.82,1252.72 1043.85,1252.72 1045.67,1252.83 1047.53,1252.94 1049.39,1253.04 1051.24,1253.15 1053.1,1253.25 1054.95,1253.35 1056.81,1253.46 1058.67,1253.56 1060.52,1253.66 1062.38,1253.75 1064.23,1253.85 1066.09,1253.95 1067.94,1254.04 1068.72,1254.08 1069.8,1254.14 1071.66,1254.23 1073.51,1254.32 1075.37,1254.41 1077.22,1254.5 1079.08,1254.58 1080.94,1254.67 1082.79,1254.76 1084.65,1254.84 1086.5,1254.92 1088.36,1255 1090.22,1255.08 1092.07,1255.16 1093.93,1255.24 1095.78,1255.32 1097.64,1255.39 1098.81,1255.44 1099.49,1255.47 1101.35,1255.54 1103.21,1255.61 1105.06,1255.68 1106.92,1255.75 1108.77,1255.82 1110.63,1255.89 1112.49,1255.95 1114.34,1256.02 1116.2,1256.08 1118.05,1256.14 1119.91,1256.2 1121.77,1256.26 1123.62,1256.32 1125.48,1256.38 1127.33,1256.44 1129.19,1256.49 1131.04,1256.55 1132.9,1256.6 1134.76,1256.65 1136.61,1256.7 1138.47,1256.75 1140.32,1256.8 1140.48,1256.8 1142.18,1256.84 1144.04,1256.89 1145.89,1256.93 1147.75,1256.98 1149.6,1257.02 1151.46,1257.06 1153.32,1257.1 1155.17,1257.13 1157.03,1257.17 1158.88,1257.21 1160.74,1257.24 1162.6,1257.28 1164.45,1257.31 1166.31,1257.34 1168.16,1257.37 1170.02,1257.4 1171.87,1257.43 1173.73,1257.45 1175.59,1257.48 1177.44,1257.5 1179.3,1257.52 1181.15,1257.55 1183.01,1257.57 1184.87,1257.59 1186.72,1257.61 1188.58,1257.62 1190.43,1257.64 1192.29,1257.65 1194.15,1257.67 1196,1257.68 1197.86,1257.69 1199.71,1257.7 1201.57,1257.71 1203.42,1257.72 1205.28,1257.73 1207.14,1257.74 1208.99,1257.74 1210.85,1257.74 1212.7,1257.75 1214.56,1257.75 1216.42,1257.75 1218.27,1257.75 1220.13,1257.75 1221.98,1257.75 1223.84,1257.74 1225.7,1257.74 1227.55,1257.73 1229.41,1257.73 1231.26,1257.72 1233.12,1257.71 1234.97,1257.7 1236.83,1257.69 1238.69,1257.68 1240.54,1257.67 1242.4,1257.65 1244.25,1257.64 1246.11,1257.62 1247.97,1257.61 1249.82,1257.59 1251.68,1257.57 1253.53,1257.55 1255.39,1257.53 1257.25,1257.51 1259.1,1257.49 1260.96,1257.47 1262.81,1257.44 1264.67,1257.42 1266.52,1257.39 1268.38,1257.37 1270.24,1257.34 1272.09,1257.31 1273.95,1257.28 1275.8,1257.25 1277.66,1257.22 1279.52,1257.19 1281.37,1257.16 1283.23,1257.12 1285.08,1257.09 1286.94,1257.05 1288.8,1257.02 1290.65,1256.98 1292.51,1256.95 1294.36,1256.91 1296.22,1256.87 1298.08,1256.83 1299.37,1256.8 1299.93,1256.79 1301.79,1256.75 1303.64,1256.71 1305.5,1256.66 1307.35,1256.62 1309.21,1256.57 1311.07,1256.53 1312.92,1256.48 1314.78,1256.44 1316.63,1256.39 1318.49,1256.34 1320.35,1256.3 1322.2,1256.25 1324.06,1256.2 1325.91,1256.15 1327.77,1256.1 1329.63,1256.05 1331.48,1255.99 1333.34,1255.94 1335.19,1255.89 1337.05,1255.83 1338.9,1255.78 1340.76,1255.73 1342.62,1255.67 1344.47,1255.62 1346.33,1255.56 1348.18,1255.5 1350.04,1255.45 1350.21,1255.44 1351.9,1255.39 1353.75,1255.33 1355.61,1255.27 1357.46,1255.21 1359.32,1255.15 1361.18,1255.09 1363.03,1255.03 1364.89,1254.97 1366.74,1254.91 1368.6,1254.85 1370.45,1254.79 1372.31,1254.73 1374.17,1254.66 1376.02,1254.6 1377.88,1254.54 1379.73,1254.48 1381.59,1254.41 1383.45,1254.35 1385.3,1254.29 1387.16,1254.22 1389.01,1254.16 1390.87,1254.09 1391.16,1254.08 1392.73,1254.03 1394.58,1253.96 1396.44,1253.9 1398.29,1253.83 1400.15,1253.77 1402.01,1253.7 1403.86,1253.63 1405.72,1253.57 1407.57,1253.5 1409.43,1253.44 1411.28,1253.37 1413.14,1253.3 1415,1253.24 1416.85,1253.17 1418.71,1253.1 1420.56,1253.04 1422.42,1252.97 1424.28,1252.91 1426.13,1252.84 1427.99,1252.77 1429.38,1252.72 1429.84,1252.71 1431.7,1252.64 1433.56,1252.57 1435.41,1252.51 1437.27,1252.44 1439.12,1252.38 1440.98,1252.31 1442.83,1252.24 1444.69,1252.18 1446.55,1252.11 1448.4,1252.05 1450.26,1251.98 1452.11,1251.92 1453.97,1251.86 1455.83,1251.79 1457.68,1251.73 1459.54,1251.67 1461.39,1251.6 1463.25,1251.54 1465.11,1251.48 1466.96,1251.42 1468.51,1251.36 1468.82,1251.35 1470.67,1251.29 1472.53,1251.23 1474.38,1251.17 1476.24,1251.11 1478.1,1251.05 1479.95,1250.99 1481.81,1250.93 1483.66,1250.87 1485.52,1250.82 1487.38,1250.76 1489.23,1250.7 1491.09,1250.64 1492.94,1250.59 1494.8,1250.53 1496.66,1250.48 1498.51,1250.42 1500.37,1250.37 1502.22,1250.32 1504.08,1250.27 1505.93,1250.21 1507.79,1250.16 1509.65,1250.11 1511.5,1250.06 1513.36,1250.02 1513.73,1250.01 1515.21,1249.97 1517.07,1249.92 1518.93,1249.87 1520.78,1249.83 1522.64,1249.78 1524.49,1249.74 1526.35,1249.69 1528.21,1249.65 1530.06,1249.61 1531.92,1249.56 1533.77,1249.52 1535.63,1249.48 1537.49,1249.44 1539.34,1249.41 1541.2,1249.37 1543.05,1249.33 1544.91,1249.3 1546.76,1249.26 1548.62,1249.23 1550.48,1249.2 1552.33,1249.17 1554.19,1249.13 1556.04,1249.1 1557.9,1249.08 1559.76,1249.05 1561.61,1249.02 1563.47,1249 1565.32,1248.97 1567.18,1248.95 1569.04,1248.93 1570.89,1248.9 1572.75,1248.88 1574.6,1248.86 1576.46,1248.85 1578.31,1248.83 1580.17,1248.81 1582.03,1248.8 1583.88,1248.78 1585.74,1248.77 1587.59,1248.76 1589.45,1248.75 1591.31,1248.74 1593.16,1248.73 1595.02,1248.72 1596.87,1248.72 1598.73,1248.71 1600.59,1248.71 1602.44,1248.71 1604.3,1248.71 1606.15,1248.71 1608.01,1248.71 1609.86,1248.71 1611.72,1248.71 1613.58,1248.72 1615.43,1248.73 1617.29,1248.73 1619.14,1248.74 1621,1248.75 1622.86,1248.76 1624.71,1248.78 1626.57,1248.79 1628.42,1248.8 1630.28,1248.82 1632.14,1248.84 1633.99,1248.86 1635.85,1248.88 1637.7,1248.9 1639.56,1248.92 1641.42,1248.94 1643.27,1248.97 1645.13,1249 1646.98,1249.02 1648.84,1249.05 1650.69,1249.08 1652.55,1249.11 1654.41,1249.15 1656.26,1249.18 1658.12,1249.22 1659.97,1249.25 1661.83,1249.29 1663.69,1249.33 1665.54,1249.37 1667.4,1249.41 1669.25,1249.46 1671.11,1249.5 1672.97,1249.55 1674.82,1249.59 1676.68,1249.64 1678.53,1249.69 1680.39,1249.74 1682.24,1249.79 1684.1,1249.85 1685.96,1249.9 1687.81,1249.96 1689.33,1250.01 1689.67,1250.02 1691.52,1250.07 1693.38,1250.13 1695.24,1250.19 1697.09,1250.25 1698.95,1250.32 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503.753,1253.98 505.609,1254 507.465,1254.02 509.321,1254.04 511.177,1254.06 512.996,1254.08 513.033,1254.08 514.889,1254.11 516.745,1254.13 518.601,1254.16 520.456,1254.18 522.312,1254.21 524.168,1254.24 526.024,1254.26 527.88,1254.29 529.736,1254.32 531.592,1254.35 533.448,1254.39 535.304,1254.42 537.16,1254.45 539.015,1254.49 540.871,1254.52 542.727,1254.56 544.583,1254.6 546.439,1254.63 548.295,1254.67 550.151,1254.71 552.007,1254.76 553.863,1254.8 555.718,1254.84 557.574,1254.89 559.43,1254.93 561.286,1254.98 563.142,1255.03 564.998,1255.08 566.854,1255.13 568.71,1255.18 570.566,1255.23 572.421,1255.28 574.277,1255.34 576.133,1255.39 577.732,1255.44 577.989,1255.45 579.845,1255.51 581.701,1255.57 583.557,1255.62 585.413,1255.69 587.269,1255.75 589.124,1255.81 590.98,1255.87 592.836,1255.94 594.692,1256.01 596.548,1256.07 598.404,1256.14 600.26,1256.21 602.116,1256.28 603.972,1256.35 605.827,1256.43 607.683,1256.5 609.539,1256.58 611.395,1256.65 613.251,1256.73 614.862,1256.8 615.107,1256.81 616.963,1256.89 618.819,1256.97 620.675,1257.05 622.531,1257.14 624.386,1257.22 626.242,1257.31 628.098,1257.39 629.954,1257.48 631.81,1257.57 633.666,1257.66 635.522,1257.75 637.378,1257.84 639.234,1257.93 641.089,1258.03 642.945,1258.12 643.669,1258.16 644.801,1258.22 646.657,1258.31 648.513,1258.41 650.369,1258.51 652.225,1258.61 654.081,1258.71 655.937,1258.81 657.792,1258.92 659.648,1259.02 661.504,1259.13 663.36,1259.23 665.216,1259.34 667.072,1259.45 668.25,1259.52 668.928,1259.56 670.784,1259.67 672.64,1259.78 674.495,1259.89 676.351,1260 678.207,1260.12 680.063,1260.23 681.919,1260.35 683.775,1260.46 685.631,1260.58 687.487,1260.7 689.343,1260.82 690.256,1260.88 691.199,1260.94 693.054,1261.06 694.91,1261.18 696.766,1261.3 698.622,1261.43 700.478,1261.55 702.334,1261.67 704.19,1261.8 706.046,1261.93 707.902,1262.05 709.757,1262.18 710.545,1262.24 711.613,1262.31 713.469,1262.44 715.325,1262.57 717.181,1262.7 719.037,1262.83 720.893,1262.96 722.749,1263.1 724.605,1263.23 726.46,1263.36 728.316,1263.5 729.631,1263.6 730.172,1263.64 732.028,1263.77 733.884,1263.91 735.74,1264.04 737.596,1264.18 739.452,1264.32 741.308,1264.46 743.163,1264.6 745.019,1264.74 746.875,1264.88 747.852,1264.96 748.731,1265.02 750.587,1265.16 752.443,1265.3 754.299,1265.45 756.155,1265.59 758.011,1265.73 759.867,1265.88 761.722,1266.02 763.578,1266.17 765.434,1266.31 765.451,1266.31 767.29,1266.46 769.146,1266.6 771.002,1266.75 772.858,1266.9 774.714,1267.04 776.57,1267.19 778.425,1267.34 780.281,1267.49 782.137,1267.64 782.608,1267.67 783.993,1267.78 785.849,1267.93 787.705,1268.08 789.561,1268.23 791.417,1268.38 793.273,1268.53 795.128,1268.68 796.984,1268.83 798.84,1268.98 799.47,1269.03 800.696,1269.13 802.552,1269.28 804.408,1269.43 806.264,1269.58 808.12,1269.73 809.976,1269.89 811.831,1270.04 813.687,1270.19 815.543,1270.34 816.162,1270.39 817.399,1270.49 819.255,1270.64 821.111,1270.79 822.967,1270.95 824.823,1271.1 826.679,1271.25 828.535,1271.4 830.39,1271.55 832.246,1271.71 832.792,1271.75 834.102,1271.86 835.958,1272.01 837.814,1272.16 839.67,1272.31 841.526,1272.46 843.382,1272.61 845.238,1272.77 847.093,1272.92 848.949,1273.07 849.464,1273.11 850.805,1273.22 852.661,1273.37 854.517,1273.52 856.373,1273.67 858.229,1273.82 860.085,1273.97 861.941,1274.12 863.796,1274.27 865.652,1274.42 866.279,1274.47 867.508,1274.57 869.364,1274.72 871.22,1274.86 873.076,1275.01 874.932,1275.16 876.788,1275.31 878.644,1275.46 880.499,1275.6 882.355,1275.75 883.344,1275.83 884.211,1275.9 886.067,1276.04 887.923,1276.19 889.779,1276.33 891.635,1276.48 893.491,1276.62 895.347,1276.77 897.202,1276.91 899.058,1277.05 900.775,1277.19 900.914,1277.2 902.77,1277.34 904.626,1277.48 906.482,1277.62 908.338,1277.76 910.194,1277.91 912.05,1278.05 913.906,1278.19 915.761,1278.33 917.617,1278.47 918.706,1278.55 919.473,1278.6 921.329,1278.74 923.185,1278.88 925.041,1279.01 926.897,1279.15 928.753,1279.29 930.609,1279.42 932.464,1279.56 934.32,1279.69 936.176,1279.83 937.297,1279.91 938.032,1279.96 939.888,1280.09 941.744,1280.22 943.6,1280.35 945.456,1280.48 947.312,1280.61 949.167,1280.74 951.023,1280.87 952.879,1281 954.735,1281.13 956.591,1281.25 956.755,1281.26 958.447,1281.38 960.303,1281.5 962.159,1281.63 964.015,1281.75 965.87,1281.88 967.726,1282 969.582,1282.12 971.438,1282.24 973.294,1282.36 975.15,1282.48 977.006,1282.6 977.354,1282.62 978.862,1282.72 980.718,1282.84 982.574,1282.95 984.429,1283.07 986.285,1283.18 988.141,1283.3 989.997,1283.41 991.853,1283.53 993.709,1283.64 995.565,1283.75 997.421,1283.86 999.277,1283.97 999.484,1283.98 1001.13,1284.08 1002.99,1284.19 1004.84,1284.29 1006.7,1284.4 1008.56,1284.51 1010.41,1284.61 1012.27,1284.72 1014.12,1284.82 1015.98,1284.92 1017.84,1285.02 1019.69,1285.12 1021.55,1285.22 1023.4,1285.32 1023.75,1285.34 1025.26,1285.42 1027.11,1285.52 1028.97,1285.61 1030.83,1285.71 1032.68,1285.8 1034.54,1285.9 1036.39,1285.99 1038.25,1286.08 1040.11,1286.17 1041.96,1286.27 1043.82,1286.36 1045.67,1286.44 1047.53,1286.53 1049.39,1286.62 1051.16,1286.7 1051.24,1286.7 1053.1,1286.79 1054.95,1286.87 1056.81,1286.96 1058.67,1287.04 1060.52,1287.12 1062.38,1287.2 1064.23,1287.28 1066.09,1287.36 1067.94,1287.43 1069.8,1287.51 1071.66,1287.59 1073.51,1287.66 1075.37,1287.74 1077.22,1287.81 1079.08,1287.88 1080.94,1287.95 1082.79,1288.02 1083.78,1288.06 1084.65,1288.09 1086.5,1288.16 1088.36,1288.23 1090.22,1288.29 1092.07,1288.36 1093.93,1288.42 1095.78,1288.49 1097.64,1288.55 1099.49,1288.61 1101.35,1288.67 1103.21,1288.73 1105.06,1288.79 1106.92,1288.85 1108.77,1288.9 1110.63,1288.96 1112.49,1289.02 1114.34,1289.07 1116.2,1289.12 1118.05,1289.17 1119.91,1289.23 1121.77,1289.28 1123.62,1289.33 1125.48,1289.37 1127.25,1289.42 1127.33,1289.42 1129.19,1289.47 1131.04,1289.51 1132.9,1289.56 1134.76,1289.6 1136.61,1289.64 1138.47,1289.68 1140.32,1289.72 1142.18,1289.76 1144.04,1289.8 1145.89,1289.84 1147.75,1289.88 1149.6,1289.91 1151.46,1289.95 1153.32,1289.98 1155.17,1290.02 1157.03,1290.05 1158.88,1290.08 1160.74,1290.11 1162.6,1290.14 1164.45,1290.17 1166.31,1290.2 1168.16,1290.22 1170.02,1290.25 1171.87,1290.27 1173.73,1290.3 1175.59,1290.32 1177.44,1290.34 1179.3,1290.36 1181.15,1290.38 1183.01,1290.4 1184.87,1290.42 1186.72,1290.44 1188.58,1290.45 1190.43,1290.47 1192.29,1290.49 1194.15,1290.5 1196,1290.51 1197.86,1290.52 1199.71,1290.54 1201.57,1290.55 1203.42,1290.56 1205.28,1290.56 1207.14,1290.57 1208.99,1290.58 1210.85,1290.59 1212.7,1290.59 1214.56,1290.6 1216.42,1290.6 1218.27,1290.6 1220.13,1290.6 1221.98,1290.6 1223.84,1290.6 1225.7,1290.6 1227.55,1290.6 1229.41,1290.6 1231.26,1290.6 1233.12,1290.59 1234.97,1290.59 1236.83,1290.58 1238.69,1290.58 1240.54,1290.57 1242.4,1290.56 1244.25,1290.55 1246.11,1290.54 1247.97,1290.53 1249.82,1290.52 1251.68,1290.51 1253.53,1290.5 1255.39,1290.49 1257.25,1290.47 1259.1,1290.46 1260.96,1290.44 1262.81,1290.43 1264.67,1290.41 1266.52,1290.39 1268.38,1290.37 1270.24,1290.36 1272.09,1290.34 1273.95,1290.32 1275.8,1290.3 1277.66,1290.27 1279.52,1290.25 1281.37,1290.23 1283.23,1290.2 1285.08,1290.18 1286.94,1290.16 1288.8,1290.13 1290.65,1290.1 1292.51,1290.08 1294.36,1290.05 1296.22,1290.02 1298.08,1289.99 1299.93,1289.97 1301.79,1289.94 1303.64,1289.91 1305.5,1289.87 1307.35,1289.84 1309.21,1289.81 1311.07,1289.78 1312.92,1289.75 1314.78,1289.71 1316.63,1289.68 1318.49,1289.64 1320.35,1289.61 1322.2,1289.57 1324.06,1289.54 1325.91,1289.5 1327.77,1289.47 1329.63,1289.43 1330.07,1289.42 1331.48,1289.39 1333.34,1289.35 1335.19,1289.31 1337.05,1289.27 1338.9,1289.23 1340.76,1289.19 1342.62,1289.15 1344.47,1289.11 1346.33,1289.07 1348.18,1289.03 1350.04,1288.99 1351.9,1288.95 1353.75,1288.9 1355.61,1288.86 1357.46,1288.82 1359.32,1288.77 1361.18,1288.73 1363.03,1288.68 1364.89,1288.64 1366.74,1288.6 1368.6,1288.55 1370.45,1288.5 1372.31,1288.46 1374.17,1288.41 1376.02,1288.37 1377.88,1288.32 1379.73,1288.27 1381.59,1288.23 1383.45,1288.18 1385.3,1288.13 1387.16,1288.09 1388.22,1288.06 1389.01,1288.04 1390.87,1287.99 1392.73,1287.94 1394.58,1287.9 1396.44,1287.85 1398.29,1287.8 1400.15,1287.75 1402.01,1287.7 1403.86,1287.65 1405.72,1287.61 1407.57,1287.56 1409.43,1287.51 1411.28,1287.46 1413.14,1287.41 1415,1287.36 1416.85,1287.31 1418.71,1287.26 1420.56,1287.22 1422.42,1287.17 1424.28,1287.12 1426.13,1287.07 1427.99,1287.02 1429.84,1286.97 1431.7,1286.92 1433.56,1286.88 1435.41,1286.83 1437.27,1286.78 1439.12,1286.73 1440.3,1286.7 1440.98,1286.68 1442.83,1286.64 1444.69,1286.59 1446.55,1286.54 1448.4,1286.49 1450.26,1286.44 1452.11,1286.4 1453.97,1286.35 1455.83,1286.3 1457.68,1286.26 1459.54,1286.21 1461.39,1286.17 1463.25,1286.12 1465.11,1286.07 1466.96,1286.03 1468.82,1285.98 1470.67,1285.94 1472.53,1285.9 1474.38,1285.85 1476.24,1285.81 1478.1,1285.77 1479.95,1285.72 1481.81,1285.68 1483.66,1285.64 1485.52,1285.6 1487.38,1285.56 1489.23,1285.51 1491.09,1285.47 1492.94,1285.43 1494.8,1285.39 1496.66,1285.36 1497.29,1285.34 1498.51,1285.32 1500.37,1285.28 1502.22,1285.24 1504.08,1285.2 1505.93,1285.17 1507.79,1285.13 1509.65,1285.09 1511.5,1285.06 1513.36,1285.02 1515.21,1284.99 1517.07,1284.96 1518.93,1284.92 1520.78,1284.89 1522.64,1284.86 1524.49,1284.83 1526.35,1284.8 1528.21,1284.77 1530.06,1284.74 1531.92,1284.71 1533.77,1284.68 1535.63,1284.65 1537.49,1284.62 1539.34,1284.6 1541.2,1284.57 1543.05,1284.55 1544.91,1284.52 1546.76,1284.5 1548.62,1284.48 1550.48,1284.46 1552.33,1284.44 1554.19,1284.41 1556.04,1284.4 1557.9,1284.38 1559.76,1284.36 1561.61,1284.34 1563.47,1284.32 1565.32,1284.31 1567.18,1284.29 1569.04,1284.28 1570.89,1284.27 1572.75,1284.25 1574.6,1284.24 1576.46,1284.23 1578.31,1284.22 1580.17,1284.21 1582.03,1284.2 1583.88,1284.2 1585.74,1284.19 1587.59,1284.18 1589.45,1284.18 1591.31,1284.18 1593.16,1284.17 1595.02,1284.17 1596.87,1284.17 1598.73,1284.17 1600.59,1284.17 1602.44,1284.17 1604.3,1284.17 1606.15,1284.18 1608.01,1284.18 1609.86,1284.19 1611.72,1284.19 1613.58,1284.2 1615.43,1284.21 1617.29,1284.22 1619.14,1284.23 1621,1284.24 1622.86,1284.25 1624.71,1284.26 1626.57,1284.28 1628.42,1284.29 1630.28,1284.31 1632.14,1284.32 1633.99,1284.34 1635.85,1284.36 1637.7,1284.38 1639.56,1284.4 1641.42,1284.42 1643.27,1284.44 1645.13,1284.47 1646.98,1284.49 1648.84,1284.52 1650.69,1284.54 1652.55,1284.57 1654.41,1284.6 1656.26,1284.63 1658.12,1284.66 1659.97,1284.69 1661.83,1284.72 1663.69,1284.76 1665.54,1284.79 1667.4,1284.83 1669.25,1284.86 1671.11,1284.9 1672.97,1284.94 1674.82,1284.98 1676.68,1285.02 1678.53,1285.06 1680.39,1285.1 1682.24,1285.15 1684.1,1285.19 1685.96,1285.24 1687.81,1285.28 1689.67,1285.33 1690.13,1285.34 1691.52,1285.38 1693.38,1285.43 1695.24,1285.48 1697.09,1285.53 1698.95,1285.58 1700.8,1285.63 1702.66,1285.68 1704.52,1285.74 1706.37,1285.79 1708.23,1285.85 1710.08,1285.9 1711.94,1285.96 1713.79,1286.02 1715.65,1286.08 1717.51,1286.14 1719.36,1286.2 1721.22,1286.26 1723.07,1286.33 1724.93,1286.39 1726.79,1286.45 1728.64,1286.52 1730.5,1286.58 1732.35,1286.65 1733.73,1286.7 1734.21,1286.72 1736.07,1286.79 1737.92,1286.85 1739.78,1286.92 1741.63,1286.99 1743.49,1287.06 1745.35,1287.13 1747.2,1287.21 1749.06,1287.28 1750.91,1287.35 1752.77,1287.43 1754.62,1287.5 1756.48,1287.57 1758.34,1287.65 1760.19,1287.73 1762.05,1287.8 1763.9,1287.88 1765.76,1287.96 1767.62,1288.04 1768.19,1288.06 1769.47,1288.11 1771.33,1288.19 1773.18,1288.27 1775.04,1288.35 1776.9,1288.43 1778.75,1288.51 1780.61,1288.59 1782.46,1288.67 1784.32,1288.75 1786.17,1288.83 1788.03,1288.92 1789.89,1289 1791.74,1289.08 1793.6,1289.16 1795.45,1289.25 1797.31,1289.33 1799.17,1289.41 1799.31,1289.42 1801.02,1289.5 1802.88,1289.58 1804.73,1289.66 1806.59,1289.74 1808.45,1289.83 1810.3,1289.91 1812.16,1289.99 1814.01,1290.08 1815.87,1290.16 1817.72,1290.24 1819.58,1290.32 1821.44,1290.41 1823.29,1290.49 1825.15,1290.57 1827,1290.65 1828.86,1290.74 1829.84,1290.78 1830.72,1290.82 1832.57,1290.9 1834.43,1290.98 1836.28,1291.06 1838.14,1291.14 1840,1291.22 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1977.33,1249.29 1975.48,1249.4 1973.62,1249.51 1971.76,1249.6 1969.91,1249.7 1968.05,1249.78 1966.2,1249.86 1964.34,1249.94 1962.64,1250.01 1962.48,1250.01 1960.63,1250.08 1958.77,1250.14 1956.92,1250.19 1955.06,1250.24 1953.2,1250.29 1951.35,1250.33 1949.49,1250.37 1947.64,1250.4 1945.78,1250.43 1943.93,1250.45 1942.07,1250.47 1940.21,1250.48 1938.36,1250.5 1936.5,1250.5 1934.65,1250.51 1932.79,1250.51 1930.93,1250.5 1929.08,1250.5 1927.22,1250.49 1925.37,1250.47 1923.51,1250.45 1921.65,1250.43 1919.8,1250.41 1917.94,1250.38 1916.09,1250.35 1914.23,1250.32 1912.38,1250.28 1910.52,1250.24 1908.66,1250.2 1906.81,1250.16 1904.95,1250.11 1903.1,1250.06 1901.24,1250.01 1901.14,1250.01 1899.38,1249.95 1897.53,1249.9 1895.67,1249.84 1893.82,1249.77 1891.96,1249.71 1890.1,1249.64 1888.25,1249.58 1886.39,1249.51 1884.54,1249.43 1882.68,1249.36 1880.83,1249.28 1878.97,1249.21 1877.11,1249.13 1875.26,1249.04 1873.4,1248.96 1871.55,1248.88 1869.69,1248.79 1867.83,1248.71 1866.59,1248.65 1865.98,1248.62 1864.12,1248.53 1862.27,1248.43 1860.41,1248.34 1858.55,1248.25 1856.7,1248.15 1854.84,1248.06 1852.99,1247.96 1851.13,1247.86 1849.27,1247.76 1847.42,1247.66 1845.56,1247.56 1843.71,1247.46 1841.85,1247.36 1840.62,1247.29 1840,1247.25 1838.14,1247.15 1836.28,1247.04 1834.43,1246.94 1832.57,1246.83 1830.72,1246.72 1828.86,1246.62 1827,1246.51 1825.15,1246.4 1823.29,1246.29 1821.44,1246.18 1819.58,1246.07 1817.72,1245.97 1817.1,1245.93 1815.87,1245.86 1814.01,1245.74 1812.16,1245.63 1810.3,1245.52 1808.45,1245.41 1806.59,1245.3 1804.73,1245.19 1802.88,1245.08 1801.02,1244.97 1799.17,1244.86 1797.31,1244.75 1795.45,1244.64 1794.19,1244.57 1793.6,1244.53 1791.74,1244.42 1789.89,1244.31 1788.03,1244.2 1786.17,1244.1 1784.32,1243.99 1782.46,1243.88 1780.61,1243.77 1778.75,1243.66 1776.9,1243.56 1775.04,1243.45 1773.18,1243.35 1771.33,1243.24 1770.75,1243.21 1769.47,1243.14 1767.62,1243.03 1765.76,1242.93 1763.9,1242.83 1762.05,1242.72 1760.19,1242.62 1758.34,1242.52 1756.48,1242.42 1754.62,1242.32 1752.77,1242.22 1750.91,1242.13 1749.06,1242.03 1747.2,1241.93 1745.57,1241.85 1745.35,1241.84 1743.49,1241.74 1741.63,1241.65 1739.78,1241.56 1737.92,1241.47 1736.07,1241.38 1734.21,1241.29 1732.35,1241.2 1730.5,1241.11 1728.64,1241.02 1726.79,1240.94 1724.93,1240.85 1723.07,1240.77 1721.22,1240.69 1719.36,1240.61 1717.51,1240.53 1716.67,1240.49 1715.65,1240.45 1713.79,1240.37 1711.94,1240.29 1710.08,1240.22 1708.23,1240.14 1706.37,1240.07 1704.52,1240 1702.66,1239.93 1700.8,1239.86 1698.95,1239.79 1697.09,1239.72 1695.24,1239.66 1693.38,1239.59 1691.52,1239.53 1689.67,1239.47 1687.81,1239.41 1685.96,1239.35 1684.1,1239.29 1682.24,1239.24 1680.39,1239.18 1678.7,1239.13 1678.53,1239.13 1676.68,1239.08 1674.82,1239.02 1672.97,1238.97 1671.11,1238.93 1669.25,1238.88 1667.4,1238.83 1665.54,1238.79 1663.69,1238.75 1661.83,1238.7 1659.97,1238.66 1658.12,1238.63 1656.26,1238.59 1654.41,1238.55 1652.55,1238.52 1650.69,1238.48 1648.84,1238.45 1646.98,1238.42 1645.13,1238.39 1643.27,1238.37 1641.42,1238.34 1639.56,1238.32 1637.7,1238.29 1635.85,1238.27 1633.99,1238.25 1632.14,1238.23 1630.28,1238.21 1628.42,1238.2 1626.57,1238.18 1624.71,1238.17 1622.86,1238.16 1621,1238.15 1619.14,1238.14 1617.29,1238.13 1615.43,1238.12 1613.58,1238.12 1611.72,1238.11 1609.86,1238.11 1608.01,1238.11 1606.15,1238.11 1604.3,1238.11 1602.44,1238.11 1600.59,1238.12 1598.73,1238.12 1596.87,1238.13 1595.02,1238.13 1593.16,1238.14 1591.31,1238.15 1589.45,1238.17 1587.59,1238.18 1585.74,1238.19 1583.88,1238.21 1582.03,1238.22 1580.17,1238.24 1578.31,1238.26 1576.46,1238.28 1574.6,1238.3 1572.75,1238.32 1570.89,1238.35 1569.04,1238.37 1567.18,1238.4 1565.32,1238.43 1563.47,1238.45 1561.61,1238.48 1559.76,1238.51 1557.9,1238.55 1556.04,1238.58 1554.19,1238.61 1552.33,1238.65 1550.48,1238.68 1548.62,1238.72 1546.76,1238.76 1544.91,1238.8 1543.05,1238.84 1541.2,1238.88 1539.34,1238.92 1537.49,1238.96 1535.63,1239.01 1533.77,1239.05 1531.92,1239.1 1530.47,1239.13 1530.06,1239.14 1528.21,1239.19 1526.35,1239.24 1524.49,1239.29 1522.64,1239.34 1520.78,1239.39 1518.93,1239.44 1517.07,1239.49 1515.21,1239.54 1513.36,1239.6 1511.5,1239.65 1509.65,1239.71 1507.79,1239.76 1505.93,1239.82 1504.08,1239.88 1502.22,1239.93 1500.37,1239.99 1498.51,1240.05 1496.66,1240.11 1494.8,1240.17 1492.94,1240.24 1491.09,1240.3 1489.23,1240.36 1487.38,1240.42 1485.52,1240.49 1485.41,1240.49 1483.66,1240.55 1481.81,1240.62 1479.95,1240.68 1478.1,1240.75 1476.24,1240.81 1474.38,1240.88 1472.53,1240.95 1470.67,1241.01 1468.82,1241.08 1466.96,1241.15 1465.11,1241.22 1463.25,1241.29 1461.39,1241.36 1459.54,1241.43 1457.68,1241.5 1455.83,1241.57 1453.97,1241.64 1452.11,1241.71 1450.26,1241.78 1448.4,1241.85 1448.4,1241.85 1446.55,1241.92 1444.69,1241.99 1442.83,1242.07 1440.98,1242.14 1439.12,1242.21 1437.27,1242.28 1435.41,1242.35 1433.56,1242.43 1431.7,1242.5 1429.84,1242.57 1427.99,1242.64 1426.13,1242.72 1424.28,1242.79 1422.42,1242.86 1420.56,1242.94 1418.71,1243.01 1416.85,1243.08 1415,1243.16 1413.67,1243.21 1413.14,1243.23 1411.28,1243.3 1409.43,1243.38 1407.57,1243.45 1405.72,1243.52 1403.86,1243.59 1402.01,1243.67 1400.15,1243.74 1398.29,1243.81 1396.44,1243.88 1394.58,1243.95 1392.73,1244.02 1390.87,1244.1 1389.01,1244.17 1387.16,1244.24 1385.3,1244.31 1383.45,1244.38 1381.59,1244.45 1379.73,1244.52 1378.44,1244.57 1377.88,1244.59 1376.02,1244.66 1374.17,1244.73 1372.31,1244.8 1370.45,1244.86 1368.6,1244.93 1366.74,1245 1364.89,1245.07 1363.03,1245.13 1361.18,1245.2 1359.32,1245.26 1357.46,1245.33 1355.61,1245.39 1353.75,1245.46 1351.9,1245.52 1350.04,1245.58 1348.18,1245.65 1346.33,1245.71 1344.47,1245.77 1342.62,1245.83 1340.76,1245.89 1339.72,1245.93 1338.9,1245.95 1337.05,1246.01 1335.19,1246.07 1333.34,1246.13 1331.48,1246.19 1329.63,1246.24 1327.77,1246.3 1325.91,1246.36 1324.06,1246.41 1322.2,1246.47 1320.35,1246.52 1318.49,1246.57 1316.63,1246.62 1314.78,1246.68 1312.92,1246.73 1311.07,1246.78 1309.21,1246.83 1307.35,1246.88 1305.5,1246.92 1303.64,1246.97 1301.79,1247.02 1299.93,1247.06 1298.08,1247.11 1296.22,1247.15 1294.36,1247.2 1292.51,1247.24 1290.65,1247.28 1290.28,1247.29 1288.8,1247.32 1286.94,1247.36 1285.08,1247.4 1283.23,1247.44 1281.37,1247.47 1279.52,1247.51 1277.66,1247.54 1275.8,1247.58 1273.95,1247.61 1272.09,1247.64 1270.24,1247.68 1268.38,1247.71 1266.52,1247.74 1264.67,1247.76 1262.81,1247.79 1260.96,1247.82 1259.1,1247.84 1257.25,1247.87 1255.39,1247.89 1253.53,1247.92 1251.68,1247.94 1249.82,1247.96 1247.97,1247.98 1246.11,1248 1244.25,1248.01 1242.4,1248.03 1240.54,1248.05 1238.69,1248.06 1236.83,1248.07 1234.97,1248.09 1233.12,1248.1 1231.26,1248.11 1229.41,1248.12 1227.55,1248.13 1225.7,1248.13 1223.84,1248.14 1221.98,1248.14 1220.13,1248.15 1218.27,1248.15 1216.42,1248.15 1214.56,1248.15 1212.7,1248.15 1210.85,1248.15 1208.99,1248.14 1207.14,1248.14 1205.28,1248.13 1203.42,1248.13 1201.57,1248.12 1199.71,1248.11 1197.86,1248.1 1196,1248.09 1194.15,1248.08 1192.29,1248.06 1190.43,1248.05 1188.58,1248.03 1186.72,1248.01 1184.87,1247.99 1183.01,1247.97 1181.15,1247.95 1179.3,1247.93 1177.44,1247.91 1175.59,1247.88 1173.73,1247.85 1171.87,1247.83 1170.02,1247.8 1168.16,1247.77 1166.31,1247.74 1164.45,1247.71 1162.6,1247.67 1160.74,1247.64 1158.88,1247.6 1157.03,1247.56 1155.17,1247.53 1153.32,1247.49 1151.46,1247.44 1149.6,1247.4 1147.75,1247.36 1145.89,1247.31 1144.82,1247.29 1144.04,1247.27 1142.18,1247.22 1140.32,1247.17 1138.47,1247.12 1136.61,1247.07 1134.76,1247.02 1132.9,1246.96 1131.04,1246.91 1129.19,1246.85 1127.33,1246.79 1125.48,1246.73 1123.62,1246.67 1121.77,1246.61 1119.91,1246.55 1118.05,1246.48 1116.2,1246.42 1114.34,1246.35 1112.49,1246.28 1110.63,1246.21 1108.77,1246.14 1106.92,1246.07 1105.06,1246 1103.37,1245.93 1103.21,1245.92 1101.35,1245.85 1099.49,1245.77 1097.64,1245.69 1095.78,1245.61 1093.93,1245.53 1092.07,1245.44 1090.22,1245.36 1088.36,1245.27 1086.5,1245.19 1084.65,1245.1 1082.79,1245.01 1080.94,1244.92 1079.08,1244.83 1077.22,1244.74 1075.37,1244.64 1073.92,1244.57 1073.51,1244.55 1071.66,1244.45 1069.8,1244.35 1067.94,1244.25 1066.09,1244.15 1064.23,1244.05 1062.38,1243.95 1060.52,1243.84 1058.67,1243.74 1056.81,1243.63 1054.95,1243.52 1053.1,1243.41 1051.24,1243.3 1049.74,1243.21 1049.39,1243.19 1047.53,1243.07 1045.67,1242.96 1043.82,1242.84 1041.96,1242.73 1040.11,1242.61 1038.25,1242.49 1036.39,1242.37 1034.54,1242.24 1032.68,1242.12 1030.83,1242 1028.97,1241.87 1028.65,1241.85 1027.11,1241.75 1025.26,1241.62 1023.4,1241.49 1021.55,1241.36 1019.69,1241.22 1017.84,1241.09 1015.98,1240.96 1014.12,1240.82 1012.27,1240.68 1010.41,1240.55 1009.67,1240.49 1008.56,1240.41 1006.7,1240.27 1004.84,1240.13 1002.99,1239.98 1001.13,1239.84 999.277,1239.69 997.421,1239.55 995.565,1239.4 993.709,1239.25 992.196,1239.13 991.853,1239.1 989.997,1238.95 988.141,1238.8 986.285,1238.65 984.429,1238.49 982.574,1238.34 980.718,1238.18 978.862,1238.03 977.006,1237.87 975.882,1237.77 975.15,1237.71 973.294,1237.55 971.438,1237.39 969.582,1237.22 967.726,1237.06 965.87,1236.9 964.015,1236.73 962.159,1236.57 960.474,1236.41 960.303,1236.4 958.447,1236.23 956.591,1236.06 954.735,1235.89 952.879,1235.72 951.023,1235.54 949.167,1235.37 947.312,1235.2 945.798,1235.06 945.456,1235.02 943.6,1234.85 941.744,1234.67 939.888,1234.49 938.032,1234.31 936.176,1234.13 934.32,1233.95 932.464,1233.77 931.716,1233.7 930.609,1233.59 928.753,1233.4 926.897,1233.22 925.041,1233.03 923.185,1232.85 921.329,1232.66 919.473,1232.47 918.124,1232.34 917.617,1232.29 915.761,1232.1 913.906,1231.91 912.05,1231.71 910.194,1231.52 908.338,1231.33 906.482,1231.14 904.937,1230.98 904.626,1230.95 902.77,1230.75 900.914,1230.55 899.058,1230.36 897.202,1230.16 895.347,1229.97 893.491,1229.77 892.087,1229.62 891.635,1229.57 889.779,1229.37 887.923,1229.17 886.067,1228.97 884.211,1228.77 882.355,1228.57 880.499,1228.37 879.514,1228.26 878.644,1228.16 876.788,1227.96 874.932,1227.76 873.076,1227.55 871.22,1227.35 869.364,1227.14 867.508,1226.94 867.165,1226.9 865.652,1226.73 863.796,1226.53 861.941,1226.32 860.085,1226.11 858.229,1225.9 856.373,1225.7 854.994,1225.54 854.517,1225.49 852.661,1225.28 850.805,1225.07 848.949,1224.86 847.093,1224.65 845.238,1224.44 843.382,1224.23 842.96,1224.18 841.526,1224.02 839.67,1223.81 837.814,1223.6 835.958,1223.38 834.102,1223.17 832.246,1222.96 831.021,1222.82 830.39,1222.75 828.535,1222.54 826.679,1222.33 824.823,1222.11 822.967,1221.9 821.111,1221.69 819.255,1221.48 819.14,1221.46 817.399,1221.26 815.543,1221.05 813.687,1220.84 811.831,1220.63 809.976,1220.41 808.12,1220.2 807.278,1220.11 806.264,1219.99 804.408,1219.78 802.552,1219.56 800.696,1219.35 798.84,1219.14 796.984,1218.93 795.396,1218.75 795.128,1218.72 793.273,1218.5 791.417,1218.29 789.561,1218.08 787.705,1217.87 785.849,1217.66 783.993,1217.45 783.453,1217.39 782.137,1217.24 780.281,1217.03 778.425,1216.82 776.57,1216.61 774.714,1216.4 772.858,1216.19 771.405,1216.03 771.002,1215.98 769.146,1215.77 767.29,1215.57 765.434,1215.36 763.578,1215.15 761.722,1214.95 759.867,1214.74 759.202,1214.67 758.011,1214.54 756.155,1214.33 754.299,1214.13 752.443,1213.92 750.587,1213.72 748.731,1213.52 746.875,1213.32 746.79,1213.31 745.019,1213.12 743.163,1212.92 741.308,1212.72 739.452,1212.52 737.596,1212.32 735.74,1212.12 734.101,1211.95 733.884,1211.93 732.028,1211.73 730.172,1211.54 728.316,1211.34 726.46,1211.15 724.605,1210.96 722.749,1210.76 721.055,1210.59 720.893,1210.57 719.037,1210.38 717.181,1210.19 715.325,1210.01 713.469,1209.82 711.613,1209.63 709.757,1209.45 707.902,1209.27 707.552,1209.23 706.046,1209.08 704.19,1208.9 702.334,1208.72 700.478,1208.54 698.622,1208.36 696.766,1208.18 694.91,1208.01 693.463,1207.87 693.054,1207.83 691.199,1207.66 689.343,1207.49 687.487,1207.31 685.631,1207.14 683.775,1206.98 681.919,1206.81 680.063,1206.64 678.613,1206.51 678.207,1206.48 676.351,1206.31 674.495,1206.15 672.64,1205.99 670.784,1205.83 668.928,1205.67 667.072,1205.51 665.216,1205.36 663.36,1205.2 662.755,1205.16 661.504,1205.05 659.648,1204.9 657.792,1204.75 655.937,1204.6 654.081,1204.45 652.225,1204.31 650.369,1204.16 648.513,1204.02 646.657,1203.88 645.514,1203.8 644.801,1203.74 642.945,1203.6 641.089,1203.47 639.234,1203.33 637.378,1203.2 635.522,1203.07 633.666,1202.94 631.81,1202.81 629.954,1202.68 628.098,1202.56 626.282,1202.44 626.242,1202.43 624.386,1202.31 622.531,1202.19 620.675,1202.07 618.819,1201.95 616.963,1201.84 615.107,1201.73 613.251,1201.61 611.395,1201.5 609.539,1201.4 607.683,1201.29 605.827,1201.18 603.972,1201.08 603.915,1201.08 602.116,1200.98 600.26,1200.88 598.404,1200.78 596.548,1200.68 594.692,1200.59 592.836,1200.49 590.98,1200.4 589.124,1200.31 587.269,1200.22 585.413,1200.14 583.557,1200.05 581.701,1199.97 579.845,1199.89 577.989,1199.81 576.133,1199.73 575.805,1199.72 574.277,1199.66 572.421,1199.58 570.566,1199.51 568.71,1199.44 566.854,1199.37 564.998,1199.3 563.142,1199.23 561.286,1199.17 559.43,1199.1 557.574,1199.04 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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "([0.08691240365516748, -0.7110543316236788], \"error\")"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "NCG(TF[7], wf=1, plt=plt, Plotf=1, plotatend=true, printing=false)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "7ef158ae-62a4-423e-8401-5314f48fd8f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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1973.62,1300.41 1971.76,1300.47 1969.91,1300.53 1968.05,1300.59 1966.2,1300.64 1964.34,1300.69 1962.48,1300.73 1960.63,1300.77 1958.77,1300.81 1956.92,1300.84 1955.06,1300.87 1953.2,1300.9 1951.35,1300.92 1949.49,1300.95 1947.64,1300.96 1945.78,1300.98 1943.93,1300.99 1942.07,1301 1940.21,1301.01 1938.36,1301.01 1936.5,1301.01 1934.65,1301.01 1932.79,1301.01 1930.93,1301 1929.08,1300.99 1927.22,1300.98 1925.37,1300.96 1923.51,1300.95 1921.65,1300.93 1919.8,1300.91 1917.94,1300.89 1916.09,1300.86 1914.23,1300.83 1912.38,1300.8 1910.52,1300.77 1908.66,1300.74 1906.81,1300.7 1904.95,1300.67 1903.1,1300.63 1901.24,1300.59 1899.38,1300.55 1897.53,1300.5 1895.67,1300.46 1893.82,1300.41 1891.96,1300.36 1890.1,1300.31 1889.3,1300.29 1888.25,1300.26 1886.39,1300.21 1884.54,1300.16 1882.68,1300.1 1880.83,1300.04 1878.97,1299.99 1877.11,1299.93 1875.26,1299.87 1873.4,1299.8 1871.55,1299.74 1869.69,1299.68 1867.83,1299.61 1865.98,1299.55 1864.12,1299.48 1862.27,1299.42 1860.41,1299.35 1858.55,1299.28 1856.7,1299.21 1854.84,1299.14 1852.99,1299.07 1851.13,1299 1849.48,1298.93 1849.27,1298.93 1847.42,1298.85 1845.56,1298.78 1843.71,1298.7 1841.85,1298.63 1840,1298.55 1838.14,1298.48 1836.28,1298.4 1834.43,1298.32 1832.57,1298.25 1830.72,1298.17 1828.86,1298.09 1827,1298.01 1825.15,1297.94 1823.29,1297.86 1821.44,1297.78 1819.58,1297.7 1817.72,1297.62 1816.62,1297.57 1815.87,1297.54 1814.01,1297.46 1812.16,1297.38 1810.3,1297.3 1808.45,1297.22 1806.59,1297.14 1804.73,1297.06 1802.88,1296.98 1801.02,1296.9 1799.17,1296.82 1797.31,1296.75 1795.45,1296.67 1793.6,1296.59 1791.74,1296.51 1789.89,1296.43 1788.03,1296.35 1786.17,1296.27 1784.77,1296.21 1784.32,1296.2 1782.46,1296.12 1780.61,1296.04 1778.75,1295.96 1776.9,1295.89 1775.04,1295.81 1773.18,1295.73 1771.33,1295.66 1769.47,1295.58 1767.62,1295.51 1765.76,1295.43 1763.9,1295.36 1762.05,1295.28 1760.19,1295.21 1758.34,1295.14 1756.48,1295.07 1754.62,1294.99 1752.77,1294.92 1750.98,1294.86 1750.91,1294.85 1749.06,1294.78 1747.2,1294.71 1745.35,1294.64 1743.49,1294.58 1741.63,1294.51 1739.78,1294.44 1737.92,1294.37 1736.07,1294.31 1734.21,1294.24 1732.35,1294.18 1730.5,1294.12 1728.64,1294.05 1726.79,1293.99 1724.93,1293.93 1723.07,1293.87 1721.22,1293.81 1719.36,1293.75 1717.51,1293.69 1715.65,1293.63 1713.79,1293.58 1711.94,1293.52 1711.12,1293.5 1710.08,1293.47 1708.23,1293.41 1706.37,1293.36 1704.52,1293.3 1702.66,1293.25 1700.8,1293.2 1698.95,1293.15 1697.09,1293.1 1695.24,1293.05 1693.38,1293 1691.52,1292.96 1689.67,1292.91 1687.81,1292.87 1685.96,1292.82 1684.1,1292.78 1682.24,1292.73 1680.39,1292.69 1678.53,1292.65 1676.68,1292.61 1674.82,1292.57 1672.97,1292.54 1671.11,1292.5 1669.25,1292.46 1667.4,1292.43 1665.54,1292.39 1663.69,1292.36 1661.83,1292.33 1659.97,1292.3 1658.12,1292.27 1656.26,1292.24 1654.41,1292.21 1652.55,1292.18 1650.69,1292.15 1649.52,1292.14 1648.84,1292.13 1646.98,1292.1 1645.13,1292.08 1643.27,1292.06 1641.42,1292.03 1639.56,1292.01 1637.7,1291.99 1635.85,1291.97 1633.99,1291.95 1632.14,1291.94 1630.28,1291.92 1628.42,1291.9 1626.57,1291.89 1624.71,1291.88 1622.86,1291.86 1621,1291.85 1619.14,1291.84 1617.29,1291.83 1615.43,1291.82 1613.58,1291.81 1611.72,1291.8 1609.86,1291.8 1608.01,1291.79 1606.15,1291.79 1604.3,1291.78 1602.44,1291.78 1600.59,1291.78 1598.73,1291.78 1596.87,1291.78 1595.02,1291.78 1593.16,1291.78 1591.31,1291.78 1589.45,1291.78 1587.59,1291.79 1585.74,1291.79 1583.88,1291.8 1582.03,1291.8 1580.17,1291.81 1578.31,1291.82 1576.46,1291.83 1574.6,1291.84 1572.75,1291.85 1570.89,1291.86 1569.04,1291.87 1567.18,1291.88 1565.32,1291.9 1563.47,1291.91 1561.61,1291.93 1559.76,1291.94 1557.9,1291.96 1556.04,1291.98 1554.19,1292 1552.33,1292.01 1550.48,1292.03 1548.62,1292.05 1546.76,1292.08 1544.91,1292.1 1543.05,1292.12 1541.57,1292.14 1541.2,1292.14 1539.34,1292.17 1537.49,1292.19 1535.63,1292.21 1533.77,1292.24 1531.92,1292.27 1530.06,1292.29 1528.21,1292.32 1526.35,1292.35 1524.49,1292.38 1522.64,1292.4 1520.78,1292.43 1518.93,1292.46 1517.07,1292.49 1515.21,1292.53 1513.36,1292.56 1511.5,1292.59 1509.65,1292.62 1507.79,1292.66 1505.93,1292.69 1504.08,1292.72 1502.22,1292.76 1500.37,1292.79 1498.51,1292.83 1496.66,1292.87 1494.8,1292.9 1492.94,1292.94 1491.09,1292.98 1489.23,1293.02 1487.38,1293.05 1485.52,1293.09 1483.66,1293.13 1481.81,1293.17 1479.95,1293.21 1478.1,1293.25 1476.24,1293.29 1474.38,1293.33 1472.53,1293.37 1470.67,1293.41 1468.82,1293.46 1467.06,1293.5 1466.96,1293.5 1465.11,1293.54 1463.25,1293.58 1461.39,1293.63 1459.54,1293.67 1457.68,1293.71 1455.83,1293.75 1453.97,1293.8 1452.11,1293.84 1450.26,1293.89 1448.4,1293.93 1446.55,1293.97 1444.69,1294.02 1442.83,1294.06 1440.98,1294.11 1439.12,1294.15 1437.27,1294.2 1435.41,1294.24 1433.56,1294.29 1431.7,1294.33 1429.84,1294.38 1427.99,1294.43 1426.13,1294.47 1424.28,1294.52 1422.42,1294.56 1420.56,1294.61 1418.71,1294.66 1416.85,1294.7 1415,1294.75 1413.14,1294.79 1411.28,1294.84 1410.6,1294.86 1409.43,1294.88 1407.57,1294.93 1405.72,1294.98 1403.86,1295.02 1402.01,1295.07 1400.15,1295.11 1398.29,1295.16 1396.44,1295.2 1394.58,1295.25 1392.73,1295.29 1390.87,1295.34 1389.01,1295.38 1387.16,1295.43 1385.3,1295.47 1383.45,1295.51 1381.59,1295.56 1379.73,1295.6 1377.88,1295.65 1376.02,1295.69 1374.17,1295.73 1372.31,1295.78 1370.45,1295.82 1368.6,1295.86 1366.74,1295.9 1364.89,1295.95 1363.03,1295.99 1361.18,1296.03 1359.32,1296.07 1357.46,1296.11 1355.61,1296.15 1353.75,1296.19 1352.73,1296.21 1351.9,1296.23 1350.04,1296.27 1348.18,1296.31 1346.33,1296.35 1344.47,1296.39 1342.62,1296.43 1340.76,1296.46 1338.9,1296.5 1337.05,1296.54 1335.19,1296.58 1333.34,1296.61 1331.48,1296.65 1329.63,1296.68 1327.77,1296.72 1325.91,1296.75 1324.06,1296.79 1322.2,1296.82 1320.35,1296.85 1318.49,1296.89 1316.63,1296.92 1314.78,1296.95 1312.92,1296.98 1311.07,1297.01 1309.21,1297.04 1307.35,1297.07 1305.5,1297.1 1303.64,1297.13 1301.79,1297.16 1299.93,1297.19 1298.08,1297.21 1296.22,1297.24 1294.36,1297.27 1292.51,1297.29 1290.65,1297.32 1288.8,1297.34 1286.94,1297.36 1285.08,1297.39 1283.23,1297.41 1281.37,1297.43 1279.52,1297.45 1277.66,1297.47 1275.8,1297.49 1273.95,1297.51 1272.09,1297.53 1270.24,1297.55 1268.38,1297.57 1267.57,1297.57 1266.52,1297.58 1264.67,1297.6 1262.81,1297.61 1260.96,1297.63 1259.1,1297.64 1257.25,1297.66 1255.39,1297.67 1253.53,1297.68 1251.68,1297.69 1249.82,1297.7 1247.97,1297.71 1246.11,1297.72 1244.25,1297.73 1242.4,1297.74 1240.54,1297.74 1238.69,1297.75 1236.83,1297.75 1234.97,1297.76 1233.12,1297.76 1231.26,1297.77 1229.41,1297.77 1227.55,1297.77 1225.7,1297.77 1223.84,1297.77 1221.98,1297.77 1220.13,1297.77 1218.27,1297.77 1216.42,1297.76 1214.56,1297.76 1212.7,1297.75 1210.85,1297.75 1208.99,1297.74 1207.14,1297.73 1205.28,1297.73 1203.42,1297.72 1201.57,1297.71 1199.71,1297.7 1197.86,1297.69 1196,1297.67 1194.15,1297.66 1192.29,1297.65 1190.43,1297.63 1188.58,1297.62 1186.72,1297.6 1184.87,1297.58 1183.88,1297.57 1183.01,1297.57 1181.15,1297.55 1179.3,1297.53 1177.44,1297.51 1175.59,1297.48 1173.73,1297.46 1171.87,1297.44 1170.02,1297.41 1168.16,1297.39 1166.31,1297.36 1164.45,1297.34 1162.6,1297.31 1160.74,1297.28 1158.88,1297.25 1157.03,1297.22 1155.17,1297.19 1153.32,1297.16 1151.46,1297.12 1149.6,1297.09 1147.75,1297.05 1145.89,1297.02 1144.04,1296.98 1142.18,1296.94 1140.32,1296.9 1138.47,1296.87 1136.61,1296.83 1134.76,1296.78 1132.9,1296.74 1131.04,1296.7 1129.19,1296.66 1127.33,1296.61 1125.48,1296.57 1123.62,1296.52 1121.77,1296.47 1119.91,1296.42 1118.05,1296.37 1116.2,1296.32 1114.34,1296.27 1112.49,1296.22 1112.26,1296.21 1110.63,1296.17 1108.77,1296.11 1106.92,1296.06 1105.06,1296 1103.21,1295.95 1101.35,1295.89 1099.49,1295.83 1097.64,1295.77 1095.78,1295.71 1093.93,1295.65 1092.07,1295.59 1090.22,1295.52 1088.36,1295.46 1086.5,1295.4 1084.65,1295.33 1082.79,1295.26 1080.94,1295.2 1079.08,1295.13 1077.22,1295.06 1075.37,1294.99 1073.51,1294.92 1071.86,1294.86 1071.66,1294.85 1069.8,1294.77 1067.94,1294.7 1066.09,1294.63 1064.23,1294.55 1062.38,1294.47 1060.52,1294.4 1058.67,1294.32 1056.81,1294.24 1054.95,1294.16 1053.1,1294.08 1051.24,1294 1049.39,1293.92 1047.53,1293.83 1045.67,1293.75 1043.82,1293.66 1041.96,1293.58 1040.19,1293.5 1040.11,1293.49 1038.25,1293.4 1036.39,1293.32 1034.54,1293.23 1032.68,1293.14 1030.83,1293.05 1028.97,1292.95 1027.11,1292.86 1025.26,1292.77 1023.4,1292.67 1021.55,1292.58 1019.69,1292.48 1017.84,1292.39 1015.98,1292.29 1014.12,1292.19 1013.08,1292.14 1012.27,1292.09 1010.41,1291.99 1008.56,1291.89 1006.7,1291.79 1004.84,1291.69 1002.99,1291.59 1001.13,1291.48 999.277,1291.38 997.421,1291.27 995.565,1291.17 993.709,1291.06 991.853,1290.95 989.997,1290.85 988.823,1290.78 988.141,1290.74 986.285,1290.63 984.429,1290.52 982.574,1290.41 980.718,1290.29 978.862,1290.18 977.006,1290.07 975.15,1289.96 973.294,1289.84 971.438,1289.73 969.582,1289.61 967.726,1289.49 966.529,1289.42 965.87,1289.38 964.015,1289.26 962.159,1289.14 960.303,1289.02 958.447,1288.9 956.591,1288.78 954.735,1288.66 952.879,1288.54 951.023,1288.42 949.167,1288.29 947.312,1288.17 945.652,1288.06 945.456,1288.05 943.6,1287.92 941.744,1287.8 939.888,1287.67 938.032,1287.54 936.176,1287.42 934.32,1287.29 932.464,1287.16 930.609,1287.03 928.753,1286.9 926.897,1286.78 925.832,1286.7 925.041,1286.65 923.185,1286.51 921.329,1286.38 919.473,1286.25 917.617,1286.12 915.761,1285.99 913.906,1285.85 912.05,1285.72 910.194,1285.59 908.338,1285.45 906.803,1285.34 906.482,1285.32 904.626,1285.18 902.77,1285.05 900.914,1284.91 899.058,1284.77 897.202,1284.64 895.347,1284.5 893.491,1284.36 891.635,1284.23 889.779,1284.09 888.369,1283.98 887.923,1283.95 886.067,1283.81 884.211,1283.67 882.355,1283.53 880.499,1283.39 878.644,1283.25 876.788,1283.11 874.932,1282.97 873.076,1282.83 871.22,1282.69 870.366,1282.62 869.364,1282.55 867.508,1282.4 865.652,1282.26 863.796,1282.12 861.941,1281.98 860.085,1281.84 858.229,1281.69 856.373,1281.55 854.517,1281.41 852.661,1281.27 852.656,1281.26 850.805,1281.12 848.949,1280.98 847.093,1280.83 845.238,1280.69 843.382,1280.55 841.526,1280.4 839.67,1280.26 837.814,1280.11 835.958,1279.97 835.117,1279.91 834.102,1279.83 832.246,1279.68 830.39,1279.54 828.535,1279.39 826.679,1279.25 824.823,1279.1 822.967,1278.96 821.111,1278.82 819.255,1278.67 817.63,1278.55 817.399,1278.53 815.543,1278.38 813.687,1278.24 811.831,1278.1 809.976,1277.95 808.12,1277.81 806.264,1277.66 804.408,1277.52 802.552,1277.38 800.696,1277.24 800.075,1277.19 798.84,1277.09 796.984,1276.95 795.128,1276.81 793.273,1276.66 791.417,1276.52 789.561,1276.38 787.705,1276.24 785.849,1276.1 783.993,1275.95 782.327,1275.83 782.137,1275.81 780.281,1275.67 778.425,1275.53 776.57,1275.39 774.714,1275.25 772.858,1275.11 771.002,1274.97 769.146,1274.83 767.29,1274.7 765.434,1274.56 764.24,1274.47 763.578,1274.42 761.722,1274.28 759.867,1274.14 758.011,1274.01 756.155,1273.87 754.299,1273.74 752.443,1273.6 750.587,1273.47 748.731,1273.33 746.875,1273.2 745.645,1273.11 745.019,1273.07 743.163,1272.93 741.308,1272.8 739.452,1272.67 737.596,1272.54 735.74,1272.4 733.884,1272.27 732.028,1272.14 730.172,1272.02 728.316,1271.89 726.46,1271.76 726.322,1271.75 724.605,1271.63 722.749,1271.51 720.893,1271.38 719.037,1271.25 717.181,1271.13 715.325,1271 713.469,1270.88 711.613,1270.76 709.757,1270.64 707.902,1270.52 706.046,1270.4 705.975,1270.39 704.19,1270.28 702.334,1270.16 700.478,1270.04 698.622,1269.92 696.766,1269.8 694.91,1269.69 693.054,1269.57 691.199,1269.46 689.343,1269.34 687.487,1269.23 685.631,1269.12 684.176,1269.03 683.775,1269.01 681.919,1268.9 680.063,1268.79 678.207,1268.68 676.351,1268.57 674.495,1268.46 672.64,1268.36 670.784,1268.25 668.928,1268.15 667.072,1268.04 665.216,1267.94 663.36,1267.84 661.504,1267.74 660.249,1267.67 659.648,1267.64 657.792,1267.54 655.937,1267.44 654.081,1267.35 652.225,1267.25 650.369,1267.16 648.513,1267.06 646.657,1266.97 644.801,1266.88 642.945,1266.78 641.089,1266.7 639.234,1266.61 637.378,1266.52 635.522,1266.43 633.666,1266.35 632.988,1266.31 631.81,1266.26 629.954,1266.18 628.098,1266.09 626.242,1266.01 624.386,1265.93 622.531,1265.85 620.675,1265.77 618.819,1265.69 616.963,1265.61 615.107,1265.54 613.251,1265.46 611.395,1265.39 609.539,1265.32 607.683,1265.25 605.827,1265.18 603.972,1265.11 602.116,1265.04 600.26,1264.97 599.811,1264.96 598.404,1264.9 596.548,1264.84 594.692,1264.77 592.836,1264.71 590.98,1264.65 589.124,1264.59 587.269,1264.53 585.413,1264.47 583.557,1264.41 581.701,1264.35 579.845,1264.3 577.989,1264.24 576.133,1264.19 574.277,1264.14 572.421,1264.08 570.566,1264.03 568.71,1263.98 566.854,1263.93 564.998,1263.89 563.142,1263.84 561.286,1263.79 559.43,1263.75 557.574,1263.71 555.718,1263.66 553.863,1263.62 552.693,1263.6 552.007,1263.58 550.151,1263.54 548.295,1263.5 546.439,1263.46 544.583,1263.43 542.727,1263.39 540.871,1263.35 539.015,1263.32 537.16,1263.29 535.304,1263.25 533.448,1263.22 531.592,1263.19 529.736,1263.16 527.88,1263.13 526.024,1263.1 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490.762,1211.16 492.618,1211.18 494.474,1211.19 496.33,1211.21 498.186,1211.23 500.042,1211.25 501.898,1211.26 503.753,1211.28 505.609,1211.31 507.465,1211.33 509.321,1211.35 511.177,1211.37 513.033,1211.4 514.889,1211.43 516.745,1211.45 518.601,1211.48 520.456,1211.51 522.312,1211.54 524.168,1211.57 526.024,1211.61 527.88,1211.64 529.736,1211.68 531.592,1211.71 533.448,1211.75 535.304,1211.79 537.16,1211.83 539.015,1211.87 540.871,1211.92 542.32,1211.95 542.727,1211.96 544.583,1212.01 546.439,1212.05 548.295,1212.1 550.151,1212.15 552.007,1212.2 553.863,1212.25 555.718,1212.31 557.574,1212.36 559.43,1212.42 561.286,1212.48 563.142,1212.54 564.998,1212.6 566.854,1212.66 568.71,1212.73 570.566,1212.79 572.421,1212.86 574.277,1212.93 576.133,1213 577.989,1213.07 579.845,1213.15 581.701,1213.22 583.557,1213.3 583.846,1213.31 585.413,1213.38 587.269,1213.45 589.124,1213.53 590.98,1213.62 592.836,1213.7 594.692,1213.79 596.548,1213.87 598.404,1213.96 600.26,1214.05 602.116,1214.14 603.972,1214.24 605.827,1214.33 607.683,1214.43 609.539,1214.53 611.395,1214.63 612.175,1214.67 613.251,1214.73 615.107,1214.83 616.963,1214.93 618.819,1215.04 620.675,1215.14 622.531,1215.25 624.386,1215.36 626.242,1215.47 628.098,1215.59 629.954,1215.7 631.81,1215.82 633.666,1215.93 635.12,1216.03 635.522,1216.05 637.378,1216.17 639.234,1216.29 641.089,1216.42 642.945,1216.54 644.801,1216.67 646.657,1216.79 648.513,1216.92 650.369,1217.05 652.225,1217.18 654.081,1217.32 655.035,1217.39 655.937,1217.45 657.792,1217.59 659.648,1217.72 661.504,1217.86 663.36,1218 665.216,1218.14 667.072,1218.28 668.928,1218.43 670.784,1218.57 672.64,1218.72 673,1218.75 674.495,1218.86 676.351,1219.01 678.207,1219.16 680.063,1219.31 681.919,1219.46 683.775,1219.62 685.631,1219.77 687.487,1219.93 689.343,1220.08 689.603,1220.11 691.199,1220.24 693.054,1220.4 694.91,1220.56 696.766,1220.72 698.622,1220.88 700.478,1221.04 702.334,1221.21 704.19,1221.37 705.212,1221.46 706.046,1221.54 707.902,1221.7 709.757,1221.87 711.613,1222.04 713.469,1222.21 715.325,1222.38 717.181,1222.55 719.037,1222.73 720.075,1222.82 720.893,1222.9 722.749,1223.07 724.605,1223.25 726.46,1223.42 728.316,1223.6 730.172,1223.78 732.028,1223.96 733.884,1224.14 734.368,1224.18 735.74,1224.31 737.596,1224.49 739.452,1224.68 741.308,1224.86 743.163,1225.04 745.019,1225.22 746.875,1225.41 748.224,1225.54 748.731,1225.59 750.587,1225.78 752.443,1225.96 754.299,1226.15 756.155,1226.33 758.011,1226.52 759.867,1226.71 761.722,1226.9 761.746,1226.9 763.578,1227.09 765.434,1227.27 767.29,1227.46 769.146,1227.65 771.002,1227.84 772.858,1228.04 774.714,1228.23 775.016,1228.26 776.57,1228.42 778.425,1228.61 780.281,1228.8 782.137,1229 783.993,1229.19 785.849,1229.38 787.705,1229.58 788.107,1229.62 789.561,1229.77 791.417,1229.96 793.273,1230.16 795.128,1230.35 796.984,1230.55 798.84,1230.74 800.696,1230.94 801.081,1230.98 802.552,1231.13 804.408,1231.33 806.264,1231.52 808.12,1231.72 809.976,1231.91 811.831,1232.11 813.687,1232.31 813.991,1232.34 815.543,1232.5 817.399,1232.69 819.255,1232.89 821.111,1233.09 822.967,1233.28 824.823,1233.48 826.679,1233.67 826.89,1233.7 828.535,1233.87 830.39,1234.06 832.246,1234.26 834.102,1234.45 835.958,1234.65 837.814,1234.84 839.67,1235.04 839.826,1235.06 841.526,1235.23 843.382,1235.43 845.238,1235.62 847.093,1235.81 848.949,1236.01 850.805,1236.2 852.661,1236.39 852.849,1236.41 854.517,1236.59 856.373,1236.78 858.229,1236.97 860.085,1237.16 861.941,1237.35 863.796,1237.55 865.652,1237.74 866.008,1237.77 867.508,1237.93 869.364,1238.12 871.22,1238.31 873.076,1238.49 874.932,1238.68 876.788,1238.87 878.644,1239.06 879.356,1239.13 880.499,1239.25 882.355,1239.43 884.211,1239.62 886.067,1239.81 887.923,1239.99 889.779,1240.18 891.635,1240.36 892.951,1240.49 893.491,1240.54 895.347,1240.73 897.202,1240.91 899.058,1241.09 900.914,1241.27 902.77,1241.45 904.626,1241.63 906.482,1241.81 906.856,1241.85 908.338,1241.99 910.194,1242.17 912.05,1242.35 913.906,1242.52 915.761,1242.7 917.617,1242.88 919.473,1243.05 921.147,1243.21 921.329,1243.23 923.185,1243.4 925.041,1243.57 926.897,1243.74 928.753,1243.91 930.609,1244.08 932.464,1244.25 934.32,1244.42 935.912,1244.57 936.176,1244.59 938.032,1244.76 939.888,1244.93 941.744,1245.09 943.6,1245.26 945.456,1245.42 947.312,1245.58 949.167,1245.75 951.023,1245.91 951.261,1245.93 952.879,1246.07 954.735,1246.23 956.591,1246.38 958.447,1246.54 960.303,1246.7 962.159,1246.86 964.015,1247.01 965.87,1247.17 967.333,1247.29 967.726,1247.32 969.582,1247.47 971.438,1247.62 973.294,1247.77 975.15,1247.92 977.006,1248.07 978.862,1248.22 980.718,1248.36 982.574,1248.51 984.308,1248.65 984.429,1248.66 986.285,1248.8 988.141,1248.94 989.997,1249.08 991.853,1249.22 993.709,1249.36 995.565,1249.5 997.421,1249.64 999.277,1249.77 1001.13,1249.91 1002.44,1250.01 1002.99,1250.04 1004.84,1250.18 1006.7,1250.31 1008.56,1250.44 1010.41,1250.57 1012.27,1250.7 1014.12,1250.83 1015.98,1250.95 1017.84,1251.08 1019.69,1251.2 1021.55,1251.33 1022.1,1251.36 1023.4,1251.45 1025.26,1251.57 1027.11,1251.69 1028.97,1251.81 1030.83,1251.93 1032.68,1252.04 1034.54,1252.16 1036.39,1252.27 1038.25,1252.39 1040.11,1252.5 1041.96,1252.61 1043.82,1252.72 1043.85,1252.72 1045.67,1252.83 1047.53,1252.94 1049.39,1253.04 1051.24,1253.15 1053.1,1253.25 1054.95,1253.35 1056.81,1253.46 1058.67,1253.56 1060.52,1253.66 1062.38,1253.75 1064.23,1253.85 1066.09,1253.95 1067.94,1254.04 1068.72,1254.08 1069.8,1254.14 1071.66,1254.23 1073.51,1254.32 1075.37,1254.41 1077.22,1254.5 1079.08,1254.58 1080.94,1254.67 1082.79,1254.76 1084.65,1254.84 1086.5,1254.92 1088.36,1255 1090.22,1255.08 1092.07,1255.16 1093.93,1255.24 1095.78,1255.32 1097.64,1255.39 1098.81,1255.44 1099.49,1255.47 1101.35,1255.54 1103.21,1255.61 1105.06,1255.68 1106.92,1255.75 1108.77,1255.82 1110.63,1255.89 1112.49,1255.95 1114.34,1256.02 1116.2,1256.08 1118.05,1256.14 1119.91,1256.2 1121.77,1256.26 1123.62,1256.32 1125.48,1256.38 1127.33,1256.44 1129.19,1256.49 1131.04,1256.55 1132.9,1256.6 1134.76,1256.65 1136.61,1256.7 1138.47,1256.75 1140.32,1256.8 1140.48,1256.8 1142.18,1256.84 1144.04,1256.89 1145.89,1256.93 1147.75,1256.98 1149.6,1257.02 1151.46,1257.06 1153.32,1257.1 1155.17,1257.13 1157.03,1257.17 1158.88,1257.21 1160.74,1257.24 1162.6,1257.28 1164.45,1257.31 1166.31,1257.34 1168.16,1257.37 1170.02,1257.4 1171.87,1257.43 1173.73,1257.45 1175.59,1257.48 1177.44,1257.5 1179.3,1257.52 1181.15,1257.55 1183.01,1257.57 1184.87,1257.59 1186.72,1257.61 1188.58,1257.62 1190.43,1257.64 1192.29,1257.65 1194.15,1257.67 1196,1257.68 1197.86,1257.69 1199.71,1257.7 1201.57,1257.71 1203.42,1257.72 1205.28,1257.73 1207.14,1257.74 1208.99,1257.74 1210.85,1257.74 1212.7,1257.75 1214.56,1257.75 1216.42,1257.75 1218.27,1257.75 1220.13,1257.75 1221.98,1257.75 1223.84,1257.74 1225.7,1257.74 1227.55,1257.73 1229.41,1257.73 1231.26,1257.72 1233.12,1257.71 1234.97,1257.7 1236.83,1257.69 1238.69,1257.68 1240.54,1257.67 1242.4,1257.65 1244.25,1257.64 1246.11,1257.62 1247.97,1257.61 1249.82,1257.59 1251.68,1257.57 1253.53,1257.55 1255.39,1257.53 1257.25,1257.51 1259.1,1257.49 1260.96,1257.47 1262.81,1257.44 1264.67,1257.42 1266.52,1257.39 1268.38,1257.37 1270.24,1257.34 1272.09,1257.31 1273.95,1257.28 1275.8,1257.25 1277.66,1257.22 1279.52,1257.19 1281.37,1257.16 1283.23,1257.12 1285.08,1257.09 1286.94,1257.05 1288.8,1257.02 1290.65,1256.98 1292.51,1256.95 1294.36,1256.91 1296.22,1256.87 1298.08,1256.83 1299.37,1256.8 1299.93,1256.79 1301.79,1256.75 1303.64,1256.71 1305.5,1256.66 1307.35,1256.62 1309.21,1256.57 1311.07,1256.53 1312.92,1256.48 1314.78,1256.44 1316.63,1256.39 1318.49,1256.34 1320.35,1256.3 1322.2,1256.25 1324.06,1256.2 1325.91,1256.15 1327.77,1256.1 1329.63,1256.05 1331.48,1255.99 1333.34,1255.94 1335.19,1255.89 1337.05,1255.83 1338.9,1255.78 1340.76,1255.73 1342.62,1255.67 1344.47,1255.62 1346.33,1255.56 1348.18,1255.5 1350.04,1255.45 1350.21,1255.44 1351.9,1255.39 1353.75,1255.33 1355.61,1255.27 1357.46,1255.21 1359.32,1255.15 1361.18,1255.09 1363.03,1255.03 1364.89,1254.97 1366.74,1254.91 1368.6,1254.85 1370.45,1254.79 1372.31,1254.73 1374.17,1254.66 1376.02,1254.6 1377.88,1254.54 1379.73,1254.48 1381.59,1254.41 1383.45,1254.35 1385.3,1254.29 1387.16,1254.22 1389.01,1254.16 1390.87,1254.09 1391.16,1254.08 1392.73,1254.03 1394.58,1253.96 1396.44,1253.9 1398.29,1253.83 1400.15,1253.77 1402.01,1253.7 1403.86,1253.63 1405.72,1253.57 1407.57,1253.5 1409.43,1253.44 1411.28,1253.37 1413.14,1253.3 1415,1253.24 1416.85,1253.17 1418.71,1253.1 1420.56,1253.04 1422.42,1252.97 1424.28,1252.91 1426.13,1252.84 1427.99,1252.77 1429.38,1252.72 1429.84,1252.71 1431.7,1252.64 1433.56,1252.57 1435.41,1252.51 1437.27,1252.44 1439.12,1252.38 1440.98,1252.31 1442.83,1252.24 1444.69,1252.18 1446.55,1252.11 1448.4,1252.05 1450.26,1251.98 1452.11,1251.92 1453.97,1251.86 1455.83,1251.79 1457.68,1251.73 1459.54,1251.67 1461.39,1251.6 1463.25,1251.54 1465.11,1251.48 1466.96,1251.42 1468.51,1251.36 1468.82,1251.35 1470.67,1251.29 1472.53,1251.23 1474.38,1251.17 1476.24,1251.11 1478.1,1251.05 1479.95,1250.99 1481.81,1250.93 1483.66,1250.87 1485.52,1250.82 1487.38,1250.76 1489.23,1250.7 1491.09,1250.64 1492.94,1250.59 1494.8,1250.53 1496.66,1250.48 1498.51,1250.42 1500.37,1250.37 1502.22,1250.32 1504.08,1250.27 1505.93,1250.21 1507.79,1250.16 1509.65,1250.11 1511.5,1250.06 1513.36,1250.02 1513.73,1250.01 1515.21,1249.97 1517.07,1249.92 1518.93,1249.87 1520.78,1249.83 1522.64,1249.78 1524.49,1249.74 1526.35,1249.69 1528.21,1249.65 1530.06,1249.61 1531.92,1249.56 1533.77,1249.52 1535.63,1249.48 1537.49,1249.44 1539.34,1249.41 1541.2,1249.37 1543.05,1249.33 1544.91,1249.3 1546.76,1249.26 1548.62,1249.23 1550.48,1249.2 1552.33,1249.17 1554.19,1249.13 1556.04,1249.1 1557.9,1249.08 1559.76,1249.05 1561.61,1249.02 1563.47,1249 1565.32,1248.97 1567.18,1248.95 1569.04,1248.93 1570.89,1248.9 1572.75,1248.88 1574.6,1248.86 1576.46,1248.85 1578.31,1248.83 1580.17,1248.81 1582.03,1248.8 1583.88,1248.78 1585.74,1248.77 1587.59,1248.76 1589.45,1248.75 1591.31,1248.74 1593.16,1248.73 1595.02,1248.72 1596.87,1248.72 1598.73,1248.71 1600.59,1248.71 1602.44,1248.71 1604.3,1248.71 1606.15,1248.71 1608.01,1248.71 1609.86,1248.71 1611.72,1248.71 1613.58,1248.72 1615.43,1248.73 1617.29,1248.73 1619.14,1248.74 1621,1248.75 1622.86,1248.76 1624.71,1248.78 1626.57,1248.79 1628.42,1248.8 1630.28,1248.82 1632.14,1248.84 1633.99,1248.86 1635.85,1248.88 1637.7,1248.9 1639.56,1248.92 1641.42,1248.94 1643.27,1248.97 1645.13,1249 1646.98,1249.02 1648.84,1249.05 1650.69,1249.08 1652.55,1249.11 1654.41,1249.15 1656.26,1249.18 1658.12,1249.22 1659.97,1249.25 1661.83,1249.29 1663.69,1249.33 1665.54,1249.37 1667.4,1249.41 1669.25,1249.46 1671.11,1249.5 1672.97,1249.55 1674.82,1249.59 1676.68,1249.64 1678.53,1249.69 1680.39,1249.74 1682.24,1249.79 1684.1,1249.85 1685.96,1249.9 1687.81,1249.96 1689.33,1250.01 1689.67,1250.02 1691.52,1250.07 1693.38,1250.13 1695.24,1250.19 1697.09,1250.25 1698.95,1250.32 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503.753,1253.98 505.609,1254 507.465,1254.02 509.321,1254.04 511.177,1254.06 512.996,1254.08 513.033,1254.08 514.889,1254.11 516.745,1254.13 518.601,1254.16 520.456,1254.18 522.312,1254.21 524.168,1254.24 526.024,1254.26 527.88,1254.29 529.736,1254.32 531.592,1254.35 533.448,1254.39 535.304,1254.42 537.16,1254.45 539.015,1254.49 540.871,1254.52 542.727,1254.56 544.583,1254.6 546.439,1254.63 548.295,1254.67 550.151,1254.71 552.007,1254.76 553.863,1254.8 555.718,1254.84 557.574,1254.89 559.43,1254.93 561.286,1254.98 563.142,1255.03 564.998,1255.08 566.854,1255.13 568.71,1255.18 570.566,1255.23 572.421,1255.28 574.277,1255.34 576.133,1255.39 577.732,1255.44 577.989,1255.45 579.845,1255.51 581.701,1255.57 583.557,1255.62 585.413,1255.69 587.269,1255.75 589.124,1255.81 590.98,1255.87 592.836,1255.94 594.692,1256.01 596.548,1256.07 598.404,1256.14 600.26,1256.21 602.116,1256.28 603.972,1256.35 605.827,1256.43 607.683,1256.5 609.539,1256.58 611.395,1256.65 613.251,1256.73 614.862,1256.8 615.107,1256.81 616.963,1256.89 618.819,1256.97 620.675,1257.05 622.531,1257.14 624.386,1257.22 626.242,1257.31 628.098,1257.39 629.954,1257.48 631.81,1257.57 633.666,1257.66 635.522,1257.75 637.378,1257.84 639.234,1257.93 641.089,1258.03 642.945,1258.12 643.669,1258.16 644.801,1258.22 646.657,1258.31 648.513,1258.41 650.369,1258.51 652.225,1258.61 654.081,1258.71 655.937,1258.81 657.792,1258.92 659.648,1259.02 661.504,1259.13 663.36,1259.23 665.216,1259.34 667.072,1259.45 668.25,1259.52 668.928,1259.56 670.784,1259.67 672.64,1259.78 674.495,1259.89 676.351,1260 678.207,1260.12 680.063,1260.23 681.919,1260.35 683.775,1260.46 685.631,1260.58 687.487,1260.7 689.343,1260.82 690.256,1260.88 691.199,1260.94 693.054,1261.06 694.91,1261.18 696.766,1261.3 698.622,1261.43 700.478,1261.55 702.334,1261.67 704.19,1261.8 706.046,1261.93 707.902,1262.05 709.757,1262.18 710.545,1262.24 711.613,1262.31 713.469,1262.44 715.325,1262.57 717.181,1262.7 719.037,1262.83 720.893,1262.96 722.749,1263.1 724.605,1263.23 726.46,1263.36 728.316,1263.5 729.631,1263.6 730.172,1263.64 732.028,1263.77 733.884,1263.91 735.74,1264.04 737.596,1264.18 739.452,1264.32 741.308,1264.46 743.163,1264.6 745.019,1264.74 746.875,1264.88 747.852,1264.96 748.731,1265.02 750.587,1265.16 752.443,1265.3 754.299,1265.45 756.155,1265.59 758.011,1265.73 759.867,1265.88 761.722,1266.02 763.578,1266.17 765.434,1266.31 765.451,1266.31 767.29,1266.46 769.146,1266.6 771.002,1266.75 772.858,1266.9 774.714,1267.04 776.57,1267.19 778.425,1267.34 780.281,1267.49 782.137,1267.64 782.608,1267.67 783.993,1267.78 785.849,1267.93 787.705,1268.08 789.561,1268.23 791.417,1268.38 793.273,1268.53 795.128,1268.68 796.984,1268.83 798.84,1268.98 799.47,1269.03 800.696,1269.13 802.552,1269.28 804.408,1269.43 806.264,1269.58 808.12,1269.73 809.976,1269.89 811.831,1270.04 813.687,1270.19 815.543,1270.34 816.162,1270.39 817.399,1270.49 819.255,1270.64 821.111,1270.79 822.967,1270.95 824.823,1271.1 826.679,1271.25 828.535,1271.4 830.39,1271.55 832.246,1271.71 832.792,1271.75 834.102,1271.86 835.958,1272.01 837.814,1272.16 839.67,1272.31 841.526,1272.46 843.382,1272.61 845.238,1272.77 847.093,1272.92 848.949,1273.07 849.464,1273.11 850.805,1273.22 852.661,1273.37 854.517,1273.52 856.373,1273.67 858.229,1273.82 860.085,1273.97 861.941,1274.12 863.796,1274.27 865.652,1274.42 866.279,1274.47 867.508,1274.57 869.364,1274.72 871.22,1274.86 873.076,1275.01 874.932,1275.16 876.788,1275.31 878.644,1275.46 880.499,1275.6 882.355,1275.75 883.344,1275.83 884.211,1275.9 886.067,1276.04 887.923,1276.19 889.779,1276.33 891.635,1276.48 893.491,1276.62 895.347,1276.77 897.202,1276.91 899.058,1277.05 900.775,1277.19 900.914,1277.2 902.77,1277.34 904.626,1277.48 906.482,1277.62 908.338,1277.76 910.194,1277.91 912.05,1278.05 913.906,1278.19 915.761,1278.33 917.617,1278.47 918.706,1278.55 919.473,1278.6 921.329,1278.74 923.185,1278.88 925.041,1279.01 926.897,1279.15 928.753,1279.29 930.609,1279.42 932.464,1279.56 934.32,1279.69 936.176,1279.83 937.297,1279.91 938.032,1279.96 939.888,1280.09 941.744,1280.22 943.6,1280.35 945.456,1280.48 947.312,1280.61 949.167,1280.74 951.023,1280.87 952.879,1281 954.735,1281.13 956.591,1281.25 956.755,1281.26 958.447,1281.38 960.303,1281.5 962.159,1281.63 964.015,1281.75 965.87,1281.88 967.726,1282 969.582,1282.12 971.438,1282.24 973.294,1282.36 975.15,1282.48 977.006,1282.6 977.354,1282.62 978.862,1282.72 980.718,1282.84 982.574,1282.95 984.429,1283.07 986.285,1283.18 988.141,1283.3 989.997,1283.41 991.853,1283.53 993.709,1283.64 995.565,1283.75 997.421,1283.86 999.277,1283.97 999.484,1283.98 1001.13,1284.08 1002.99,1284.19 1004.84,1284.29 1006.7,1284.4 1008.56,1284.51 1010.41,1284.61 1012.27,1284.72 1014.12,1284.82 1015.98,1284.92 1017.84,1285.02 1019.69,1285.12 1021.55,1285.22 1023.4,1285.32 1023.75,1285.34 1025.26,1285.42 1027.11,1285.52 1028.97,1285.61 1030.83,1285.71 1032.68,1285.8 1034.54,1285.9 1036.39,1285.99 1038.25,1286.08 1040.11,1286.17 1041.96,1286.27 1043.82,1286.36 1045.67,1286.44 1047.53,1286.53 1049.39,1286.62 1051.16,1286.7 1051.24,1286.7 1053.1,1286.79 1054.95,1286.87 1056.81,1286.96 1058.67,1287.04 1060.52,1287.12 1062.38,1287.2 1064.23,1287.28 1066.09,1287.36 1067.94,1287.43 1069.8,1287.51 1071.66,1287.59 1073.51,1287.66 1075.37,1287.74 1077.22,1287.81 1079.08,1287.88 1080.94,1287.95 1082.79,1288.02 1083.78,1288.06 1084.65,1288.09 1086.5,1288.16 1088.36,1288.23 1090.22,1288.29 1092.07,1288.36 1093.93,1288.42 1095.78,1288.49 1097.64,1288.55 1099.49,1288.61 1101.35,1288.67 1103.21,1288.73 1105.06,1288.79 1106.92,1288.85 1108.77,1288.9 1110.63,1288.96 1112.49,1289.02 1114.34,1289.07 1116.2,1289.12 1118.05,1289.17 1119.91,1289.23 1121.77,1289.28 1123.62,1289.33 1125.48,1289.37 1127.25,1289.42 1127.33,1289.42 1129.19,1289.47 1131.04,1289.51 1132.9,1289.56 1134.76,1289.6 1136.61,1289.64 1138.47,1289.68 1140.32,1289.72 1142.18,1289.76 1144.04,1289.8 1145.89,1289.84 1147.75,1289.88 1149.6,1289.91 1151.46,1289.95 1153.32,1289.98 1155.17,1290.02 1157.03,1290.05 1158.88,1290.08 1160.74,1290.11 1162.6,1290.14 1164.45,1290.17 1166.31,1290.2 1168.16,1290.22 1170.02,1290.25 1171.87,1290.27 1173.73,1290.3 1175.59,1290.32 1177.44,1290.34 1179.3,1290.36 1181.15,1290.38 1183.01,1290.4 1184.87,1290.42 1186.72,1290.44 1188.58,1290.45 1190.43,1290.47 1192.29,1290.49 1194.15,1290.5 1196,1290.51 1197.86,1290.52 1199.71,1290.54 1201.57,1290.55 1203.42,1290.56 1205.28,1290.56 1207.14,1290.57 1208.99,1290.58 1210.85,1290.59 1212.7,1290.59 1214.56,1290.6 1216.42,1290.6 1218.27,1290.6 1220.13,1290.6 1221.98,1290.6 1223.84,1290.6 1225.7,1290.6 1227.55,1290.6 1229.41,1290.6 1231.26,1290.6 1233.12,1290.59 1234.97,1290.59 1236.83,1290.58 1238.69,1290.58 1240.54,1290.57 1242.4,1290.56 1244.25,1290.55 1246.11,1290.54 1247.97,1290.53 1249.82,1290.52 1251.68,1290.51 1253.53,1290.5 1255.39,1290.49 1257.25,1290.47 1259.1,1290.46 1260.96,1290.44 1262.81,1290.43 1264.67,1290.41 1266.52,1290.39 1268.38,1290.37 1270.24,1290.36 1272.09,1290.34 1273.95,1290.32 1275.8,1290.3 1277.66,1290.27 1279.52,1290.25 1281.37,1290.23 1283.23,1290.2 1285.08,1290.18 1286.94,1290.16 1288.8,1290.13 1290.65,1290.1 1292.51,1290.08 1294.36,1290.05 1296.22,1290.02 1298.08,1289.99 1299.93,1289.97 1301.79,1289.94 1303.64,1289.91 1305.5,1289.87 1307.35,1289.84 1309.21,1289.81 1311.07,1289.78 1312.92,1289.75 1314.78,1289.71 1316.63,1289.68 1318.49,1289.64 1320.35,1289.61 1322.2,1289.57 1324.06,1289.54 1325.91,1289.5 1327.77,1289.47 1329.63,1289.43 1330.07,1289.42 1331.48,1289.39 1333.34,1289.35 1335.19,1289.31 1337.05,1289.27 1338.9,1289.23 1340.76,1289.19 1342.62,1289.15 1344.47,1289.11 1346.33,1289.07 1348.18,1289.03 1350.04,1288.99 1351.9,1288.95 1353.75,1288.9 1355.61,1288.86 1357.46,1288.82 1359.32,1288.77 1361.18,1288.73 1363.03,1288.68 1364.89,1288.64 1366.74,1288.6 1368.6,1288.55 1370.45,1288.5 1372.31,1288.46 1374.17,1288.41 1376.02,1288.37 1377.88,1288.32 1379.73,1288.27 1381.59,1288.23 1383.45,1288.18 1385.3,1288.13 1387.16,1288.09 1388.22,1288.06 1389.01,1288.04 1390.87,1287.99 1392.73,1287.94 1394.58,1287.9 1396.44,1287.85 1398.29,1287.8 1400.15,1287.75 1402.01,1287.7 1403.86,1287.65 1405.72,1287.61 1407.57,1287.56 1409.43,1287.51 1411.28,1287.46 1413.14,1287.41 1415,1287.36 1416.85,1287.31 1418.71,1287.26 1420.56,1287.22 1422.42,1287.17 1424.28,1287.12 1426.13,1287.07 1427.99,1287.02 1429.84,1286.97 1431.7,1286.92 1433.56,1286.88 1435.41,1286.83 1437.27,1286.78 1439.12,1286.73 1440.3,1286.7 1440.98,1286.68 1442.83,1286.64 1444.69,1286.59 1446.55,1286.54 1448.4,1286.49 1450.26,1286.44 1452.11,1286.4 1453.97,1286.35 1455.83,1286.3 1457.68,1286.26 1459.54,1286.21 1461.39,1286.17 1463.25,1286.12 1465.11,1286.07 1466.96,1286.03 1468.82,1285.98 1470.67,1285.94 1472.53,1285.9 1474.38,1285.85 1476.24,1285.81 1478.1,1285.77 1479.95,1285.72 1481.81,1285.68 1483.66,1285.64 1485.52,1285.6 1487.38,1285.56 1489.23,1285.51 1491.09,1285.47 1492.94,1285.43 1494.8,1285.39 1496.66,1285.36 1497.29,1285.34 1498.51,1285.32 1500.37,1285.28 1502.22,1285.24 1504.08,1285.2 1505.93,1285.17 1507.79,1285.13 1509.65,1285.09 1511.5,1285.06 1513.36,1285.02 1515.21,1284.99 1517.07,1284.96 1518.93,1284.92 1520.78,1284.89 1522.64,1284.86 1524.49,1284.83 1526.35,1284.8 1528.21,1284.77 1530.06,1284.74 1531.92,1284.71 1533.77,1284.68 1535.63,1284.65 1537.49,1284.62 1539.34,1284.6 1541.2,1284.57 1543.05,1284.55 1544.91,1284.52 1546.76,1284.5 1548.62,1284.48 1550.48,1284.46 1552.33,1284.44 1554.19,1284.41 1556.04,1284.4 1557.9,1284.38 1559.76,1284.36 1561.61,1284.34 1563.47,1284.32 1565.32,1284.31 1567.18,1284.29 1569.04,1284.28 1570.89,1284.27 1572.75,1284.25 1574.6,1284.24 1576.46,1284.23 1578.31,1284.22 1580.17,1284.21 1582.03,1284.2 1583.88,1284.2 1585.74,1284.19 1587.59,1284.18 1589.45,1284.18 1591.31,1284.18 1593.16,1284.17 1595.02,1284.17 1596.87,1284.17 1598.73,1284.17 1600.59,1284.17 1602.44,1284.17 1604.3,1284.17 1606.15,1284.18 1608.01,1284.18 1609.86,1284.19 1611.72,1284.19 1613.58,1284.2 1615.43,1284.21 1617.29,1284.22 1619.14,1284.23 1621,1284.24 1622.86,1284.25 1624.71,1284.26 1626.57,1284.28 1628.42,1284.29 1630.28,1284.31 1632.14,1284.32 1633.99,1284.34 1635.85,1284.36 1637.7,1284.38 1639.56,1284.4 1641.42,1284.42 1643.27,1284.44 1645.13,1284.47 1646.98,1284.49 1648.84,1284.52 1650.69,1284.54 1652.55,1284.57 1654.41,1284.6 1656.26,1284.63 1658.12,1284.66 1659.97,1284.69 1661.83,1284.72 1663.69,1284.76 1665.54,1284.79 1667.4,1284.83 1669.25,1284.86 1671.11,1284.9 1672.97,1284.94 1674.82,1284.98 1676.68,1285.02 1678.53,1285.06 1680.39,1285.1 1682.24,1285.15 1684.1,1285.19 1685.96,1285.24 1687.81,1285.28 1689.67,1285.33 1690.13,1285.34 1691.52,1285.38 1693.38,1285.43 1695.24,1285.48 1697.09,1285.53 1698.95,1285.58 1700.8,1285.63 1702.66,1285.68 1704.52,1285.74 1706.37,1285.79 1708.23,1285.85 1710.08,1285.9 1711.94,1285.96 1713.79,1286.02 1715.65,1286.08 1717.51,1286.14 1719.36,1286.2 1721.22,1286.26 1723.07,1286.33 1724.93,1286.39 1726.79,1286.45 1728.64,1286.52 1730.5,1286.58 1732.35,1286.65 1733.73,1286.7 1734.21,1286.72 1736.07,1286.79 1737.92,1286.85 1739.78,1286.92 1741.63,1286.99 1743.49,1287.06 1745.35,1287.13 1747.2,1287.21 1749.06,1287.28 1750.91,1287.35 1752.77,1287.43 1754.62,1287.5 1756.48,1287.57 1758.34,1287.65 1760.19,1287.73 1762.05,1287.8 1763.9,1287.88 1765.76,1287.96 1767.62,1288.04 1768.19,1288.06 1769.47,1288.11 1771.33,1288.19 1773.18,1288.27 1775.04,1288.35 1776.9,1288.43 1778.75,1288.51 1780.61,1288.59 1782.46,1288.67 1784.32,1288.75 1786.17,1288.83 1788.03,1288.92 1789.89,1289 1791.74,1289.08 1793.6,1289.16 1795.45,1289.25 1797.31,1289.33 1799.17,1289.41 1799.31,1289.42 1801.02,1289.5 1802.88,1289.58 1804.73,1289.66 1806.59,1289.74 1808.45,1289.83 1810.3,1289.91 1812.16,1289.99 1814.01,1290.08 1815.87,1290.16 1817.72,1290.24 1819.58,1290.32 1821.44,1290.41 1823.29,1290.49 1825.15,1290.57 1827,1290.65 1828.86,1290.74 1829.84,1290.78 1830.72,1290.82 1832.57,1290.9 1834.43,1290.98 1836.28,1291.06 1838.14,1291.14 1840,1291.22 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1977.33,1249.29 1975.48,1249.4 1973.62,1249.51 1971.76,1249.6 1969.91,1249.7 1968.05,1249.78 1966.2,1249.86 1964.34,1249.94 1962.64,1250.01 1962.48,1250.01 1960.63,1250.08 1958.77,1250.14 1956.92,1250.19 1955.06,1250.24 1953.2,1250.29 1951.35,1250.33 1949.49,1250.37 1947.64,1250.4 1945.78,1250.43 1943.93,1250.45 1942.07,1250.47 1940.21,1250.48 1938.36,1250.5 1936.5,1250.5 1934.65,1250.51 1932.79,1250.51 1930.93,1250.5 1929.08,1250.5 1927.22,1250.49 1925.37,1250.47 1923.51,1250.45 1921.65,1250.43 1919.8,1250.41 1917.94,1250.38 1916.09,1250.35 1914.23,1250.32 1912.38,1250.28 1910.52,1250.24 1908.66,1250.2 1906.81,1250.16 1904.95,1250.11 1903.1,1250.06 1901.24,1250.01 1901.14,1250.01 1899.38,1249.95 1897.53,1249.9 1895.67,1249.84 1893.82,1249.77 1891.96,1249.71 1890.1,1249.64 1888.25,1249.58 1886.39,1249.51 1884.54,1249.43 1882.68,1249.36 1880.83,1249.28 1878.97,1249.21 1877.11,1249.13 1875.26,1249.04 1873.4,1248.96 1871.55,1248.88 1869.69,1248.79 1867.83,1248.71 1866.59,1248.65 1865.98,1248.62 1864.12,1248.53 1862.27,1248.43 1860.41,1248.34 1858.55,1248.25 1856.7,1248.15 1854.84,1248.06 1852.99,1247.96 1851.13,1247.86 1849.27,1247.76 1847.42,1247.66 1845.56,1247.56 1843.71,1247.46 1841.85,1247.36 1840.62,1247.29 1840,1247.25 1838.14,1247.15 1836.28,1247.04 1834.43,1246.94 1832.57,1246.83 1830.72,1246.72 1828.86,1246.62 1827,1246.51 1825.15,1246.4 1823.29,1246.29 1821.44,1246.18 1819.58,1246.07 1817.72,1245.97 1817.1,1245.93 1815.87,1245.86 1814.01,1245.74 1812.16,1245.63 1810.3,1245.52 1808.45,1245.41 1806.59,1245.3 1804.73,1245.19 1802.88,1245.08 1801.02,1244.97 1799.17,1244.86 1797.31,1244.75 1795.45,1244.64 1794.19,1244.57 1793.6,1244.53 1791.74,1244.42 1789.89,1244.31 1788.03,1244.2 1786.17,1244.1 1784.32,1243.99 1782.46,1243.88 1780.61,1243.77 1778.75,1243.66 1776.9,1243.56 1775.04,1243.45 1773.18,1243.35 1771.33,1243.24 1770.75,1243.21 1769.47,1243.14 1767.62,1243.03 1765.76,1242.93 1763.9,1242.83 1762.05,1242.72 1760.19,1242.62 1758.34,1242.52 1756.48,1242.42 1754.62,1242.32 1752.77,1242.22 1750.91,1242.13 1749.06,1242.03 1747.2,1241.93 1745.57,1241.85 1745.35,1241.84 1743.49,1241.74 1741.63,1241.65 1739.78,1241.56 1737.92,1241.47 1736.07,1241.38 1734.21,1241.29 1732.35,1241.2 1730.5,1241.11 1728.64,1241.02 1726.79,1240.94 1724.93,1240.85 1723.07,1240.77 1721.22,1240.69 1719.36,1240.61 1717.51,1240.53 1716.67,1240.49 1715.65,1240.45 1713.79,1240.37 1711.94,1240.29 1710.08,1240.22 1708.23,1240.14 1706.37,1240.07 1704.52,1240 1702.66,1239.93 1700.8,1239.86 1698.95,1239.79 1697.09,1239.72 1695.24,1239.66 1693.38,1239.59 1691.52,1239.53 1689.67,1239.47 1687.81,1239.41 1685.96,1239.35 1684.1,1239.29 1682.24,1239.24 1680.39,1239.18 1678.7,1239.13 1678.53,1239.13 1676.68,1239.08 1674.82,1239.02 1672.97,1238.97 1671.11,1238.93 1669.25,1238.88 1667.4,1238.83 1665.54,1238.79 1663.69,1238.75 1661.83,1238.7 1659.97,1238.66 1658.12,1238.63 1656.26,1238.59 1654.41,1238.55 1652.55,1238.52 1650.69,1238.48 1648.84,1238.45 1646.98,1238.42 1645.13,1238.39 1643.27,1238.37 1641.42,1238.34 1639.56,1238.32 1637.7,1238.29 1635.85,1238.27 1633.99,1238.25 1632.14,1238.23 1630.28,1238.21 1628.42,1238.2 1626.57,1238.18 1624.71,1238.17 1622.86,1238.16 1621,1238.15 1619.14,1238.14 1617.29,1238.13 1615.43,1238.12 1613.58,1238.12 1611.72,1238.11 1609.86,1238.11 1608.01,1238.11 1606.15,1238.11 1604.3,1238.11 1602.44,1238.11 1600.59,1238.12 1598.73,1238.12 1596.87,1238.13 1595.02,1238.13 1593.16,1238.14 1591.31,1238.15 1589.45,1238.17 1587.59,1238.18 1585.74,1238.19 1583.88,1238.21 1582.03,1238.22 1580.17,1238.24 1578.31,1238.26 1576.46,1238.28 1574.6,1238.3 1572.75,1238.32 1570.89,1238.35 1569.04,1238.37 1567.18,1238.4 1565.32,1238.43 1563.47,1238.45 1561.61,1238.48 1559.76,1238.51 1557.9,1238.55 1556.04,1238.58 1554.19,1238.61 1552.33,1238.65 1550.48,1238.68 1548.62,1238.72 1546.76,1238.76 1544.91,1238.8 1543.05,1238.84 1541.2,1238.88 1539.34,1238.92 1537.49,1238.96 1535.63,1239.01 1533.77,1239.05 1531.92,1239.1 1530.47,1239.13 1530.06,1239.14 1528.21,1239.19 1526.35,1239.24 1524.49,1239.29 1522.64,1239.34 1520.78,1239.39 1518.93,1239.44 1517.07,1239.49 1515.21,1239.54 1513.36,1239.6 1511.5,1239.65 1509.65,1239.71 1507.79,1239.76 1505.93,1239.82 1504.08,1239.88 1502.22,1239.93 1500.37,1239.99 1498.51,1240.05 1496.66,1240.11 1494.8,1240.17 1492.94,1240.24 1491.09,1240.3 1489.23,1240.36 1487.38,1240.42 1485.52,1240.49 1485.41,1240.49 1483.66,1240.55 1481.81,1240.62 1479.95,1240.68 1478.1,1240.75 1476.24,1240.81 1474.38,1240.88 1472.53,1240.95 1470.67,1241.01 1468.82,1241.08 1466.96,1241.15 1465.11,1241.22 1463.25,1241.29 1461.39,1241.36 1459.54,1241.43 1457.68,1241.5 1455.83,1241.57 1453.97,1241.64 1452.11,1241.71 1450.26,1241.78 1448.4,1241.85 1448.4,1241.85 1446.55,1241.92 1444.69,1241.99 1442.83,1242.07 1440.98,1242.14 1439.12,1242.21 1437.27,1242.28 1435.41,1242.35 1433.56,1242.43 1431.7,1242.5 1429.84,1242.57 1427.99,1242.64 1426.13,1242.72 1424.28,1242.79 1422.42,1242.86 1420.56,1242.94 1418.71,1243.01 1416.85,1243.08 1415,1243.16 1413.67,1243.21 1413.14,1243.23 1411.28,1243.3 1409.43,1243.38 1407.57,1243.45 1405.72,1243.52 1403.86,1243.59 1402.01,1243.67 1400.15,1243.74 1398.29,1243.81 1396.44,1243.88 1394.58,1243.95 1392.73,1244.02 1390.87,1244.1 1389.01,1244.17 1387.16,1244.24 1385.3,1244.31 1383.45,1244.38 1381.59,1244.45 1379.73,1244.52 1378.44,1244.57 1377.88,1244.59 1376.02,1244.66 1374.17,1244.73 1372.31,1244.8 1370.45,1244.86 1368.6,1244.93 1366.74,1245 1364.89,1245.07 1363.03,1245.13 1361.18,1245.2 1359.32,1245.26 1357.46,1245.33 1355.61,1245.39 1353.75,1245.46 1351.9,1245.52 1350.04,1245.58 1348.18,1245.65 1346.33,1245.71 1344.47,1245.77 1342.62,1245.83 1340.76,1245.89 1339.72,1245.93 1338.9,1245.95 1337.05,1246.01 1335.19,1246.07 1333.34,1246.13 1331.48,1246.19 1329.63,1246.24 1327.77,1246.3 1325.91,1246.36 1324.06,1246.41 1322.2,1246.47 1320.35,1246.52 1318.49,1246.57 1316.63,1246.62 1314.78,1246.68 1312.92,1246.73 1311.07,1246.78 1309.21,1246.83 1307.35,1246.88 1305.5,1246.92 1303.64,1246.97 1301.79,1247.02 1299.93,1247.06 1298.08,1247.11 1296.22,1247.15 1294.36,1247.2 1292.51,1247.24 1290.65,1247.28 1290.28,1247.29 1288.8,1247.32 1286.94,1247.36 1285.08,1247.4 1283.23,1247.44 1281.37,1247.47 1279.52,1247.51 1277.66,1247.54 1275.8,1247.58 1273.95,1247.61 1272.09,1247.64 1270.24,1247.68 1268.38,1247.71 1266.52,1247.74 1264.67,1247.76 1262.81,1247.79 1260.96,1247.82 1259.1,1247.84 1257.25,1247.87 1255.39,1247.89 1253.53,1247.92 1251.68,1247.94 1249.82,1247.96 1247.97,1247.98 1246.11,1248 1244.25,1248.01 1242.4,1248.03 1240.54,1248.05 1238.69,1248.06 1236.83,1248.07 1234.97,1248.09 1233.12,1248.1 1231.26,1248.11 1229.41,1248.12 1227.55,1248.13 1225.7,1248.13 1223.84,1248.14 1221.98,1248.14 1220.13,1248.15 1218.27,1248.15 1216.42,1248.15 1214.56,1248.15 1212.7,1248.15 1210.85,1248.15 1208.99,1248.14 1207.14,1248.14 1205.28,1248.13 1203.42,1248.13 1201.57,1248.12 1199.71,1248.11 1197.86,1248.1 1196,1248.09 1194.15,1248.08 1192.29,1248.06 1190.43,1248.05 1188.58,1248.03 1186.72,1248.01 1184.87,1247.99 1183.01,1247.97 1181.15,1247.95 1179.3,1247.93 1177.44,1247.91 1175.59,1247.88 1173.73,1247.85 1171.87,1247.83 1170.02,1247.8 1168.16,1247.77 1166.31,1247.74 1164.45,1247.71 1162.6,1247.67 1160.74,1247.64 1158.88,1247.6 1157.03,1247.56 1155.17,1247.53 1153.32,1247.49 1151.46,1247.44 1149.6,1247.4 1147.75,1247.36 1145.89,1247.31 1144.82,1247.29 1144.04,1247.27 1142.18,1247.22 1140.32,1247.17 1138.47,1247.12 1136.61,1247.07 1134.76,1247.02 1132.9,1246.96 1131.04,1246.91 1129.19,1246.85 1127.33,1246.79 1125.48,1246.73 1123.62,1246.67 1121.77,1246.61 1119.91,1246.55 1118.05,1246.48 1116.2,1246.42 1114.34,1246.35 1112.49,1246.28 1110.63,1246.21 1108.77,1246.14 1106.92,1246.07 1105.06,1246 1103.37,1245.93 1103.21,1245.92 1101.35,1245.85 1099.49,1245.77 1097.64,1245.69 1095.78,1245.61 1093.93,1245.53 1092.07,1245.44 1090.22,1245.36 1088.36,1245.27 1086.5,1245.19 1084.65,1245.1 1082.79,1245.01 1080.94,1244.92 1079.08,1244.83 1077.22,1244.74 1075.37,1244.64 1073.92,1244.57 1073.51,1244.55 1071.66,1244.45 1069.8,1244.35 1067.94,1244.25 1066.09,1244.15 1064.23,1244.05 1062.38,1243.95 1060.52,1243.84 1058.67,1243.74 1056.81,1243.63 1054.95,1243.52 1053.1,1243.41 1051.24,1243.3 1049.74,1243.21 1049.39,1243.19 1047.53,1243.07 1045.67,1242.96 1043.82,1242.84 1041.96,1242.73 1040.11,1242.61 1038.25,1242.49 1036.39,1242.37 1034.54,1242.24 1032.68,1242.12 1030.83,1242 1028.97,1241.87 1028.65,1241.85 1027.11,1241.75 1025.26,1241.62 1023.4,1241.49 1021.55,1241.36 1019.69,1241.22 1017.84,1241.09 1015.98,1240.96 1014.12,1240.82 1012.27,1240.68 1010.41,1240.55 1009.67,1240.49 1008.56,1240.41 1006.7,1240.27 1004.84,1240.13 1002.99,1239.98 1001.13,1239.84 999.277,1239.69 997.421,1239.55 995.565,1239.4 993.709,1239.25 992.196,1239.13 991.853,1239.1 989.997,1238.95 988.141,1238.8 986.285,1238.65 984.429,1238.49 982.574,1238.34 980.718,1238.18 978.862,1238.03 977.006,1237.87 975.882,1237.77 975.15,1237.71 973.294,1237.55 971.438,1237.39 969.582,1237.22 967.726,1237.06 965.87,1236.9 964.015,1236.73 962.159,1236.57 960.474,1236.41 960.303,1236.4 958.447,1236.23 956.591,1236.06 954.735,1235.89 952.879,1235.72 951.023,1235.54 949.167,1235.37 947.312,1235.2 945.798,1235.06 945.456,1235.02 943.6,1234.85 941.744,1234.67 939.888,1234.49 938.032,1234.31 936.176,1234.13 934.32,1233.95 932.464,1233.77 931.716,1233.7 930.609,1233.59 928.753,1233.4 926.897,1233.22 925.041,1233.03 923.185,1232.85 921.329,1232.66 919.473,1232.47 918.124,1232.34 917.617,1232.29 915.761,1232.1 913.906,1231.91 912.05,1231.71 910.194,1231.52 908.338,1231.33 906.482,1231.14 904.937,1230.98 904.626,1230.95 902.77,1230.75 900.914,1230.55 899.058,1230.36 897.202,1230.16 895.347,1229.97 893.491,1229.77 892.087,1229.62 891.635,1229.57 889.779,1229.37 887.923,1229.17 886.067,1228.97 884.211,1228.77 882.355,1228.57 880.499,1228.37 879.514,1228.26 878.644,1228.16 876.788,1227.96 874.932,1227.76 873.076,1227.55 871.22,1227.35 869.364,1227.14 867.508,1226.94 867.165,1226.9 865.652,1226.73 863.796,1226.53 861.941,1226.32 860.085,1226.11 858.229,1225.9 856.373,1225.7 854.994,1225.54 854.517,1225.49 852.661,1225.28 850.805,1225.07 848.949,1224.86 847.093,1224.65 845.238,1224.44 843.382,1224.23 842.96,1224.18 841.526,1224.02 839.67,1223.81 837.814,1223.6 835.958,1223.38 834.102,1223.17 832.246,1222.96 831.021,1222.82 830.39,1222.75 828.535,1222.54 826.679,1222.33 824.823,1222.11 822.967,1221.9 821.111,1221.69 819.255,1221.48 819.14,1221.46 817.399,1221.26 815.543,1221.05 813.687,1220.84 811.831,1220.63 809.976,1220.41 808.12,1220.2 807.278,1220.11 806.264,1219.99 804.408,1219.78 802.552,1219.56 800.696,1219.35 798.84,1219.14 796.984,1218.93 795.396,1218.75 795.128,1218.72 793.273,1218.5 791.417,1218.29 789.561,1218.08 787.705,1217.87 785.849,1217.66 783.993,1217.45 783.453,1217.39 782.137,1217.24 780.281,1217.03 778.425,1216.82 776.57,1216.61 774.714,1216.4 772.858,1216.19 771.405,1216.03 771.002,1215.98 769.146,1215.77 767.29,1215.57 765.434,1215.36 763.578,1215.15 761.722,1214.95 759.867,1214.74 759.202,1214.67 758.011,1214.54 756.155,1214.33 754.299,1214.13 752.443,1213.92 750.587,1213.72 748.731,1213.52 746.875,1213.32 746.79,1213.31 745.019,1213.12 743.163,1212.92 741.308,1212.72 739.452,1212.52 737.596,1212.32 735.74,1212.12 734.101,1211.95 733.884,1211.93 732.028,1211.73 730.172,1211.54 728.316,1211.34 726.46,1211.15 724.605,1210.96 722.749,1210.76 721.055,1210.59 720.893,1210.57 719.037,1210.38 717.181,1210.19 715.325,1210.01 713.469,1209.82 711.613,1209.63 709.757,1209.45 707.902,1209.27 707.552,1209.23 706.046,1209.08 704.19,1208.9 702.334,1208.72 700.478,1208.54 698.622,1208.36 696.766,1208.18 694.91,1208.01 693.463,1207.87 693.054,1207.83 691.199,1207.66 689.343,1207.49 687.487,1207.31 685.631,1207.14 683.775,1206.98 681.919,1206.81 680.063,1206.64 678.613,1206.51 678.207,1206.48 676.351,1206.31 674.495,1206.15 672.64,1205.99 670.784,1205.83 668.928,1205.67 667.072,1205.51 665.216,1205.36 663.36,1205.2 662.755,1205.16 661.504,1205.05 659.648,1204.9 657.792,1204.75 655.937,1204.6 654.081,1204.45 652.225,1204.31 650.369,1204.16 648.513,1204.02 646.657,1203.88 645.514,1203.8 644.801,1203.74 642.945,1203.6 641.089,1203.47 639.234,1203.33 637.378,1203.2 635.522,1203.07 633.666,1202.94 631.81,1202.81 629.954,1202.68 628.098,1202.56 626.282,1202.44 626.242,1202.43 624.386,1202.31 622.531,1202.19 620.675,1202.07 618.819,1201.95 616.963,1201.84 615.107,1201.73 613.251,1201.61 611.395,1201.5 609.539,1201.4 607.683,1201.29 605.827,1201.18 603.972,1201.08 603.915,1201.08 602.116,1200.98 600.26,1200.88 598.404,1200.78 596.548,1200.68 594.692,1200.59 592.836,1200.49 590.98,1200.4 589.124,1200.31 587.269,1200.22 585.413,1200.14 583.557,1200.05 581.701,1199.97 579.845,1199.89 577.989,1199.81 576.133,1199.73 575.805,1199.72 574.277,1199.66 572.421,1199.58 570.566,1199.51 568.71,1199.44 566.854,1199.37 564.998,1199.3 563.142,1199.23 561.286,1199.17 559.43,1199.1 557.574,1199.04 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    {
     "data": {
      "text/plain": [
       "([0.08984204073562321, -0.7126563947312915], \"optimal\")"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
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    "NCG(TF[7], wf=3, plt=plt, Plotf=1, plotatend=true, printing=false)"
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   "source": []
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