{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "48a03804",
   "metadata": {},
   "source": [
    "# Plants and Signals"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9148e5af",
   "metadata": {},
   "source": [
    "This notebook illustrates the construction of a lowpass filter as the solution of an ordinary differential equation, using SymPy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8e309495",
   "metadata": {},
   "outputs": [],
   "source": [
    "using Plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c8afb277",
   "metadata": {},
   "outputs": [],
   "source": [
    "using SymPy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3f9c8737",
   "metadata": {},
   "source": [
    "### 1. low and high frequency signals"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "72fa31bc",
   "metadata": {},
   "source": [
    "Consider a low frequency signal which takes 1000 seconds to complete one cycle, and a high frequency signal which completes 1000 cycles in one second."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fb5f38fc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "lowfreq (generic function with 1 method)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "lowfreq(t) = sin(2*pi*t/1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "6f778185",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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1021.92,1384.12 1022.03,1384.11 1022.13,1384.1 1022.23,1384.09 1022.33,1384.08 1022.43,1384.07 1022.54,1384.06 1022.64,1384.05 1022.74,1384.04 1022.84,1384.03 1022.94,1384.02 1023.05,1384.01 1023.15,1384 1023.25,1383.99 1023.35,1383.98 1023.45,1383.97 1023.55,1383.96 1023.66,1383.94 1023.76,1383.93 1023.86,1383.92 1023.96,1383.91 1024.06,1383.89 1024.17,1383.88 1024.27,1383.86 1024.37,1383.85 1024.47,1383.84 1024.57,1383.82 1024.67,1383.81 1024.78,1383.79 1024.88,1383.78 1024.98,1383.76 1025.08,1383.75 1025.18,1383.73 1025.29,1383.71 1025.39,1383.7 1025.49,1383.68 1025.59,1383.66 1025.69,1383.65 1025.79,1383.63 1025.9,1383.61 1026,1383.59 1026.1,1383.57 1026.2,1383.56 1026.3,1383.54 1026.41,1383.52 1026.51,1383.5 1026.61,1383.48 1026.71,1383.46 1026.81,1383.44 1026.91,1383.42 1027.02,1383.4 1027.12,1383.38 1027.22,1383.36 1027.32,1383.33 1027.42,1383.31 1027.53,1383.29 1027.63,1383.27 1027.73,1383.25 1027.83,1383.22 1027.93,1383.2 1028.03,1383.18 1028.14,1383.15 1028.24,1383.13 1028.34,1383.11 1028.44,1383.08 1028.54,1383.06 1028.65,1383.03 1028.75,1383.01 1028.85,1382.98 1028.95,1382.96 1029.05,1382.93 1029.15,1382.91 1029.26,1382.88 1029.36,1382.85 1029.46,1382.83 1029.56,1382.8 1029.66,1382.77 1029.77,1382.74 1029.87,1382.72 1029.97,1382.69 1030.07,1382.66 1030.17,1382.63 1030.28,1382.6 1030.38,1382.57 1030.48,1382.54 1030.58,1382.52 1030.68,1382.49 1030.78,1382.46 1030.89,1382.42 1030.99,1382.39 1031.09,1382.36 1031.19,1382.33 1031.29,1382.3 1031.4,1382.27 1031.5,1382.24 1031.6,1382.21 1031.7,1382.17 1031.8,1382.14 1031.9,1382.11 1032.01,1382.07 1032.11,1382.04 1032.21,1382.01 1032.31,1381.97 1032.41,1381.94 1032.52,1381.9 1032.62,1381.87 1032.72,1381.84 1032.82,1381.8 1032.92,1381.76 1033.02,1381.73 1033.13,1381.69 1033.23,1381.66 1033.33,1381.62 1033.43,1381.58 1033.53,1381.55 1033.64,1381.51 1033.74,1381.47 1033.84,1381.43 1033.94,1381.4 1034.04,1381.36 1034.14,1381.32 1034.25,1381.28 1034.35,1381.24 1034.45,1381.2 1034.55,1381.16 1034.65,1381.12 1034.76,1381.08 1034.86,1381.04 1034.96,1381 1035.06,1380.96 1035.16,1380.92 1035.26,1380.88 1035.37,1380.84 1035.47,1380.8 1035.57,1380.75 1035.67,1380.71 1035.77,1380.67 1035.88,1380.63 1035.98,1380.58 1036.08,1380.54 1036.18,1380.5 1036.28,1380.45 1036.38,1380.41 1036.49,1380.36 1036.59,1380.32 1036.69,1380.27 1036.79,1380.23 1036.89,1380.18 1037,1380.14 1037.1,1380.09 1037.2,1380.05 1037.3,1380 1037.4,1379.95 1037.51,1379.91 1037.61,1379.86 1037.71,1379.81 1037.81,1379.76 1037.91,1379.72 1038.01,1379.67 1038.12,1379.62 1038.22,1379.57 1038.32,1379.52 1038.42,1379.47 1038.52,1379.42 1038.63,1379.37 1038.73,1379.32 1038.83,1379.27 1038.93,1379.22 1039.03,1379.17 1039.13,1379.12 1039.24,1379.07 1039.34,1379.02 1039.44,1378.97 1039.54,1378.91 1039.64,1378.86 1039.75,1378.81 1039.85,1378.76 1039.95,1378.7 1040.05,1378.65 1040.15,1378.6 1040.25,1378.54 1040.36,1378.49 1040.46,1378.43 1040.56,1378.38 1040.66,1378.33 1040.76,1378.27 1040.87,1378.21 1040.97,1378.16 1041.07,1378.1 1041.17,1378.05 1041.27,1377.99 1041.37,1377.93 1041.48,1377.88 1041.58,1377.82 1041.68,1377.76 1041.78,1377.71 1041.88,1377.65 1041.99,1377.59 1042.09,1377.53 1042.19,1377.47 1042.29,1377.41 1042.39,1377.35 1042.49,1377.3 1042.6,1377.24 1042.7,1377.18 1042.8,1377.12 1042.9,1377.06 1043,1376.99 1043.11,1376.93 1043.21,1376.87 1043.31,1376.81 1043.41,1376.75 1043.51,1376.69 1043.61,1376.63 1043.72,1376.56 1043.82,1376.5 1043.92,1376.44 1044.02,1376.37 1044.12,1376.31 1044.23,1376.25 1044.33,1376.18 1044.43,1376.12 1044.53,1376.06 1044.63,1375.99 1044.74,1375.93 1044.84,1375.86 1044.94,1375.79 1045.04,1375.73 1045.14,1375.66 1045.24,1375.6 1045.35,1375.53 1045.45,1375.46 1045.55,1375.4 1045.65,1375.33 1045.75,1375.26 1045.86,1375.19 1045.96,1375.13 1046.06,1375.06 1046.16,1374.99 1046.26,1374.92 1046.36,1374.85 1046.47,1374.78 1046.57,1374.71 1046.67,1374.64 1046.77,1374.57 1046.87,1374.5 1046.98,1374.43 1047.08,1374.36 1047.18,1374.29 1047.28,1374.22 1047.38,1374.15 1047.48,1374.08 1047.59,1374 1047.69,1373.93 1047.79,1373.86 1047.89,1373.79 1047.99,1373.71 1048.1,1373.64 1048.2,1373.57 1048.3,1373.49 1048.4,1373.42 1048.5,1373.35 1048.6,1373.27 1048.71,1373.2 1048.81,1373.12 1048.91,1373.05 1049.01,1372.97 1049.11,1372.89 1049.22,1372.82 1049.32,1372.74 1049.42,1372.67 1049.52,1372.59 1049.62,1372.51 1049.72,1372.43 1049.83,1372.36 1049.93,1372.28 1050.03,1372.2 1050.13,1372.12 1050.23,1372.04 1050.34,1371.97 1050.44,1371.89 1050.54,1371.81 1050.64,1371.73 1050.74,1371.65 1050.84,1371.57 1050.95,1371.49 1051.05,1371.41 1051.15,1371.33 1051.25,1371.24 1051.35,1371.16 1051.46,1371.08 1051.56,1371 1051.66,1370.92 1051.76,1370.84 1051.86,1370.75 1051.97,1370.67 1052.07,1370.59 1052.17,1370.5 1052.27,1370.42 1052.37,1370.34 1052.47,1370.25 1052.58,1370.17 1052.68,1370.08 1052.78,1370 1052.88,1369.91 1052.98,1369.83 1053.09,1369.74 1053.19,1369.66 1053.29,1369.57 1053.39,1369.48 1053.49,1369.4 1053.59,1369.31 1053.7,1369.22 1053.8,1369.14 1053.9,1369.05 1054,1368.96 1054.1,1368.87 1054.21,1368.79 1054.31,1368.7 1054.41,1368.61 1054.51,1368.52 1054.61,1368.43 1054.71,1368.34 1054.82,1368.25 1054.92,1368.16 1055.02,1368.07 1055.12,1367.98 1055.22,1367.89 1055.33,1367.8 1055.43,1367.71 1055.53,1367.61 1055.63,1367.52 1055.73,1367.43 1055.83,1367.34 1055.94,1367.25 1056.04,1367.15 1056.14,1367.06 1056.24,1366.97 1056.34,1366.87 1056.45,1366.78 1056.55,1366.68 1056.65,1366.59 1056.75,1366.5 1056.85,1366.4 1056.95,1366.31 1057.06,1366.21 1057.16,1366.11 1057.26,1366.02 1057.36,1365.92 1057.46,1365.83 1057.57,1365.73 1057.67,1365.63 1057.77,1365.54 1057.87,1365.44 1057.97,1365.34 1058.07,1365.24 1058.18,1365.15 1058.28,1365.05 1058.38,1364.95 1058.48,1364.85 1058.58,1364.75 1058.69,1364.65 1058.79,1364.55 1058.89,1364.45 1058.99,1364.35 1059.09,1364.25 1059.2,1364.15 1059.3,1364.05 1059.4,1363.95 1059.5,1363.85 1059.6,1363.75 1059.7,1363.64 1059.81,1363.54 1059.91,1363.44 1060.01,1363.34 1060.11,1363.23 1060.21,1363.13 1060.32,1363.03 1060.42,1362.93 1060.52,1362.82 1060.62,1362.72 1060.72,1362.61 1060.82,1362.51 1060.93,1362.4 1061.03,1362.3 1061.13,1362.19 1061.23,1362.09 1061.33,1361.98 1061.44,1361.88 1061.54,1361.77 1061.64,1361.66 1061.74,1361.56 1061.84,1361.45 1061.94,1361.34 1062.05,1361.24 1062.15,1361.13 1062.25,1361.02 1062.35,1360.91 1062.45,1360.8 1062.56,1360.69 1062.66,1360.59 1062.76,1360.48 1062.86,1360.37 1062.96,1360.26 1063.06,1360.15 1063.17,1360.04 1063.27,1359.93 1063.37,1359.82 1063.47,1359.7 1063.57,1359.59 1063.68,1359.48 1063.78,1359.37 1063.88,1359.26 1063.98,1359.15 1064.08,1359.03 1064.18,1358.92 1064.29,1358.81 1064.39,1358.69 1064.49,1358.58 1064.59,1358.47 1064.69,1358.35 1064.8,1358.24 1064.9,1358.13 1065,1358.01 1065.1,1357.9 1065.2,1357.78 1065.3,1357.67 1065.41,1357.55 1065.51,1357.43 1065.61,1357.32 1065.71,1357.2 1065.81,1357.08 1065.92,1356.97 1066.02,1356.85 1066.12,1356.73 1066.22,1356.62 1066.32,1356.5 1066.43,1356.38 1066.53,1356.26 1066.63,1356.14 1066.73,1356.02 1066.83,1355.91 1066.93,1355.79 1067.04,1355.67 1067.14,1355.55 1067.24,1355.43 1067.34,1355.31 1067.44,1355.19 1067.55,1355.07 1067.65,1354.94 1067.75,1354.82 1067.85,1354.7 1067.95,1354.58 1068.05,1354.46 1068.16,1354.34 1068.26,1354.21 1068.36,1354.09 1068.46,1353.97 1068.56,1353.84 1068.67,1353.72 1068.77,1353.6 1068.87,1353.47 1068.97,1353.35 1069.07,1353.22 1069.17,1353.1 1069.28,1352.97 1069.38,1352.85 1069.48,1352.72 1069.58,1352.6 1069.68,1352.47 1069.79,1352.35 1069.89,1352.22 1069.99,1352.09 1070.09,1351.97 1070.19,1351.84 1070.29,1351.71 1070.4,1351.58 1070.5,1351.46 1070.6,1351.33 1070.7,1351.2 1070.8,1351.07 1070.91,1350.94 1071.01,1350.81 1071.11,1350.68 1071.21,1350.56 1071.31,1350.43 1071.41,1350.3 1071.52,1350.16 1071.62,1350.03 1071.72,1349.9 1071.82,1349.77 1071.92,1349.64 1072.03,1349.51 1072.13,1349.38 1072.23,1349.25 1072.33,1349.11 1072.43,1348.98 1072.53,1348.85 1072.64,1348.72 1072.74,1348.58 1072.84,1348.45 1072.94,1348.32 1073.04,1348.18 1073.15,1348.05 1073.25,1347.91 1073.35,1347.78 1073.45,1347.64 1073.55,1347.51 1073.66,1347.37 1073.76,1347.24 1073.86,1347.1 1073.96,1346.97 1074.06,1346.83 1074.16,1346.69 1074.27,1346.56 1074.37,1346.42 1074.47,1346.28 1074.57,1346.14 1074.67,1346.01 1074.78,1345.87 1074.88,1345.73 1074.98,1345.59 1075.08,1345.45 1075.18,1345.31 1075.28,1345.17 1075.39,1345.04 1075.49,1344.9 1075.59,1344.76 1075.69,1344.62 1075.79,1344.47 1075.9,1344.33 1076,1344.19 1076.1,1344.05 1076.2,1343.91 1076.3,1343.77 1076.4,1343.63 1076.51,1343.49 1076.61,1343.34 1076.71,1343.2 1076.81,1343.06 1076.91,1342.91 1077.02,1342.77 1077.12,1342.63 1077.22,1342.48 1077.32,1342.34 1077.42,1342.2 1077.52,1342.05 1077.63,1341.91 1077.73,1341.76 1077.83,1341.62 1077.93,1341.47 1078.03,1341.32 1078.14,1341.18 1078.24,1341.03 1078.34,1340.89 1078.44,1340.74 1078.54,1340.59 1078.64,1340.45 1078.75,1340.3 1078.85,1340.15 1078.95,1340 1079.05,1339.85 1079.15,1339.71 1079.26,1339.56 1079.36,1339.41 1079.46,1339.26 1079.56,1339.11 1079.66,1338.96 1079.76,1338.81 1079.87,1338.66 1079.97,1338.51 1080.07,1338.36 1080.17,1338.21 1080.27,1338.06 1080.38,1337.91 1080.48,1337.76 1080.58,1337.6 1080.68,1337.45 1080.78,1337.3 1080.89,1337.15 1080.99,1337 1081.09,1336.84 1081.19,1336.69 1081.29,1336.54 1081.39,1336.38 1081.5,1336.23 1081.6,1336.07 1081.7,1335.92 1081.8,1335.77 1081.9,1335.61 1082.01,1335.46 1082.11,1335.3 1082.21,1335.15 1082.31,1334.99 1082.41,1334.83 1082.51,1334.68 1082.62,1334.52 1082.72,1334.36 1082.82,1334.21 1082.92,1334.05 1083.02,1333.89 1083.13,1333.74 1083.23,1333.58 1083.33,1333.42 1083.43,1333.26 1083.53,1333.1 1083.63,1332.94 1083.74,1332.79 1083.84,1332.63 1083.94,1332.47 1084.04,1332.31 1084.14,1332.15 1084.25,1331.99 1084.35,1331.83 1084.45,1331.67 1084.55,1331.5 1084.65,1331.34 1084.75,1331.18 1084.86,1331.02 1084.96,1330.86 1085.06,1330.7 1085.16,1330.53 1085.26,1330.37 1085.37,1330.21 1085.47,1330.05 1085.57,1329.88 1085.67,1329.72 1085.77,1329.56 1085.87,1329.39 1085.98,1329.23 1086.08,1329.06 1086.18,1328.9 1086.28,1328.73 1086.38,1328.57 1086.49,1328.4 1086.59,1328.24 1086.69,1328.07 1086.79,1327.91 1086.89,1327.74 1086.99,1327.57 1087.1,1327.41 1087.2,1327.24 1087.3,1327.07 1087.4,1326.9 1087.5,1326.74 1087.61,1326.57 1087.71,1326.4 1087.81,1326.23 1087.91,1326.06 1088.01,1325.89 1088.12,1325.73 1088.22,1325.56 1088.32,1325.39 1088.42,1325.22 1088.52,1325.05 1088.62,1324.88 1088.73,1324.71 1088.83,1324.54 1088.93,1324.36 1089.03,1324.19 1089.13,1324.02 1089.24,1323.85 1089.34,1323.68 1089.44,1323.51 1089.54,1323.33 1089.64,1323.16 1089.74,1322.99 1089.85,1322.82 1089.95,1322.64 1090.05,1322.47 1090.15,1322.29 1090.25,1322.12 1090.36,1321.95 1090.46,1321.77 1090.56,1321.6 1090.66,1321.42 1090.76,1321.25 1090.86,1321.07 1090.97,1320.9 1091.07,1320.72 1091.17,1320.54 1091.27,1320.37 1091.37,1320.19 1091.48,1320.01 1091.58,1319.84 1091.68,1319.66 1091.78,1319.48 1091.88,1319.31 1091.98,1319.13 1092.09,1318.95 1092.19,1318.77 1092.29,1318.59 1092.39,1318.41 1092.49,1318.23 1092.6,1318.06 1092.7,1317.88 1092.8,1317.7 1092.9,1317.52 1093,1317.34 1093.1,1317.16 1093.21,1316.97 1093.31,1316.79 1093.41,1316.61 1093.51,1316.43 1093.61,1316.25 1093.72,1316.07 1093.82,1315.89 1093.92,1315.7 1094.02,1315.52 1094.12,1315.34 1094.22,1315.16 1094.33,1314.97 1094.43,1314.79 1094.53,1314.61 1094.63,1314.42 1094.73,1314.24 1094.84,1314.05 1094.94,1313.87 1095.04,1313.68 1095.14,1313.5 1095.24,1313.31 1095.35,1313.13 1095.45,1312.94 1095.55,1312.76 1095.65,1312.57 1095.75,1312.38 1095.85,1312.2 1095.96,1312.01 1096.06,1311.82 1096.16,1311.64 1096.26,1311.45 1096.36,1311.26 1096.47,1311.07 1096.57,1310.88 1096.67,1310.7 1096.77,1310.51 1096.87,1310.32 1096.97,1310.13 1097.08,1309.94 1097.18,1309.75 1097.28,1309.56 1097.38,1309.37 1097.48,1309.18 1097.59,1308.99 1097.69,1308.8 1097.79,1308.61 1097.89,1308.42 1097.99,1308.23 1098.09,1308.03 1098.2,1307.84 1098.3,1307.65 1098.4,1307.46 1098.5,1307.27 1098.6,1307.07 1098.71,1306.88 1098.81,1306.69 1098.91,1306.49 1099.01,1306.3 1099.11,1306.11 1099.21,1305.91 1099.32,1305.72 1099.42,1305.52 1099.52,1305.33 1099.62,1305.13 1099.72,1304.94 1099.83,1304.74 1099.93,1304.55 1100.03,1304.35 1100.13,1304.15 1100.23,1303.96 1100.33,1303.76 1100.44,1303.56 1100.54,1303.37 1100.64,1303.17 1100.74,1302.97 1100.84,1302.78 1100.95,1302.58 1101.05,1302.38 1101.15,1302.18 1101.25,1301.98 1101.35,1301.78 1101.46,1301.58 1101.56,1301.39 1101.66,1301.19 1101.76,1300.99 1101.86,1300.79 1101.96,1300.59 1102.07,1300.39 1102.17,1300.18 1102.27,1299.98 1102.37,1299.78 1102.47,1299.58 1102.58,1299.38 1102.68,1299.18 1102.78,1298.98 1102.88,1298.77 1102.98,1298.57 1103.08,1298.37 1103.19,1298.17 1103.29,1297.96 1103.39,1297.76 1103.49,1297.56 1103.59,1297.35 1103.7,1297.15 1103.8,1296.95 1103.9,1296.74 1104,1296.54 1104.1,1296.33 1104.2,1296.13 1104.31,1295.92 1104.41,1295.72 1104.51,1295.51 1104.61,1295.3 1104.71,1295.1 1104.82,1294.89 1104.92,1294.68 1105.02,1294.48 1105.12,1294.27 1105.22,1294.06 1105.32,1293.86 1105.43,1293.65 1105.53,1293.44 1105.63,1293.23 1105.73,1293.02 1105.83,1292.82 1105.94,1292.61 1106.04,1292.4 1106.14,1292.19 1106.24,1291.98 1106.34,1291.77 1106.44,1291.56 1106.55,1291.35 1106.65,1291.14 1106.75,1290.93 1106.85,1290.72 1106.95,1290.51 1107.06,1290.3 1107.16,1290.08 1107.26,1289.87 1107.36,1289.66 1107.46,1289.45 1107.56,1289.24 1107.67,1289.02 1107.77,1288.81 1107.87,1288.6 1107.97,1288.38 1108.07,1288.17 1108.18,1287.96 1108.28,1287.74 1108.38,1287.53 1108.48,1287.32 1108.58,1287.1 1108.69,1286.89 1108.79,1286.67 1108.89,1286.46 1108.99,1286.24 1109.09,1286.03 1109.19,1285.81 1109.3,1285.59 1109.4,1285.38 1109.5,1285.16 1109.6,1284.94 1109.7,1284.73 1109.81,1284.51 1109.91,1284.29 1110.01,1284.08 1110.11,1283.86 1110.21,1283.64 1110.31,1283.42 1110.42,1283.2 1110.52,1282.98 1110.62,1282.77 1110.72,1282.55 1110.82,1282.33 1110.93,1282.11 1111.03,1281.89 1111.13,1281.67 1111.23,1281.45 1111.33,1281.23 1111.43,1281.01 1111.54,1280.79 1111.64,1280.57 1111.74,1280.34 1111.84,1280.12 1111.94,1279.9 1112.05,1279.68 1112.15,1279.46 1112.25,1279.23 1112.35,1279.01 1112.45,1278.79 1112.55,1278.57 1112.66,1278.34 1112.76,1278.12 1112.86,1277.9 1112.96,1277.67 1113.06,1277.45 1113.17,1277.22 1113.27,1277 1113.37,1276.78 1113.47,1276.55 1113.57,1276.33 1113.67,1276.1 1113.78,1275.87 1113.88,1275.65 1113.98,1275.42 1114.08,1275.2 1114.18,1274.97 1114.29,1274.74 1114.39,1274.52 1114.49,1274.29 1114.59,1274.06 1114.69,1273.84 1114.79,1273.61 1114.9,1273.38 1115,1273.15 1115.1,1272.92 1115.2,1272.7 1115.3,1272.47 1115.41,1272.24 1115.51,1272.01 1115.61,1271.78 1115.71,1271.55 1115.81,1271.32 1115.92,1271.09 1116.02,1270.86 1116.12,1270.63 1116.22,1270.4 1116.32,1270.17 1116.42,1269.94 1116.53,1269.71 1116.63,1269.47 1116.73,1269.24 1116.83,1269.01 1116.93,1268.78 1117.04,1268.55 1117.14,1268.31 1117.24,1268.08 1117.34,1267.85 1117.44,1267.62 1117.54,1267.38 1117.65,1267.15 1117.75,1266.92 1117.85,1266.68 1117.95,1266.45 1118.05,1266.21 1118.16,1265.98 1118.26,1265.74 1118.36,1265.51 1118.46,1265.27 1118.56,1265.04 1118.66,1264.8 1118.77,1264.57 1118.87,1264.33 1118.97,1264.09 1119.07,1263.86 1119.17,1263.62 1119.28,1263.38 1119.38,1263.15 1119.48,1262.91 1119.58,1262.67 1119.68,1262.43 1119.78,1262.2 1119.89,1261.96 1119.99,1261.72 1120.09,1261.48 1120.19,1261.24 1120.29,1261 1120.4,1260.76 1120.5,1260.52 1120.6,1260.29 1120.7,1260.05 1120.8,1259.81 1120.9,1259.57 1121.01,1259.32 1121.11,1259.08 1121.21,1258.84 1121.31,1258.6 1121.41,1258.36 1121.52,1258.12 1121.62,1257.88 1121.72,1257.64 1121.82,1257.39 1121.92,1257.15 1122.02,1256.91 1122.13,1256.67 1122.23,1256.42 1122.33,1256.18 1122.43,1255.94 1122.53,1255.69 1122.64,1255.45 1122.74,1255.21 1122.84,1254.96 1122.94,1254.72 1123.04,1254.47 1123.15,1254.23 1123.25,1253.98 1123.35,1253.74 1123.45,1253.49 1123.55,1253.25 1123.65,1253 1123.76,1252.76 1123.86,1252.51 1123.96,1252.26 1124.06,1252.02 1124.16,1251.77 1124.27,1251.52 1124.37,1251.28 1124.47,1251.03 1124.57,1250.78 1124.67,1250.53 1124.77,1250.28 1124.88,1250.04 1124.98,1249.79 1125.08,1249.54 1125.18,1249.29 1125.28,1249.04 1125.39,1248.79 1125.49,1248.54 1125.59,1248.29 1125.69,1248.04 1125.79,1247.79 1125.89,1247.54 1126,1247.29 1126.1,1247.04 1126.2,1246.79 1126.3,1246.54 1126.4,1246.29 1126.51,1246.04 1126.61,1245.79 1126.71,1245.53 1126.81,1245.28 1126.91,1245.03 1127.01,1244.78 1127.12,1244.52 1127.22,1244.27 1127.32,1244.02 1127.42,1243.77 1127.52,1243.51 1127.63,1243.26 1127.73,1243 1127.83,1242.75 1127.93,1242.5 1128.03,1242.24 1128.13,1241.99 1128.24,1241.73 1128.34,1241.48 1128.44,1241.22 1128.54,1240.97 1128.64,1240.71 1128.75,1240.45 1128.85,1240.2 1128.95,1239.94 1129.05,1239.69 1129.15,1239.43 1129.25,1239.17 1129.36,1238.92 1129.46,1238.66 1129.56,1238.4 1129.66,1238.14 1129.76,1237.88 1129.87,1237.63 1129.97,1237.37 1130.07,1237.11 1130.17,1236.85 1130.27,1236.59 1130.38,1236.33 1130.48,1236.07 1130.58,1235.81 1130.68,1235.56 1130.78,1235.3 1130.88,1235.04 1130.99,1234.78 1131.09,1234.51 1131.19,1234.25 1131.29,1233.99 1131.39,1233.73 1131.5,1233.47 1131.6,1233.21 1131.7,1232.95 1131.8,1232.69 1131.9,1232.42 1132,1232.16 1132.11,1231.9 1132.21,1231.64 1132.31,1231.37 1132.41,1231.11 1132.51,1230.85 1132.62,1230.58 1132.72,1230.32 1132.82,1230.06 1132.92,1229.79 1133.02,1229.53 1133.12,1229.26 1133.23,1229 1133.33,1228.74 1133.43,1228.47 1133.53,1228.21 1133.63,1227.94 1133.74,1227.67 1133.84,1227.41 1133.94,1227.14 1134.04,1226.88 1134.14,1226.61 1134.24,1226.34 1134.35,1226.08 1134.45,1225.81 1134.55,1225.54 1134.65,1225.28 1134.75,1225.01 1134.86,1224.74 1134.96,1224.47 1135.06,1224.21 1135.16,1223.94 1135.26,1223.67 1135.36,1223.4 1135.47,1223.13 1135.57,1222.86 1135.67,1222.59 1135.77,1222.32 1135.87,1222.05 1135.98,1221.78 1136.08,1221.51 1136.18,1221.24 1136.28,1220.97 1136.38,1220.7 1136.48,1220.43 1136.59,1220.16 1136.69,1219.89 1136.79,1219.62 1136.89,1219.35 1136.99,1219.08 1137.1,1218.8 1137.2,1218.53 1137.3,1218.26 1137.4,1217.99 1137.5,1217.71 1137.61,1217.44 1137.71,1217.17 1137.81,1216.9 1137.91,1216.62 1138.01,1216.35 1138.11,1216.07 1138.22,1215.8 1138.32,1215.53 1138.42,1215.25 1138.52,1214.98 1138.62,1214.7 1138.73,1214.43 1138.83,1214.15 1138.93,1213.88 1139.03,1213.6 1139.13,1213.33 1139.23,1213.05 1139.34,1212.77 1139.44,1212.5 1139.54,1212.22 1139.64,1211.94 1139.74,1211.67 1139.85,1211.39 1139.95,1211.11 1140.05,1210.84 1140.15,1210.56 1140.25,1210.28 1140.35,1210 1140.46,1209.73 1140.56,1209.45 1140.66,1209.17 1140.76,1208.89 1140.86,1208.61 1140.97,1208.33 1141.07,1208.05 1141.17,1207.77 1141.27,1207.49 1141.37,1207.21 1141.47,1206.93 1141.58,1206.65 1141.68,1206.37 1141.78,1206.09 1141.88,1205.81 1141.98,1205.53 1142.09,1205.25 1142.19,1204.97 1142.29,1204.69 1142.39,1204.41 1142.49,1204.12 1142.59,1203.84 1142.7,1203.56 1142.8,1203.28 1142.9,1202.99 1143,1202.71 1143.1,1202.43 1143.21,1202.15 1143.31,1201.86 1143.41,1201.58 1143.51,1201.29 1143.61,1201.01 1143.71,1200.73 1143.82,1200.44 1143.92,1200.16 1144.02,1199.87 1144.12,1199.59 1144.22,1199.3 1144.33,1199.02 1144.43,1198.73 1144.53,1198.45 1144.63,1198.16 1144.73,1197.88 1144.84,1197.59 1144.94,1197.3 1145.04,1197.02 1145.14,1196.73 1145.24,1196.44 1145.34,1196.16 1145.45,1195.87 1145.55,1195.58 1145.65,1195.29 1145.75,1195.01 1145.85,1194.72 1145.96,1194.43 1146.06,1194.14 1146.16,1193.85 1146.26,1193.57 1146.36,1193.28 1146.46,1192.99 1146.57,1192.7 1146.67,1192.41 1146.77,1192.12 1146.87,1191.83 1146.97,1191.54 1147.08,1191.25 1147.18,1190.96 1147.28,1190.67 1147.38,1190.38 1147.48,1190.09 1147.58,1189.8 1147.69,1189.51 1147.79,1189.21 1147.89,1188.92 1147.99,1188.63 1148.09,1188.34 1148.2,1188.05 1148.3,1187.76 1148.4,1187.46 1148.5,1187.17 1148.6,1186.88 1148.7,1186.58 1148.81,1186.29 1148.91,1186 1149.01,1185.7 1149.11,1185.41 1149.21,1185.12 1149.32,1184.82 1149.42,1184.53 1149.52,1184.23 1149.62,1183.94 1149.72,1183.65 1149.82,1183.35 1149.93,1183.06 1150.03,1182.76 1150.13,1182.46 1150.23,1182.17 1150.33,1181.87 1150.44,1181.58 1150.54,1181.28 1150.64,1180.99 1150.74,1180.69 1150.84,1180.39 1150.94,1180.1 1151.05,1179.8 1151.15,1179.5 1151.25,1179.2 1151.35,1178.91 1151.45,1178.61 1151.56,1178.31 1151.66,1178.01 1151.76,1177.71 1151.86,1177.42 1151.96,1177.12 1152.07,1176.82 1152.17,1176.52 1152.27,1176.22 1152.37,1175.92 1152.47,1175.62 1152.57,1175.32 1152.68,1175.02 1152.78,1174.72 1152.88,1174.42 1152.98,1174.12 1153.08,1173.82 1153.19,1173.52 1153.29,1173.22 1153.39,1172.92 1153.49,1172.62 1153.59,1172.32 1153.69,1172.01 1153.8,1171.71 1153.9,1171.41 1154,1171.11 1154.1,1170.81 1154.2,1170.5 1154.31,1170.2 1154.41,1169.9 1154.51,1169.6 1154.61,1169.29 1154.71,1168.99 1154.81,1168.69 1154.92,1168.38 1155.02,1168.08 1155.12,1167.78 1155.22,1167.47 1155.32,1167.17 1155.43,1166.86 1155.53,1166.56 1155.63,1166.25 1155.73,1165.95 1155.83,1165.64 1155.93,1165.34 1156.04,1165.03 1156.14,1164.73 1156.24,1164.42 1156.34,1164.11 1156.44,1163.81 1156.55,1163.5 1156.65,1163.2 1156.75,1162.89 1156.85,1162.58 1156.95,1162.28 1157.05,1161.97 1157.16,1161.66 1157.26,1161.35 1157.36,1161.05 1157.46,1160.74 1157.56,1160.43 1157.67,1160.12 1157.77,1159.81 1157.87,1159.5 1157.97,1159.2 1158.07,1158.89 1158.17,1158.58 1158.28,1158.27 1158.38,1157.96 1158.48,1157.65 1158.58,1157.34 1158.68,1157.03 1158.79,1156.72 1158.89,1156.41 1158.99,1156.1 1159.09,1155.79 1159.19,1155.48 1159.3,1155.17 1159.4,1154.86 1159.5,1154.55 1159.6,1154.23 1159.7,1153.92 1159.8,1153.61 1159.91,1153.3 1160.01,1152.99 1160.11,1152.68 1160.21,1152.36 1160.31,1152.05 1160.42,1151.74 1160.52,1151.43 1160.62,1151.11 1160.72,1150.8 1160.82,1150.49 1160.92,1150.17 1161.03,1149.86 1161.13,1149.54 1161.23,1149.23 1161.33,1148.92 1161.43,1148.6 1161.54,1148.29 1161.64,1147.97 1161.74,1147.66 1161.84,1147.34 1161.94,1147.03 1162.04,1146.71 1162.15,1146.4 1162.25,1146.08 1162.35,1145.77 1162.45,1145.45 1162.55,1145.13 1162.66,1144.82 1162.76,1144.5 1162.86,1144.19 1162.96,1143.87 1163.06,1143.55 1163.16,1143.23 1163.27,1142.92 1163.37,1142.6 1163.47,1142.28 1163.57,1141.96 1163.67,1141.65 1163.78,1141.33 1163.88,1141.01 1163.98,1140.69 1164.08,1140.37 1164.18,1140.06 1164.28,1139.74 1164.39,1139.42 1164.49,1139.1 1164.59,1138.78 1164.69,1138.46 1164.79,1138.14 1164.9,1137.82 1165,1137.5 1165.1,1137.18 1165.2,1136.86 1165.3,1136.54 1165.4,1136.22 1165.51,1135.9 1165.61,1135.58 1165.71,1135.26 1165.81,1134.94 1165.91,1134.61 1166.02,1134.29 1166.12,1133.97 1166.22,1133.65 1166.32,1133.33 1166.42,1133 1166.53,1132.68 1166.63,1132.36 1166.73,1132.04 1166.83,1131.71 1166.93,1131.39 1167.03,1131.07 1167.14,1130.75 1167.24,1130.42 1167.34,1130.1 1167.44,1129.77 1167.54,1129.45 1167.65,1129.13 1167.75,1128.8 1167.85,1128.48 1167.95,1128.15 1168.05,1127.83 1168.15,1127.5 1168.26,1127.18 1168.36,1126.85 1168.46,1126.53 1168.56,1126.2 1168.66,1125.88 1168.77,1125.55 1168.87,1125.23 1168.97,1124.9 1169.07,1124.57 1169.17,1124.25 1169.27,1123.92 1169.38,1123.59 1169.48,1123.27 1169.58,1122.94 1169.68,1122.61 1169.78,1122.29 1169.89,1121.96 1169.99,1121.63 1170.09,1121.3 1170.19,1120.98 1170.29,1120.65 1170.39,1120.32 1170.5,1119.99 1170.6,1119.66 1170.7,1119.33 1170.8,1119.01 1170.9,1118.68 1171.01,1118.35 1171.11,1118.02 1171.21,1117.69 1171.31,1117.36 1171.41,1117.03 1171.51,1116.7 1171.62,1116.37 1171.72,1116.04 1171.82,1115.71 1171.92,1115.38 1172.02,1115.05 1172.13,1114.72 1172.23,1114.39 1172.33,1114.06 1172.43,1113.72 1172.53,1113.39 1172.63,1113.06 1172.74,1112.73 1172.84,1112.4 1172.94,1112.07 1173.04,1111.73 1173.14,1111.4 1173.25,1111.07 1173.35,1110.74 1173.45,1110.4 1173.55,1110.07 1173.65,1109.74 1173.76,1109.41 1173.86,1109.07 1173.96,1108.74 1174.06,1108.41 1174.16,1108.07 1174.26,1107.74 1174.37,1107.4 1174.47,1107.07 1174.57,1106.74 1174.67,1106.4 1174.77,1106.07 1174.88,1105.73 1174.98,1105.4 1175.08,1105.06 1175.18,1104.73 1175.28,1104.39 1175.38,1104.06 1175.49,1103.72 1175.59,1103.38 1175.69,1103.05 1175.79,1102.71 1175.89,1102.38 1176,1102.04 1176.1,1101.7 1176.2,1101.37 1176.3,1101.03 1176.4,1100.69 1176.5,1100.36 1176.61,1100.02 1176.71,1099.68 1176.81,1099.34 1176.91,1099.01 1177.01,1098.67 1177.12,1098.33 1177.22,1097.99 1177.32,1097.65 1177.42,1097.32 1177.52,1096.98 1177.62,1096.64 1177.73,1096.3 1177.83,1095.96 1177.93,1095.62 1178.03,1095.28 1178.13,1094.94 1178.24,1094.6 1178.34,1094.26 1178.44,1093.92 1178.54,1093.58 1178.64,1093.24 1178.74,1092.9 1178.85,1092.56 1178.95,1092.22 1179.05,1091.88 1179.15,1091.54 1179.25,1091.2 1179.36,1090.86 1179.46,1090.52 1179.56,1090.18 1179.66,1089.84 1179.76,1089.49 1179.86,1089.15 1179.97,1088.81 1180.07,1088.47 1180.17,1088.13 1180.27,1087.78 1180.37,1087.44 1180.48,1087.1 1180.58,1086.76 1180.68,1086.41 1180.78,1086.07 1180.88,1085.73 1180.99,1085.38 1181.09,1085.04 1181.19,1084.7 1181.29,1084.35 1181.39,1084.01 1181.49,1083.67 1181.6,1083.32 1181.7,1082.98 1181.8,1082.63 1181.9,1082.29 1182,1081.94 1182.11,1081.6 1182.21,1081.25 1182.31,1080.91 1182.41,1080.56 1182.51,1080.22 1182.61,1079.87 1182.72,1079.53 1182.82,1079.18 1182.92,1078.84 1183.02,1078.49 1183.12,1078.14 1183.23,1077.8 1183.33,1077.45 1183.43,1077.1 1183.53,1076.76 1183.63,1076.41 1183.73,1076.06 1183.84,1075.72 1183.94,1075.37 1184.04,1075.02 1184.14,1074.67 1184.24,1074.33 1184.35,1073.98 1184.45,1073.63 1184.55,1073.28 1184.65,1072.94 1184.75,1072.59 1184.85,1072.24 1184.96,1071.89 1185.06,1071.54 1185.16,1071.19 1185.26,1070.84 1185.36,1070.49 1185.47,1070.15 1185.57,1069.8 1185.67,1069.45 1185.77,1069.1 1185.87,1068.75 1185.97,1068.4 1186.08,1068.05 1186.18,1067.7 1186.28,1067.35 1186.38,1067 1186.48,1066.65 1186.59,1066.29 1186.69,1065.94 1186.79,1065.59 1186.89,1065.24 1186.99,1064.89 1187.09,1064.54 1187.2,1064.19 1187.3,1063.84 1187.4,1063.48 1187.5,1063.13 1187.6,1062.78 1187.71,1062.43 1187.81,1062.08 1187.91,1061.72 1188.01,1061.37 1188.11,1061.02 1188.22,1060.67 1188.32,1060.31 1188.42,1059.96 1188.52,1059.61 1188.62,1059.25 1188.72,1058.9 1188.83,1058.55 1188.93,1058.19 1189.03,1057.84 1189.13,1057.49 1189.23,1057.13 1189.34,1056.78 1189.44,1056.42 1189.54,1056.07 1189.64,1055.71 1189.74,1055.36 1189.84,1055 1189.95,1054.65 1190.05,1054.3 1190.15,1053.94 1190.25,1053.58 1190.35,1053.23 1190.46,1052.87 1190.56,1052.52 1190.66,1052.16 1190.76,1051.81 1190.86,1051.45 1190.96,1051.09 1191.07,1050.74 1191.17,1050.38 1191.27,1050.02 1191.37,1049.67 1191.47,1049.31 1191.58,1048.95 1191.68,1048.6 1191.78,1048.24 1191.88,1047.88 1191.98,1047.53 1192.08,1047.17 1192.19,1046.81 1192.29,1046.45 1192.39,1046.09 1192.49,1045.74 1192.59,1045.38 1192.7,1045.02 1192.8,1044.66 1192.9,1044.3 1193,1043.94 1193.1,1043.59 1193.2,1043.23 1193.31,1042.87 1193.41,1042.51 1193.51,1042.15 1193.61,1041.79 1193.71,1041.43 1193.82,1041.07 1193.92,1040.71 1194.02,1040.35 1194.12,1039.99 1194.22,1039.63 1194.32,1039.27 1194.43,1038.91 1194.53,1038.55 1194.63,1038.19 1194.73,1037.83 1194.83,1037.47 1194.94,1037.11 1195.04,1036.75 1195.14,1036.39 1195.24,1036.02 1195.34,1035.66 1195.45,1035.3 1195.55,1034.94 1195.65,1034.58 1195.75,1034.22 1195.85,1033.85 1195.95,1033.49 1196.06,1033.13 1196.16,1032.77 1196.26,1032.4 1196.36,1032.04 1196.46,1031.68 1196.57,1031.32 1196.67,1030.95 1196.77,1030.59 1196.87,1030.23 1196.97,1029.86 1197.07,1029.5 1197.18,1029.14 1197.28,1028.77 1197.38,1028.41 1197.48,1028.05 1197.58,1027.68 1197.69,1027.32 1197.79,1026.95 1197.89,1026.59 1197.99,1026.22 1198.09,1025.86 1198.19,1025.5 1198.3,1025.13 1198.4,1024.77 1198.5,1024.4 1198.6,1024.04 1198.7,1023.67 1198.81,1023.3 1198.91,1022.94 1199.01,1022.57 1199.11,1022.21 1199.21,1021.84 1199.31,1021.48 1199.42,1021.11 1199.52,1020.74 1199.62,1020.38 1199.72,1020.01 1199.82,1019.64 1199.93,1019.28 1200.03,1018.91 1200.13,1018.54 1200.23,1018.18 1200.33,1017.81 1200.43,1017.44 1200.54,1017.08 1200.64,1016.71 1200.74,1016.34 1200.84,1015.97 1200.94,1015.61 1201.05,1015.24 1201.15,1014.87 1201.25,1014.5 1201.35,1014.13 1201.45,1013.77 1201.56,1013.4 1201.66,1013.03 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1336.58,488.348 1336.68,487.971 1336.79,487.594 1336.89,487.217 1336.99,486.84 1337.09,486.464 1337.19,486.087 1337.3,485.711 1337.4,485.334 1337.5,484.958 1337.6,484.582 1337.7,484.205 1337.81,483.829 1337.91,483.454 1338.01,483.078 1338.11,482.702 1338.21,482.326 1338.31,481.951 1338.42,481.575 1338.52,481.2 1338.62,480.825 1338.72,480.45 1338.82,480.075 1338.93,479.7 1339.03,479.325 1339.13,478.95 1339.23,478.576 1339.33,478.201 1339.43,477.827 1339.54,477.453 1339.64,477.078 1339.74,476.704 1339.84,476.33 1339.94,475.956 1340.05,475.583 1340.15,475.209 1340.25,474.835 1340.35,474.462 1340.45,474.088 1340.55,473.715 1340.66,473.342 1340.76,472.969 1340.86,472.596 1340.96,472.223 1341.06,471.85 1341.17,471.478 1341.27,471.105 1341.37,470.733 1341.47,470.36 1341.57,469.988 1341.67,469.616 1341.78,469.244 1341.88,468.872 1341.98,468.5 1342.08,468.128 1342.18,467.757 1342.29,467.385 1342.39,467.014 1342.49,466.643 1342.59,466.271 1342.69,465.9 1342.79,465.529 1342.9,465.158 1343,464.788 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1349.52,441.287 1349.62,440.924 1349.72,440.56 1349.82,440.197 1349.92,439.834 1350.02,439.471 1350.13,439.108 1350.23,438.745 1350.33,438.382 1350.43,438.02 1350.53,437.657 1350.64,437.295 1350.74,436.933 1350.84,436.57 1350.94,436.208 1351.04,435.847 1351.14,435.485 1351.25,435.123 1351.35,434.762 1351.45,434.4 1351.55,434.039 1351.65,433.678 1351.76,433.317 1351.86,432.956 1351.96,432.595 1352.06,432.234 1352.16,431.874 1352.27,431.513 1352.37,431.153 1352.47,430.793 1352.57,430.433 1352.67,430.073 1352.77,429.713 1352.88,429.353 1352.98,428.993 1353.08,428.634 1353.18,428.275 1353.28,427.915 1353.39,427.556 1353.49,427.197 1353.59,426.838 1353.69,426.479 1353.79,426.121 1353.89,425.762 1354,425.404 1354.1,425.046 1354.2,424.688 1354.3,424.329 1354.4,423.972 1354.51,423.614 1354.61,423.256 1354.71,422.899 1354.81,422.541 1354.91,422.184 1355.01,421.827 1355.12,421.47 1355.22,421.113 1355.32,420.756 1355.42,420.399 1355.52,420.043 1355.63,419.686 1355.73,419.33 1355.83,418.974 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1843.7,974.514 1843.8,974.893 1843.91,975.272 1844.01,975.65 1844.11,976.029 1844.21,976.408 1844.31,976.786 1844.41,977.165 1844.52,977.543 1844.62,977.921 1844.72,978.299 1844.82,978.678 1844.92,979.056 1845.03,979.433 1845.13,979.811 1845.23,980.189 1845.33,980.566 1845.43,980.944 1845.54,981.321 1845.64,981.699 1845.74,982.076 1845.84,982.453 1845.94,982.83 1846.04,983.207 1846.15,983.584 1846.25,983.96 1846.35,984.337 1846.45,984.713 1846.55,985.09 1846.66,985.466 1846.76,985.842 1846.86,986.218 1846.96,986.594 1847.06,986.97 1847.16,987.346 1847.27,987.722 1847.37,988.098 1847.47,988.473 1847.57,988.848 1847.67,989.224 1847.78,989.599 1847.88,989.974 1847.98,990.349 1848.08,990.724 1848.18,991.099 1848.28,991.474 1848.39,991.848 1848.49,992.223 1848.59,992.597 1848.69,992.971 1848.79,993.346 1848.9,993.72 1849,994.094 1849.1,994.468 1849.2,994.841 1849.3,995.215 1849.4,995.589 1849.51,995.962 1849.61,996.336 1849.71,996.709 1849.81,997.082 1849.91,997.455 1850.02,997.828 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1875.78,1088.47 1875.88,1088.81 1875.98,1089.15 1876.08,1089.49 1876.19,1089.84 1876.29,1090.18 1876.39,1090.52 1876.49,1090.86 1876.59,1091.2 1876.7,1091.54 1876.8,1091.88 1876.9,1092.22 1877,1092.56 1877.1,1092.9 1877.2,1093.24 1877.31,1093.58 1877.41,1093.92 1877.51,1094.26 1877.61,1094.6 1877.71,1094.94 1877.82,1095.28 1877.92,1095.62 1878.02,1095.96 1878.12,1096.3 1878.22,1096.64 1878.32,1096.98 1878.43,1097.32 1878.53,1097.65 1878.63,1097.99 1878.73,1098.33 1878.83,1098.67 1878.94,1099.01 1879.04,1099.34 1879.14,1099.68 1879.24,1100.02 1879.34,1100.36 1879.44,1100.69 1879.55,1101.03 1879.65,1101.37 1879.75,1101.7 1879.85,1102.04 1879.95,1102.38 1880.06,1102.71 1880.16,1103.05 1880.26,1103.38 1880.36,1103.72 1880.46,1104.06 1880.56,1104.39 1880.67,1104.73 1880.77,1105.06 1880.87,1105.4 1880.97,1105.73 1881.07,1106.07 1881.18,1106.4 1881.28,1106.74 1881.38,1107.07 1881.48,1107.4 1881.58,1107.74 1881.69,1108.07 1881.79,1108.41 1881.89,1108.74 1881.99,1109.07 1882.09,1109.41 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1901.44,1169.9 1901.54,1170.2 1901.64,1170.5 1901.75,1170.81 1901.85,1171.11 1901.95,1171.41 1902.05,1171.71 1902.15,1172.01 1902.25,1172.32 1902.36,1172.62 1902.46,1172.92 1902.56,1173.22 1902.66,1173.52 1902.76,1173.82 1902.87,1174.12 1902.97,1174.42 1903.07,1174.72 1903.17,1175.02 1903.27,1175.32 1903.38,1175.62 1903.48,1175.92 1903.58,1176.22 1903.68,1176.52 1903.78,1176.82 1903.88,1177.12 1903.99,1177.42 1904.09,1177.71 1904.19,1178.01 1904.29,1178.31 1904.39,1178.61 1904.5,1178.91 1904.6,1179.2 1904.7,1179.5 1904.8,1179.8 1904.9,1180.1 1905,1180.39 1905.11,1180.69 1905.21,1180.99 1905.31,1181.28 1905.41,1181.58 1905.51,1181.87 1905.62,1182.17 1905.72,1182.46 1905.82,1182.76 1905.92,1183.06 1906.02,1183.35 1906.12,1183.65 1906.23,1183.94 1906.33,1184.23 1906.43,1184.53 1906.53,1184.82 1906.63,1185.12 1906.74,1185.41 1906.84,1185.7 1906.94,1186 1907.04,1186.29 1907.14,1186.58 1907.24,1186.88 1907.35,1187.17 1907.45,1187.46 1907.55,1187.76 1907.65,1188.05 1907.75,1188.34 1907.86,1188.63 1907.96,1188.92 1908.06,1189.21 1908.16,1189.51 1908.26,1189.8 1908.36,1190.09 1908.47,1190.38 1908.57,1190.67 1908.67,1190.96 1908.77,1191.25 1908.87,1191.54 1908.98,1191.83 1909.08,1192.12 1909.18,1192.41 1909.28,1192.7 1909.38,1192.99 1909.49,1193.28 1909.59,1193.57 1909.69,1193.85 1909.79,1194.14 1909.89,1194.43 1909.99,1194.72 1910.1,1195.01 1910.2,1195.29 1910.3,1195.58 1910.4,1195.87 1910.5,1196.16 1910.61,1196.44 1910.71,1196.73 1910.81,1197.02 1910.91,1197.3 1911.01,1197.59 1911.11,1197.88 1911.22,1198.16 1911.32,1198.45 1911.42,1198.73 1911.52,1199.02 1911.62,1199.3 1911.73,1199.59 1911.83,1199.87 1911.93,1200.16 1912.03,1200.44 1912.13,1200.73 1912.23,1201.01 1912.34,1201.29 1912.44,1201.58 1912.54,1201.86 1912.64,1202.15 1912.74,1202.43 1912.85,1202.71 1912.95,1202.99 1913.05,1203.28 1913.15,1203.56 1913.25,1203.84 1913.35,1204.12 1913.46,1204.41 1913.56,1204.69 1913.66,1204.97 1913.76,1205.25 1913.86,1205.53 1913.97,1205.81 1914.07,1206.09 1914.17,1206.37 1914.27,1206.65 1914.37,1206.93 1914.47,1207.21 1914.58,1207.49 1914.68,1207.77 1914.78,1208.05 1914.88,1208.33 1914.98,1208.61 1915.09,1208.89 1915.19,1209.17 1915.29,1209.45 1915.39,1209.73 1915.49,1210 1915.59,1210.28 1915.7,1210.56 1915.8,1210.84 1915.9,1211.11 1916,1211.39 1916.1,1211.67 1916.21,1211.94 1916.31,1212.22 1916.41,1212.5 1916.51,1212.77 1916.61,1213.05 1916.72,1213.33 1916.82,1213.6 1916.92,1213.88 1917.02,1214.15 1917.12,1214.43 1917.22,1214.7 1917.33,1214.98 1917.43,1215.25 1917.53,1215.53 1917.63,1215.8 1917.73,1216.07 1917.84,1216.35 1917.94,1216.62 1918.04,1216.9 1918.14,1217.17 1918.24,1217.44 1918.34,1217.71 1918.45,1217.99 1918.55,1218.26 1918.65,1218.53 1918.75,1218.8 1918.85,1219.08 1918.96,1219.35 1919.06,1219.62 1919.16,1219.89 1919.26,1220.16 1919.36,1220.43 1919.46,1220.7 1919.57,1220.97 1919.67,1221.24 1919.77,1221.51 1919.87,1221.78 1919.97,1222.05 1920.08,1222.32 1920.18,1222.59 1920.28,1222.86 1920.38,1223.13 1920.48,1223.4 1920.58,1223.67 1920.69,1223.94 1920.79,1224.21 1920.89,1224.47 1920.99,1224.74 1921.09,1225.01 1921.2,1225.28 1921.3,1225.54 1921.4,1225.81 1921.5,1226.08 1921.6,1226.34 1921.7,1226.61 1921.81,1226.88 1921.91,1227.14 1922.01,1227.41 1922.11,1227.67 1922.21,1227.94 1922.32,1228.21 1922.42,1228.47 1922.52,1228.74 1922.62,1229 1922.72,1229.26 1922.82,1229.53 1922.93,1229.79 1923.03,1230.06 1923.13,1230.32 1923.23,1230.58 1923.33,1230.85 1923.44,1231.11 1923.54,1231.37 1923.64,1231.64 1923.74,1231.9 1923.84,1232.16 1923.95,1232.42 1924.05,1232.69 1924.15,1232.95 1924.25,1233.21 1924.35,1233.47 1924.45,1233.73 1924.56,1233.99 1924.66,1234.25 1924.76,1234.51 1924.86,1234.78 1924.96,1235.04 1925.07,1235.3 1925.17,1235.56 1925.27,1235.81 1925.37,1236.07 1925.47,1236.33 1925.57,1236.59 1925.68,1236.85 1925.78,1237.11 1925.88,1237.37 1925.98,1237.63 1926.08,1237.88 1926.19,1238.14 1926.29,1238.4 1926.39,1238.66 1926.49,1238.92 1926.59,1239.17 1926.69,1239.43 1926.8,1239.69 1926.9,1239.94 1927,1240.2 1927.1,1240.45 1927.2,1240.71 1927.31,1240.97 1927.41,1241.22 1927.51,1241.48 1927.61,1241.73 1927.71,1241.99 1927.81,1242.24 1927.92,1242.5 1928.02,1242.75 1928.12,1243 1928.22,1243.26 1928.32,1243.51 1928.43,1243.77 1928.53,1244.02 1928.63,1244.27 1928.73,1244.52 1928.83,1244.78 1928.93,1245.03 1929.04,1245.28 1929.14,1245.53 1929.24,1245.79 1929.34,1246.04 1929.44,1246.29 1929.55,1246.54 1929.65,1246.79 1929.75,1247.04 1929.85,1247.29 1929.95,1247.54 1930.05,1247.79 1930.16,1248.04 1930.26,1248.29 1930.36,1248.54 1930.46,1248.79 1930.56,1249.04 1930.67,1249.29 1930.77,1249.54 1930.87,1249.79 1930.97,1250.04 1931.07,1250.28 1931.18,1250.53 1931.28,1250.78 1931.38,1251.03 1931.48,1251.28 1931.58,1251.52 1931.68,1251.77 1931.79,1252.02 1931.89,1252.26 1931.99,1252.51 1932.09,1252.76 1932.19,1253 1932.3,1253.25 1932.4,1253.49 1932.5,1253.74 1932.6,1253.98 1932.7,1254.23 1932.8,1254.47 1932.91,1254.72 1933.01,1254.96 1933.11,1255.21 1933.21,1255.45 1933.31,1255.69 1933.42,1255.94 1933.52,1256.18 1933.62,1256.42 1933.72,1256.67 1933.82,1256.91 1933.92,1257.15 1934.03,1257.39 1934.13,1257.64 1934.23,1257.88 1934.33,1258.12 1934.43,1258.36 1934.54,1258.6 1934.64,1258.84 1934.74,1259.08 1934.84,1259.32 1934.94,1259.57 1935.04,1259.81 1935.15,1260.05 1935.25,1260.29 1935.35,1260.52 1935.45,1260.76 1935.55,1261 1935.66,1261.24 1935.76,1261.48 1935.86,1261.72 1935.96,1261.96 1936.06,1262.2 1936.16,1262.43 1936.27,1262.67 1936.37,1262.91 1936.47,1263.15 1936.57,1263.38 1936.67,1263.62 1936.78,1263.86 1936.88,1264.09 1936.98,1264.33 1937.08,1264.57 1937.18,1264.8 1937.28,1265.04 1937.39,1265.27 1937.49,1265.51 1937.59,1265.74 1937.69,1265.98 1937.79,1266.21 1937.9,1266.45 1938,1266.68 1938.1,1266.92 1938.2,1267.15 1938.3,1267.38 1938.41,1267.62 1938.51,1267.85 1938.61,1268.08 1938.71,1268.31 1938.81,1268.55 1938.91,1268.78 1939.02,1269.01 1939.12,1269.24 1939.22,1269.47 1939.32,1269.71 1939.42,1269.94 1939.53,1270.17 1939.63,1270.4 1939.73,1270.63 1939.83,1270.86 1939.93,1271.09 1940.03,1271.32 1940.14,1271.55 1940.24,1271.78 1940.34,1272.01 1940.44,1272.24 1940.54,1272.47 1940.65,1272.7 1940.75,1272.92 1940.85,1273.15 1940.95,1273.38 1941.05,1273.61 1941.15,1273.84 1941.26,1274.06 1941.36,1274.29 1941.46,1274.52 1941.56,1274.74 1941.66,1274.97 1941.77,1275.2 1941.87,1275.42 1941.97,1275.65 1942.07,1275.87 1942.17,1276.1 1942.27,1276.33 1942.38,1276.55 1942.48,1276.78 1942.58,1277 1942.68,1277.22 1942.78,1277.45 1942.89,1277.67 1942.99,1277.9 1943.09,1278.12 1943.19,1278.34 1943.29,1278.57 1943.39,1278.79 1943.5,1279.01 1943.6,1279.23 1943.7,1279.46 1943.8,1279.68 1943.9,1279.9 1944.01,1280.12 1944.11,1280.34 1944.21,1280.57 1944.31,1280.79 1944.41,1281.01 1944.51,1281.23 1944.62,1281.45 1944.72,1281.67 1944.82,1281.89 1944.92,1282.11 1945.02,1282.33 1945.13,1282.55 1945.23,1282.77 1945.33,1282.98 1945.43,1283.2 1945.53,1283.42 1945.64,1283.64 1945.74,1283.86 1945.84,1284.08 1945.94,1284.29 1946.04,1284.51 1946.14,1284.73 1946.25,1284.94 1946.35,1285.16 1946.45,1285.38 1946.55,1285.59 1946.65,1285.81 1946.76,1286.03 1946.86,1286.24 1946.96,1286.46 1947.06,1286.67 1947.16,1286.89 1947.26,1287.1 1947.37,1287.32 1947.47,1287.53 1947.57,1287.74 1947.67,1287.96 1947.77,1288.17 1947.88,1288.38 1947.98,1288.6 1948.08,1288.81 1948.18,1289.02 1948.28,1289.24 1948.38,1289.45 1948.49,1289.66 1948.59,1289.87 1948.69,1290.08 1948.79,1290.3 1948.89,1290.51 1949,1290.72 1949.1,1290.93 1949.2,1291.14 1949.3,1291.35 1949.4,1291.56 1949.5,1291.77 1949.61,1291.98 1949.71,1292.19 1949.81,1292.4 1949.91,1292.61 1950.01,1292.82 1950.12,1293.02 1950.22,1293.23 1950.32,1293.44 1950.42,1293.65 1950.52,1293.86 1950.62,1294.06 1950.73,1294.27 1950.83,1294.48 1950.93,1294.68 1951.03,1294.89 1951.13,1295.1 1951.24,1295.3 1951.34,1295.51 1951.44,1295.72 1951.54,1295.92 1951.64,1296.13 1951.74,1296.33 1951.85,1296.54 1951.95,1296.74 1952.05,1296.95 1952.15,1297.15 1952.25,1297.35 1952.36,1297.56 1952.46,1297.76 1952.56,1297.96 1952.66,1298.17 1952.76,1298.37 1952.87,1298.57 1952.97,1298.77 1953.07,1298.98 1953.17,1299.18 1953.27,1299.38 1953.37,1299.58 1953.48,1299.78 1953.58,1299.98 1953.68,1300.18 1953.78,1300.39 1953.88,1300.59 1953.99,1300.79 1954.09,1300.99 1954.19,1301.19 1954.29,1301.39 1954.39,1301.58 1954.49,1301.78 1954.6,1301.98 1954.7,1302.18 1954.8,1302.38 1954.9,1302.58 1955,1302.78 1955.11,1302.97 1955.21,1303.17 1955.31,1303.37 1955.41,1303.56 1955.51,1303.76 1955.61,1303.96 1955.72,1304.15 1955.82,1304.35 1955.92,1304.55 1956.02,1304.74 1956.12,1304.94 1956.23,1305.13 1956.33,1305.33 1956.43,1305.52 1956.53,1305.72 1956.63,1305.91 1956.73,1306.11 1956.84,1306.3 1956.94,1306.49 1957.04,1306.69 1957.14,1306.88 1957.24,1307.07 1957.35,1307.27 1957.45,1307.46 1957.55,1307.65 1957.65,1307.84 1957.75,1308.03 1957.85,1308.23 1957.96,1308.42 1958.06,1308.61 1958.16,1308.8 1958.26,1308.99 1958.36,1309.18 1958.47,1309.37 1958.57,1309.56 1958.67,1309.75 1958.77,1309.94 1958.87,1310.13 1958.97,1310.32 1959.08,1310.51 1959.18,1310.7 1959.28,1310.88 1959.38,1311.07 1959.48,1311.26 1959.59,1311.45 1959.69,1311.64 1959.79,1311.82 1959.89,1312.01 1959.99,1312.2 1960.1,1312.38 1960.2,1312.57 1960.3,1312.76 1960.4,1312.94 1960.5,1313.13 1960.6,1313.31 1960.71,1313.5 1960.81,1313.68 1960.91,1313.87 1961.01,1314.05 1961.11,1314.24 1961.22,1314.42 1961.32,1314.61 1961.42,1314.79 1961.52,1314.97 1961.62,1315.16 1961.72,1315.34 1961.83,1315.52 1961.93,1315.7 1962.03,1315.89 1962.13,1316.07 1962.23,1316.25 1962.34,1316.43 1962.44,1316.61 1962.54,1316.79 1962.64,1316.97 1962.74,1317.16 1962.84,1317.34 1962.95,1317.52 1963.05,1317.7 1963.15,1317.88 1963.25,1318.06 1963.35,1318.23 1963.46,1318.41 1963.56,1318.59 1963.66,1318.77 1963.76,1318.95 1963.86,1319.13 1963.96,1319.31 1964.07,1319.48 1964.17,1319.66 1964.27,1319.84 1964.37,1320.01 1964.47,1320.19 1964.58,1320.37 1964.68,1320.54 1964.78,1320.72 1964.88,1320.9 1964.98,1321.07 1965.08,1321.25 1965.19,1321.42 1965.29,1321.6 1965.39,1321.77 1965.49,1321.95 1965.59,1322.12 1965.7,1322.29 1965.8,1322.47 1965.9,1322.64 1966,1322.82 1966.1,1322.99 1966.2,1323.16 1966.31,1323.33 1966.41,1323.51 1966.51,1323.68 1966.61,1323.85 1966.71,1324.02 1966.82,1324.19 1966.92,1324.36 1967.02,1324.54 1967.12,1324.71 1967.22,1324.88 1967.33,1325.05 1967.43,1325.22 1967.53,1325.39 1967.63,1325.56 1967.73,1325.73 1967.83,1325.89 1967.94,1326.06 1968.04,1326.23 1968.14,1326.4 1968.24,1326.57 1968.34,1326.74 1968.45,1326.9 1968.55,1327.07 1968.65,1327.24 1968.75,1327.41 1968.85,1327.57 1968.95,1327.74 1969.06,1327.91 1969.16,1328.07 1969.26,1328.24 1969.36,1328.4 1969.46,1328.57 1969.57,1328.73 1969.67,1328.9 1969.77,1329.06 1969.87,1329.23 1969.97,1329.39 1970.07,1329.56 1970.18,1329.72 1970.28,1329.88 1970.38,1330.05 1970.48,1330.21 1970.58,1330.37 1970.69,1330.53 1970.79,1330.7 1970.89,1330.86 1970.99,1331.02 1971.09,1331.18 1971.19,1331.34 1971.3,1331.5 1971.4,1331.67 1971.5,1331.83 1971.6,1331.99 1971.7,1332.15 1971.81,1332.31 1971.91,1332.47 1972.01,1332.63 1972.11,1332.79 1972.21,1332.94 1972.31,1333.1 1972.42,1333.26 1972.52,1333.42 1972.62,1333.58 1972.72,1333.74 1972.82,1333.89 1972.93,1334.05 1973.03,1334.21 1973.13,1334.36 1973.23,1334.52 1973.33,1334.68 1973.43,1334.83 1973.54,1334.99 1973.64,1335.15 1973.74,1335.3 1973.84,1335.46 1973.94,1335.61 1974.05,1335.77 1974.15,1335.92 1974.25,1336.07 1974.35,1336.23 1974.45,1336.38 1974.56,1336.54 1974.66,1336.69 1974.76,1336.84 1974.86,1337 1974.96,1337.15 1975.06,1337.3 1975.17,1337.45 1975.27,1337.6 1975.37,1337.76 1975.47,1337.91 1975.57,1338.06 1975.68,1338.21 1975.78,1338.36 1975.88,1338.51 1975.98,1338.66 1976.08,1338.81 1976.18,1338.96 1976.29,1339.11 1976.39,1339.26 1976.49,1339.41 1976.59,1339.56 1976.69,1339.71 1976.8,1339.85 1976.9,1340 1977,1340.15 1977.1,1340.3 1977.2,1340.45 1977.3,1340.59 1977.41,1340.74 1977.51,1340.89 1977.61,1341.03 1977.71,1341.18 1977.81,1341.32 1977.92,1341.47 1978.02,1341.62 1978.12,1341.76 1978.22,1341.91 1978.32,1342.05 1978.42,1342.2 1978.53,1342.34 1978.63,1342.48 1978.73,1342.63 1978.83,1342.77 1978.93,1342.91 1979.04,1343.06 1979.14,1343.2 1979.24,1343.34 1979.34,1343.49 1979.44,1343.63 1979.54,1343.77 1979.65,1343.91 1979.75,1344.05 1979.85,1344.19 1979.95,1344.33 1980.05,1344.47 1980.16,1344.62 1980.26,1344.76 1980.36,1344.9 1980.46,1345.04 1980.56,1345.17 1980.66,1345.31 1980.77,1345.45 1980.87,1345.59 1980.97,1345.73 1981.07,1345.87 1981.17,1346.01 1981.28,1346.14 1981.38,1346.28 1981.48,1346.42 1981.58,1346.56 1981.68,1346.69 1981.79,1346.83 1981.89,1346.97 1981.99,1347.1 1982.09,1347.24 1982.19,1347.37 1982.29,1347.51 1982.4,1347.64 1982.5,1347.78 1982.6,1347.91 1982.7,1348.05 1982.8,1348.18 1982.91,1348.32 1983.01,1348.45 1983.11,1348.58 1983.21,1348.72 1983.31,1348.85 1983.41,1348.98 1983.52,1349.11 1983.62,1349.25 1983.72,1349.38 1983.82,1349.51 1983.92,1349.64 1984.03,1349.77 1984.13,1349.9 1984.23,1350.03 1984.33,1350.16 1984.43,1350.3 1984.53,1350.43 1984.64,1350.56 1984.74,1350.68 1984.84,1350.81 1984.94,1350.94 1985.04,1351.07 1985.15,1351.2 1985.25,1351.33 1985.35,1351.46 1985.45,1351.58 1985.55,1351.71 1985.65,1351.84 1985.76,1351.97 1985.86,1352.09 1985.96,1352.22 1986.06,1352.35 1986.16,1352.47 1986.27,1352.6 1986.37,1352.72 1986.47,1352.85 1986.57,1352.97 1986.67,1353.1 1986.77,1353.22 1986.88,1353.35 1986.98,1353.47 1987.08,1353.6 1987.18,1353.72 1987.28,1353.84 1987.39,1353.97 1987.49,1354.09 1987.59,1354.21 1987.69,1354.34 1987.79,1354.46 1987.89,1354.58 1988,1354.7 1988.1,1354.82 1988.2,1354.94 1988.3,1355.07 1988.4,1355.19 1988.51,1355.31 1988.61,1355.43 1988.71,1355.55 1988.81,1355.67 1988.91,1355.79 1989.02,1355.91 1989.12,1356.02 1989.22,1356.14 1989.32,1356.26 1989.42,1356.38 1989.52,1356.5 1989.63,1356.62 1989.73,1356.73 1989.83,1356.85 1989.93,1356.97 1990.03,1357.08 1990.14,1357.2 1990.24,1357.32 1990.34,1357.43 1990.44,1357.55 1990.54,1357.67 1990.64,1357.78 1990.75,1357.9 1990.85,1358.01 1990.95,1358.13 1991.05,1358.24 1991.15,1358.35 1991.26,1358.47 1991.36,1358.58 1991.46,1358.69 1991.56,1358.81 1991.66,1358.92 1991.76,1359.03 1991.87,1359.15 1991.97,1359.26 1992.07,1359.37 1992.17,1359.48 1992.27,1359.59 1992.38,1359.7 1992.48,1359.82 1992.58,1359.93 1992.68,1360.04 1992.78,1360.15 1992.88,1360.26 1992.99,1360.37 1993.09,1360.48 1993.19,1360.59 1993.29,1360.69 1993.39,1360.8 1993.5,1360.91 1993.6,1361.02 1993.7,1361.13 1993.8,1361.24 1993.9,1361.34 1994,1361.45 1994.11,1361.56 1994.21,1361.66 1994.31,1361.77 1994.41,1361.88 1994.51,1361.98 1994.62,1362.09 1994.72,1362.19 1994.82,1362.3 1994.92,1362.4 1995.02,1362.51 1995.12,1362.61 1995.23,1362.72 1995.33,1362.82 1995.43,1362.93 1995.53,1363.03 1995.63,1363.13 1995.74,1363.23 1995.84,1363.34 1995.94,1363.44 1996.04,1363.54 1996.14,1363.64 1996.25,1363.75 1996.35,1363.85 1996.45,1363.95 1996.55,1364.05 1996.65,1364.15 1996.75,1364.25 1996.86,1364.35 1996.96,1364.45 1997.06,1364.55 1997.16,1364.65 1997.26,1364.75 1997.37,1364.85 1997.47,1364.95 1997.57,1365.05 1997.67,1365.15 1997.77,1365.24 1997.87,1365.34 1997.98,1365.44 1998.08,1365.54 1998.18,1365.63 1998.28,1365.73 1998.38,1365.83 1998.49,1365.92 1998.59,1366.02 1998.69,1366.11 1998.79,1366.21 1998.89,1366.31 1998.99,1366.4 1999.1,1366.5 1999.2,1366.59 1999.3,1366.68 1999.4,1366.78 1999.5,1366.87 1999.61,1366.97 1999.71,1367.06 1999.81,1367.15 1999.91,1367.25 2000.01,1367.34 2000.11,1367.43 2000.22,1367.52 2000.32,1367.61 2000.42,1367.71 2000.52,1367.8 2000.62,1367.89 2000.73,1367.98 2000.83,1368.07 2000.93,1368.16 2001.03,1368.25 2001.13,1368.34 2001.23,1368.43 2001.34,1368.52 2001.44,1368.61 2001.54,1368.7 2001.64,1368.79 2001.74,1368.87 2001.85,1368.96 2001.95,1369.05 2002.05,1369.14 2002.15,1369.22 2002.25,1369.31 2002.35,1369.4 2002.46,1369.48 2002.56,1369.57 2002.66,1369.66 2002.76,1369.74 2002.86,1369.83 2002.97,1369.91 2003.07,1370 2003.17,1370.08 2003.27,1370.17 2003.37,1370.25 2003.48,1370.34 2003.58,1370.42 2003.68,1370.5 2003.78,1370.59 2003.88,1370.67 2003.98,1370.75 2004.09,1370.84 2004.19,1370.92 2004.29,1371 2004.39,1371.08 2004.49,1371.16 2004.6,1371.24 2004.7,1371.33 2004.8,1371.41 2004.9,1371.49 2005,1371.57 2005.1,1371.65 2005.21,1371.73 2005.31,1371.81 2005.41,1371.89 2005.51,1371.97 2005.61,1372.04 2005.72,1372.12 2005.82,1372.2 2005.92,1372.28 2006.02,1372.36 2006.12,1372.43 2006.22,1372.51 2006.33,1372.59 2006.43,1372.67 2006.53,1372.74 2006.63,1372.82 2006.73,1372.89 2006.84,1372.97 2006.94,1373.05 2007.04,1373.12 2007.14,1373.2 2007.24,1373.27 2007.34,1373.35 2007.45,1373.42 2007.55,1373.49 2007.65,1373.57 2007.75,1373.64 2007.85,1373.71 2007.96,1373.79 2008.06,1373.86 2008.16,1373.93 2008.26,1374 2008.36,1374.08 2008.46,1374.15 2008.57,1374.22 2008.67,1374.29 2008.77,1374.36 2008.87,1374.43 2008.97,1374.5 2009.08,1374.57 2009.18,1374.64 2009.28,1374.71 2009.38,1374.78 2009.48,1374.85 2009.59,1374.92 2009.69,1374.99 2009.79,1375.06 2009.89,1375.13 2009.99,1375.19 2010.09,1375.26 2010.2,1375.33 2010.3,1375.4 2010.4,1375.46 2010.5,1375.53 2010.6,1375.6 2010.71,1375.66 2010.81,1375.73 2010.91,1375.79 2011.01,1375.86 2011.11,1375.93 2011.21,1375.99 2011.32,1376.06 2011.42,1376.12 2011.52,1376.18 2011.62,1376.25 2011.72,1376.31 2011.83,1376.37 2011.93,1376.44 2012.03,1376.5 2012.13,1376.56 2012.23,1376.63 2012.33,1376.69 2012.44,1376.75 2012.54,1376.81 2012.64,1376.87 2012.74,1376.93 2012.84,1376.99 2012.95,1377.06 2013.05,1377.12 2013.15,1377.18 2013.25,1377.24 2013.35,1377.3 2013.45,1377.35 2013.56,1377.41 2013.66,1377.47 2013.76,1377.53 2013.86,1377.59 2013.96,1377.65 2014.07,1377.71 2014.17,1377.76 2014.27,1377.82 2014.37,1377.88 2014.47,1377.93 2014.57,1377.99 2014.68,1378.05 2014.78,1378.1 2014.88,1378.16 2014.98,1378.21 2015.08,1378.27 2015.19,1378.33 2015.29,1378.38 2015.39,1378.43 2015.49,1378.49 2015.59,1378.54 2015.69,1378.6 2015.8,1378.65 2015.9,1378.7 2016,1378.76 2016.1,1378.81 2016.2,1378.86 2016.31,1378.91 2016.41,1378.97 2016.51,1379.02 2016.61,1379.07 2016.71,1379.12 2016.82,1379.17 2016.92,1379.22 2017.02,1379.27 2017.12,1379.32 2017.22,1379.37 2017.32,1379.42 2017.43,1379.47 2017.53,1379.52 2017.63,1379.57 2017.73,1379.62 2017.83,1379.67 2017.94,1379.72 2018.04,1379.76 2018.14,1379.81 2018.24,1379.86 2018.34,1379.91 2018.44,1379.95 2018.55,1380 2018.65,1380.05 2018.75,1380.09 2018.85,1380.14 2018.95,1380.18 2019.06,1380.23 2019.16,1380.27 2019.26,1380.32 2019.36,1380.36 2019.46,1380.41 2019.56,1380.45 2019.67,1380.5 2019.77,1380.54 2019.87,1380.58 2019.97,1380.63 2020.07,1380.67 2020.18,1380.71 2020.28,1380.75 2020.38,1380.8 2020.48,1380.84 2020.58,1380.88 2020.68,1380.92 2020.79,1380.96 2020.89,1381 2020.99,1381.04 2021.09,1381.08 2021.19,1381.12 2021.3,1381.16 2021.4,1381.2 2021.5,1381.24 2021.6,1381.28 2021.7,1381.32 2021.8,1381.36 2021.91,1381.4 2022.01,1381.43 2022.11,1381.47 2022.21,1381.51 2022.31,1381.55 2022.42,1381.58 2022.52,1381.62 2022.62,1381.66 2022.72,1381.69 2022.82,1381.73 2022.92,1381.76 2023.03,1381.8 2023.13,1381.84 2023.23,1381.87 2023.33,1381.9 2023.43,1381.94 2023.54,1381.97 2023.64,1382.01 2023.74,1382.04 2023.84,1382.07 2023.94,1382.11 2024.05,1382.14 2024.15,1382.17 2024.25,1382.21 2024.35,1382.24 2024.45,1382.27 2024.55,1382.3 2024.66,1382.33 2024.76,1382.36 2024.86,1382.39 2024.96,1382.42 2025.06,1382.46 2025.17,1382.49 2025.27,1382.52 2025.37,1382.54 2025.47,1382.57 2025.57,1382.6 2025.67,1382.63 2025.78,1382.66 2025.88,1382.69 2025.98,1382.72 2026.08,1382.74 2026.18,1382.77 2026.29,1382.8 2026.39,1382.83 2026.49,1382.85 2026.59,1382.88 2026.69,1382.91 2026.79,1382.93 2026.9,1382.96 2027,1382.98 2027.1,1383.01 2027.2,1383.03 2027.3,1383.06 2027.41,1383.08 2027.51,1383.11 2027.61,1383.13 2027.71,1383.15 2027.81,1383.18 2027.91,1383.2 2028.02,1383.22 2028.12,1383.25 2028.22,1383.27 2028.32,1383.29 2028.42,1383.31 2028.53,1383.33 2028.63,1383.36 2028.73,1383.38 2028.83,1383.4 2028.93,1383.42 2029.03,1383.44 2029.14,1383.46 2029.24,1383.48 2029.34,1383.5 2029.44,1383.52 2029.54,1383.54 2029.65,1383.56 2029.75,1383.57 2029.85,1383.59 2029.95,1383.61 2030.05,1383.63 2030.15,1383.65 2030.26,1383.66 2030.36,1383.68 2030.46,1383.7 2030.56,1383.71 2030.66,1383.73 2030.77,1383.75 2030.87,1383.76 2030.97,1383.78 2031.07,1383.79 2031.17,1383.81 2031.28,1383.82 2031.38,1383.84 2031.48,1383.85 2031.58,1383.86 2031.68,1383.88 2031.78,1383.89 2031.89,1383.91 2031.99,1383.92 2032.09,1383.93 2032.19,1383.94 2032.29,1383.96 2032.4,1383.97 2032.5,1383.98 2032.6,1383.99 2032.7,1384 2032.8,1384.01 2032.9,1384.02 2033.01,1384.03 2033.11,1384.04 2033.21,1384.05 2033.31,1384.06 2033.41,1384.07 2033.52,1384.08 2033.62,1384.09 2033.72,1384.1 2033.82,1384.11 2033.92,1384.12 2034.02,1384.12 2034.13,1384.13 2034.23,1384.14 2034.33,1384.14 2034.43,1384.15 2034.53,1384.16 2034.64,1384.16 2034.74,1384.17 2034.84,1384.18 2034.94,1384.18 2035.04,1384.19 2035.14,1384.19 2035.25,1384.2 2035.35,1384.2 2035.45,1384.21 2035.55,1384.21 2035.65,1384.21 2035.76,1384.22 2035.86,1384.22 2035.96,1384.22 2036.06,1384.23 2036.16,1384.23 2036.26,1384.23 2036.37,1384.23 2036.47,1384.23 2036.57,1384.24 2036.67,1384.24 2036.77,1384.24 2036.88,1384.24 2036.98,1384.24 2037.08,1384.24 2037.18,1384.24 2037.28,1384.24 2037.38,1384.24 2037.49,1384.24 2037.59,1384.24 2037.69,1384.23 2037.79,1384.23 2037.89,1384.23 2038,1384.23 2038.1,1384.23 2038.2,1384.22 2038.3,1384.22 2038.4,1384.22 2038.51,1384.21 2038.61,1384.21 2038.71,1384.21 2038.81,1384.2 2038.91,1384.2 2039.01,1384.19 2039.12,1384.19 2039.22,1384.18 2039.32,1384.18 2039.42,1384.17 2039.52,1384.16 2039.63,1384.16 2039.73,1384.15 2039.83,1384.14 2039.93,1384.14 2040.03,1384.13 2040.13,1384.12 2040.24,1384.12 2040.34,1384.11 2040.44,1384.1 2040.54,1384.09 2040.64,1384.08 2040.75,1384.07 2040.85,1384.06 2040.95,1384.05 2041.05,1384.04 2041.15,1384.03 2041.25,1384.02 2041.36,1384.01 2041.46,1384 2041.56,1383.99 2041.66,1383.98 2041.76,1383.97 2041.87,1383.96 2041.97,1383.94 2042.07,1383.93 2042.17,1383.92 2042.27,1383.91 2042.37,1383.89 2042.48,1383.88 2042.58,1383.86 2042.68,1383.85 2042.78,1383.84 2042.88,1383.82 2042.99,1383.81 2043.09,1383.79 2043.19,1383.78 2043.29,1383.76 2043.39,1383.75 2043.49,1383.73 2043.6,1383.71 2043.7,1383.7 2043.8,1383.68 2043.9,1383.66 2044,1383.65 2044.11,1383.63 2044.21,1383.61 2044.31,1383.59 2044.41,1383.57 2044.51,1383.56 2044.61,1383.54 2044.72,1383.52 2044.82,1383.5 2044.92,1383.48 2045.02,1383.46 2045.12,1383.44 2045.23,1383.42 2045.33,1383.4 2045.43,1383.38 2045.53,1383.36 2045.63,1383.33 2045.74,1383.31 2045.84,1383.29 2045.94,1383.27 2046.04,1383.25 2046.14,1383.22 2046.24,1383.2 2046.35,1383.18 2046.45,1383.15 2046.55,1383.13 2046.65,1383.11 2046.75,1383.08 2046.86,1383.06 2046.96,1383.03 2047.06,1383.01 2047.16,1382.98 2047.26,1382.96 2047.36,1382.93 2047.47,1382.91 2047.57,1382.88 2047.67,1382.85 2047.77,1382.83 2047.87,1382.8 2047.98,1382.77 2048.08,1382.74 2048.18,1382.72 2048.28,1382.69 2048.38,1382.66 2048.48,1382.63 2048.59,1382.6 2048.69,1382.57 2048.79,1382.54 2048.89,1382.52 2048.99,1382.49 2049.1,1382.46 2049.2,1382.42 2049.3,1382.39 2049.4,1382.36 2049.5,1382.33 2049.6,1382.3 2049.71,1382.27 2049.81,1382.24 2049.91,1382.21 2050.01,1382.17 2050.11,1382.14 2050.22,1382.11 2050.32,1382.07 2050.42,1382.04 2050.52,1382.01 2050.62,1381.97 2050.72,1381.94 2050.83,1381.9 2050.93,1381.87 2051.03,1381.84 2051.13,1381.8 2051.23,1381.76 2051.34,1381.73 2051.44,1381.69 2051.54,1381.66 2051.64,1381.62 2051.74,1381.58 2051.84,1381.55 2051.95,1381.51 2052.05,1381.47 2052.15,1381.43 2052.25,1381.4 2052.35,1381.36 2052.46,1381.32 2052.56,1381.28 2052.66,1381.24 2052.76,1381.2 2052.86,1381.16 2052.97,1381.12 2053.07,1381.08 2053.17,1381.04 2053.27,1381 2053.37,1380.96 2053.47,1380.92 2053.58,1380.88 2053.68,1380.84 2053.78,1380.8 2053.88,1380.75 2053.98,1380.71 2054.09,1380.67 2054.19,1380.63 2054.29,1380.58 2054.39,1380.54 2054.49,1380.5 2054.59,1380.45 2054.7,1380.41 2054.8,1380.36 2054.9,1380.32 2055,1380.27 2055.1,1380.23 2055.21,1380.18 2055.31,1380.14 2055.41,1380.09 2055.51,1380.05 2055.61,1380 2055.71,1379.95 2055.82,1379.91 2055.92,1379.86 2056.02,1379.81 2056.12,1379.76 2056.22,1379.72 2056.33,1379.67 2056.43,1379.62 2056.53,1379.57 2056.63,1379.52 2056.73,1379.47 2056.83,1379.42 2056.94,1379.37 2057.04,1379.32 2057.14,1379.27 2057.24,1379.22 2057.34,1379.17 2057.45,1379.12 2057.55,1379.07 2057.65,1379.02 2057.75,1378.97 2057.85,1378.91 2057.95,1378.86 2058.06,1378.81 2058.16,1378.76 2058.26,1378.7 2058.36,1378.65 2058.46,1378.6 2058.57,1378.54 2058.67,1378.49 2058.77,1378.43 2058.87,1378.38 2058.97,1378.33 2059.07,1378.27 2059.18,1378.21 2059.28,1378.16 2059.38,1378.1 2059.48,1378.05 2059.58,1377.99 2059.69,1377.93 2059.79,1377.88 2059.89,1377.82 2059.99,1377.76 2060.09,1377.71 2060.2,1377.65 2060.3,1377.59 2060.4,1377.53 2060.5,1377.47 2060.6,1377.41 2060.7,1377.35 2060.81,1377.3 2060.91,1377.24 2061.01,1377.18 2061.11,1377.12 2061.21,1377.06 2061.32,1376.99 2061.42,1376.93 2061.52,1376.87 2061.62,1376.81 2061.72,1376.75 2061.82,1376.69 2061.93,1376.63 2062.03,1376.56 2062.13,1376.5 2062.23,1376.44 2062.33,1376.37 2062.44,1376.31 2062.54,1376.25 2062.64,1376.18 2062.74,1376.12 2062.84,1376.06 2062.94,1375.99 2063.05,1375.93 2063.15,1375.86 2063.25,1375.79 2063.35,1375.73 2063.45,1375.66 2063.56,1375.6 2063.66,1375.53 2063.76,1375.46 2063.86,1375.4 2063.96,1375.33 2064.06,1375.26 2064.17,1375.19 2064.27,1375.13 2064.37,1375.06 2064.47,1374.99 2064.57,1374.92 2064.68,1374.85 2064.78,1374.78 2064.88,1374.71 2064.98,1374.64 2065.08,1374.57 2065.18,1374.5 2065.29,1374.43 2065.39,1374.36 2065.49,1374.29 2065.59,1374.22 2065.69,1374.15 2065.8,1374.08 2065.9,1374 2066,1373.93 2066.1,1373.86 2066.2,1373.79 2066.3,1373.71 2066.41,1373.64 2066.51,1373.57 2066.61,1373.49 2066.71,1373.42 2066.81,1373.35 2066.92,1373.27 2067.02,1373.2 2067.12,1373.12 2067.22,1373.05 2067.32,1372.97 2067.43,1372.89 2067.53,1372.82 2067.63,1372.74 2067.73,1372.67 2067.83,1372.59 2067.93,1372.51 2068.04,1372.43 2068.14,1372.36 2068.24,1372.28 2068.34,1372.2 2068.44,1372.12 2068.55,1372.04 2068.65,1371.97 2068.75,1371.89 2068.85,1371.81 2068.95,1371.73 2069.05,1371.65 2069.16,1371.57 2069.26,1371.49 2069.36,1371.41 2069.46,1371.33 2069.56,1371.24 2069.67,1371.16 2069.77,1371.08 2069.87,1371 2069.97,1370.92 2070.07,1370.84 2070.17,1370.75 2070.28,1370.67 2070.38,1370.59 2070.48,1370.5 2070.58,1370.42 2070.68,1370.34 2070.79,1370.25 2070.89,1370.17 2070.99,1370.08 2071.09,1370 2071.19,1369.91 2071.29,1369.83 2071.4,1369.74 2071.5,1369.66 2071.6,1369.57 2071.7,1369.48 2071.8,1369.4 2071.91,1369.31 2072.01,1369.22 2072.11,1369.14 2072.21,1369.05 2072.31,1368.96 2072.41,1368.87 2072.52,1368.79 2072.62,1368.7 2072.72,1368.61 2072.82,1368.52 2072.92,1368.43 2073.03,1368.34 2073.13,1368.25 2073.23,1368.16 2073.33,1368.07 2073.43,1367.98 2073.53,1367.89 2073.64,1367.8 2073.74,1367.71 2073.84,1367.61 2073.94,1367.52 2074.04,1367.43 2074.15,1367.34 2074.25,1367.25 2074.35,1367.15 2074.45,1367.06 2074.55,1366.97 2074.66,1366.87 2074.76,1366.78 2074.86,1366.68 2074.96,1366.59 2075.06,1366.5 2075.16,1366.4 2075.27,1366.31 2075.37,1366.21 2075.47,1366.11 2075.57,1366.02 2075.67,1365.92 2075.78,1365.83 2075.88,1365.73 2075.98,1365.63 2076.08,1365.54 2076.18,1365.44 2076.28,1365.34 2076.39,1365.24 2076.49,1365.15 2076.59,1365.05 2076.69,1364.95 2076.79,1364.85 2076.9,1364.75 2077,1364.65 2077.1,1364.55 2077.2,1364.45 2077.3,1364.35 2077.4,1364.25 2077.51,1364.15 2077.61,1364.05 2077.71,1363.95 2077.81,1363.85 2077.91,1363.75 2078.02,1363.64 2078.12,1363.54 2078.22,1363.44 2078.32,1363.34 2078.42,1363.23 2078.52,1363.13 2078.63,1363.03 2078.73,1362.93 2078.83,1362.82 2078.93,1362.72 2079.03,1362.61 2079.14,1362.51 2079.24,1362.4 2079.34,1362.3 2079.44,1362.19 2079.54,1362.09 2079.64,1361.98 2079.75,1361.88 2079.85,1361.77 2079.95,1361.66 2080.05,1361.56 2080.15,1361.45 2080.26,1361.34 2080.36,1361.24 2080.46,1361.13 2080.56,1361.02 2080.66,1360.91 2080.76,1360.8 2080.87,1360.69 2080.97,1360.59 2081.07,1360.48 2081.17,1360.37 2081.27,1360.26 2081.38,1360.15 2081.48,1360.04 2081.58,1359.93 2081.68,1359.82 2081.78,1359.7 2081.89,1359.59 2081.99,1359.48 2082.09,1359.37 2082.19,1359.26 2082.29,1359.15 2082.39,1359.03 2082.5,1358.92 2082.6,1358.81 2082.7,1358.69 2082.8,1358.58 2082.9,1358.47 2083.01,1358.35 2083.11,1358.24 2083.21,1358.13 2083.31,1358.01 2083.41,1357.9 2083.51,1357.78 2083.62,1357.67 2083.72,1357.55 2083.82,1357.43 2083.92,1357.32 2084.02,1357.2 2084.13,1357.08 2084.23,1356.97 2084.33,1356.85 2084.43,1356.73 2084.53,1356.62 2084.63,1356.5 2084.74,1356.38 2084.84,1356.26 2084.94,1356.14 2085.04,1356.02 2085.14,1355.91 2085.25,1355.79 2085.35,1355.67 2085.45,1355.55 2085.55,1355.43 2085.65,1355.31 2085.75,1355.19 2085.86,1355.07 2085.96,1354.94 2086.06,1354.82 2086.16,1354.7 2086.26,1354.58 2086.37,1354.46 2086.47,1354.34 2086.57,1354.21 2086.67,1354.09 2086.77,1353.97 2086.87,1353.84 2086.98,1353.72 2087.08,1353.6 2087.18,1353.47 2087.28,1353.35 2087.38,1353.22 2087.49,1353.1 2087.59,1352.97 2087.69,1352.85 2087.79,1352.72 2087.89,1352.6 2087.99,1352.47 2088.1,1352.35 2088.2,1352.22 2088.3,1352.09 2088.4,1351.97 2088.5,1351.84 2088.61,1351.71 2088.71,1351.58 2088.81,1351.46 2088.91,1351.33 2089.01,1351.2 2089.12,1351.07 2089.22,1350.94 2089.32,1350.81 2089.42,1350.68 2089.52,1350.56 2089.62,1350.43 2089.73,1350.3 2089.83,1350.16 2089.93,1350.03 2090.03,1349.9 2090.13,1349.77 2090.24,1349.64 2090.34,1349.51 2090.44,1349.38 2090.54,1349.25 2090.64,1349.11 2090.74,1348.98 2090.85,1348.85 2090.95,1348.72 2091.05,1348.58 2091.15,1348.45 2091.25,1348.32 2091.36,1348.18 2091.46,1348.05 2091.56,1347.91 2091.66,1347.78 2091.76,1347.64 2091.86,1347.51 2091.97,1347.37 2092.07,1347.24 2092.17,1347.1 2092.27,1346.97 2092.37,1346.83 2092.48,1346.69 2092.58,1346.56 2092.68,1346.42 2092.78,1346.28 2092.88,1346.14 2092.98,1346.01 2093.09,1345.87 2093.19,1345.73 2093.29,1345.59 2093.39,1345.45 2093.49,1345.31 2093.6,1345.17 2093.7,1345.04 2093.8,1344.9 2093.9,1344.76 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2100.42,1335.3 2100.52,1335.15 2100.62,1334.99 2100.72,1334.83 2100.83,1334.68 2100.93,1334.52 2101.03,1334.36 2101.13,1334.21 2101.23,1334.05 2101.33,1333.89 2101.44,1333.74 2101.54,1333.58 2101.64,1333.42 2101.74,1333.26 2101.84,1333.1 2101.95,1332.94 2102.05,1332.79 2102.15,1332.63 2102.25,1332.47 2102.35,1332.31 2102.45,1332.15 2102.56,1331.99 2102.66,1331.83 2102.76,1331.67 2102.86,1331.5 2102.96,1331.34 2103.07,1331.18 2103.17,1331.02 2103.27,1330.86 2103.37,1330.7 2103.47,1330.53 2103.58,1330.37 2103.68,1330.21 2103.78,1330.05 2103.88,1329.88 2103.98,1329.72 2104.08,1329.56 2104.19,1329.39 2104.29,1329.23 2104.39,1329.06 2104.49,1328.9 2104.59,1328.73 2104.7,1328.57 2104.8,1328.4 2104.9,1328.24 2105,1328.07 2105.1,1327.91 2105.2,1327.74 2105.31,1327.57 2105.41,1327.41 2105.51,1327.24 2105.61,1327.07 2105.71,1326.9 2105.82,1326.74 2105.92,1326.57 2106.02,1326.4 2106.12,1326.23 2106.22,1326.06 2106.32,1325.89 2106.43,1325.73 2106.53,1325.56 2106.63,1325.39 2106.73,1325.22 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\" />"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot(0:0.1:2000, lowfreq, xlabel=\"t\", label=\"low frequency\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "8d6b9607",
   "metadata": {},
   "outputs": [],
   "source": [
    "# savefig(\"figlowfreqsignal.png\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ffe9ace8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "highfreq (generic function with 1 method)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "highfreq(t) = sin(2*pi*t*1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "7f60d32b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\" />"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot(0:0.01/1000:2/1000, highfreq, xlabel=\"t\", label=\"high frequency\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "0e7f7dee",
   "metadata": {},
   "outputs": [],
   "source": [
    "# savefig(\"fighighfreqsignal.png\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76272130",
   "metadata": {},
   "source": [
    "### 2. a first order ordinary differential equation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00d587b8",
   "metadata": {},
   "source": [
    "Consider the following as the left hand side of an ordinary differential equation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "dc50e767",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$t$"
      ],
      "text/plain": [
       "t"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "t = Sym(\"t\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "63aeea8d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$y$"
      ],
      "text/plain": [
       "y"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y = SymFunction(\"y\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "049f813c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$y{\\left(t \\right)} + \\frac{d}{d t} y{\\left(t \\right)}$"
      ],
      "text/plain": [
       "       d       \n",
       "y(t) + --(y(t))\n",
       "       dt      "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "leftode = diff(y(t), t) + y(t)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e8a1c76",
   "metadata": {},
   "source": [
    "The initial condition is zero."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "6b11b0a1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "\\begin{equation*}\\begin{cases}y{\\left(0 \\right)} & \\text{=>} &0\\\\\\end{cases}\\end{equation*}"
      ],
      "text/plain": [
       "Dict{Sym{PyCall.PyObject}, Int64} with 1 entry:\n",
       "  y(0) => 0"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "initcond = Dict(y(0) => 0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77fb04a9",
   "metadata": {},
   "source": [
    "The lowpass filter will take as right hand side the signal on input."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "d635af5f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$y{\\left(t \\right)} + \\frac{d}{d t} y{\\left(t \\right)} = \\sin{\\left(0.00628318530717959 t \\right)}$"
      ],
      "text/plain": [
       "       d                                    \n",
       "y(t) + --(y(t)) = sin(0.00628318530717959*t)\n",
       "       dt                                   "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "filtlow = Eq(leftode, lowfreq(t))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "ac073ad3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$y{\\left(t \\right)} = 0.99996052314088 \\sin{\\left(0.00628318530717959 t \\right)} - 0.00628293726675839 \\cos{\\left(0.00628318530717959 t \\right)} + 0.00628293726675839 e^{- t}$"
      ],
      "text/plain": [
       "                                                                              \n",
       "y(t) = 0.99996052314088*sin(0.00628318530717959*t) - 0.00628293726675839*cos(0\n",
       "\n",
       "                                             -t\n",
       ".00628318530717959*t) + 0.00628293726675839*e  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "outlow = dsolve(filtlow, ics=initcond)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "580cadf9",
   "metadata": {},
   "source": [
    "Observe that the first term in the solution is almost identical to the ``lowfreq(t)``.  The second term has a small coefficient and the third term is decaying."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "5ede1ae7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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1015.61,1386.19 1015.71,1386.2 1015.82,1386.21 1015.92,1386.22 1016.02,1386.23 1016.12,1386.24 1016.22,1386.25 1016.32,1386.26 1016.43,1386.26 1016.53,1386.27 1016.63,1386.28 1016.73,1386.29 1016.83,1386.29 1016.94,1386.3 1017.04,1386.31 1017.14,1386.31 1017.24,1386.32 1017.34,1386.33 1017.44,1386.33 1017.55,1386.34 1017.65,1386.34 1017.75,1386.35 1017.85,1386.35 1017.95,1386.36 1018.06,1386.36 1018.16,1386.36 1018.26,1386.37 1018.36,1386.37 1018.46,1386.38 1018.56,1386.38 1018.67,1386.38 1018.77,1386.38 1018.87,1386.39 1018.97,1386.39 1019.07,1386.39 1019.18,1386.39 1019.28,1386.39 1019.38,1386.39 1019.48,1386.39 1019.58,1386.4 1019.68,1386.4 1019.79,1386.4 1019.89,1386.4 1019.99,1386.4 1020.09,1386.39 1020.19,1386.39 1020.3,1386.39 1020.4,1386.39 1020.5,1386.39 1020.6,1386.39 1020.7,1386.39 1020.8,1386.38 1020.91,1386.38 1021.01,1386.38 1021.11,1386.38 1021.21,1386.37 1021.31,1386.37 1021.42,1386.36 1021.52,1386.36 1021.62,1386.36 1021.72,1386.35 1021.82,1386.35 1021.92,1386.34 1022.03,1386.34 1022.13,1386.33 1022.23,1386.33 1022.33,1386.32 1022.43,1386.31 1022.54,1386.31 1022.64,1386.3 1022.74,1386.29 1022.84,1386.29 1022.94,1386.28 1023.05,1386.27 1023.15,1386.26 1023.25,1386.26 1023.35,1386.25 1023.45,1386.24 1023.55,1386.23 1023.66,1386.22 1023.76,1386.21 1023.86,1386.2 1023.96,1386.19 1024.06,1386.18 1024.17,1386.17 1024.27,1386.16 1024.37,1386.15 1024.47,1386.14 1024.57,1386.13 1024.67,1386.12 1024.78,1386.11 1024.88,1386.09 1024.98,1386.08 1025.08,1386.07 1025.18,1386.06 1025.29,1386.04 1025.39,1386.03 1025.49,1386.02 1025.59,1386 1025.69,1385.99 1025.79,1385.97 1025.9,1385.96 1026,1385.95 1026.1,1385.93 1026.2,1385.92 1026.3,1385.9 1026.41,1385.88 1026.51,1385.87 1026.61,1385.85 1026.71,1385.84 1026.81,1385.82 1026.91,1385.8 1027.02,1385.79 1027.12,1385.77 1027.22,1385.75 1027.32,1385.73 1027.42,1385.72 1027.53,1385.7 1027.63,1385.68 1027.73,1385.66 1027.83,1385.64 1027.93,1385.62 1028.03,1385.6 1028.14,1385.58 1028.24,1385.56 1028.34,1385.54 1028.44,1385.52 1028.54,1385.5 1028.65,1385.48 1028.75,1385.46 1028.85,1385.44 1028.95,1385.42 1029.05,1385.39 1029.15,1385.37 1029.26,1385.35 1029.36,1385.33 1029.46,1385.3 1029.56,1385.28 1029.66,1385.26 1029.77,1385.23 1029.87,1385.21 1029.97,1385.19 1030.07,1385.16 1030.17,1385.14 1030.28,1385.11 1030.38,1385.09 1030.48,1385.06 1030.58,1385.04 1030.68,1385.01 1030.78,1384.98 1030.89,1384.96 1030.99,1384.93 1031.09,1384.91 1031.19,1384.88 1031.29,1384.85 1031.4,1384.82 1031.5,1384.8 1031.6,1384.77 1031.7,1384.74 1031.8,1384.71 1031.9,1384.68 1032.01,1384.65 1032.11,1384.62 1032.21,1384.6 1032.31,1384.57 1032.41,1384.54 1032.52,1384.51 1032.62,1384.48 1032.72,1384.44 1032.82,1384.41 1032.92,1384.38 1033.02,1384.35 1033.13,1384.32 1033.23,1384.29 1033.33,1384.26 1033.43,1384.22 1033.53,1384.19 1033.64,1384.16 1033.74,1384.13 1033.84,1384.09 1033.94,1384.06 1034.04,1384.03 1034.14,1383.99 1034.25,1383.96 1034.35,1383.92 1034.45,1383.89 1034.55,1383.85 1034.65,1383.82 1034.76,1383.78 1034.86,1383.75 1034.96,1383.71 1035.06,1383.67 1035.16,1383.64 1035.26,1383.6 1035.37,1383.56 1035.47,1383.53 1035.57,1383.49 1035.67,1383.45 1035.77,1383.42 1035.88,1383.38 1035.98,1383.34 1036.08,1383.3 1036.18,1383.26 1036.28,1383.22 1036.38,1383.18 1036.49,1383.14 1036.59,1383.1 1036.69,1383.06 1036.79,1383.02 1036.89,1382.98 1037,1382.94 1037.1,1382.9 1037.2,1382.86 1037.3,1382.82 1037.4,1382.78 1037.51,1382.74 1037.61,1382.69 1037.71,1382.65 1037.81,1382.61 1037.91,1382.57 1038.01,1382.52 1038.12,1382.48 1038.22,1382.44 1038.32,1382.39 1038.42,1382.35 1038.52,1382.3 1038.63,1382.26 1038.73,1382.21 1038.83,1382.17 1038.93,1382.12 1039.03,1382.08 1039.13,1382.03 1039.24,1381.99 1039.34,1381.94 1039.44,1381.89 1039.54,1381.85 1039.64,1381.8 1039.75,1381.75 1039.85,1381.71 1039.95,1381.66 1040.05,1381.61 1040.15,1381.56 1040.25,1381.51 1040.36,1381.46 1040.46,1381.42 1040.56,1381.37 1040.66,1381.32 1040.76,1381.27 1040.87,1381.22 1040.97,1381.17 1041.07,1381.12 1041.17,1381.07 1041.27,1381.02 1041.37,1380.96 1041.48,1380.91 1041.58,1380.86 1041.68,1380.81 1041.78,1380.76 1041.88,1380.71 1041.99,1380.65 1042.09,1380.6 1042.19,1380.55 1042.29,1380.49 1042.39,1380.44 1042.49,1380.39 1042.6,1380.33 1042.7,1380.28 1042.8,1380.23 1042.9,1380.17 1043,1380.12 1043.11,1380.06 1043.21,1380.01 1043.31,1379.95 1043.41,1379.89 1043.51,1379.84 1043.61,1379.78 1043.72,1379.72 1043.82,1379.67 1043.92,1379.61 1044.02,1379.55 1044.12,1379.5 1044.23,1379.44 1044.33,1379.38 1044.43,1379.32 1044.53,1379.26 1044.63,1379.2 1044.74,1379.15 1044.84,1379.09 1044.94,1379.03 1045.04,1378.97 1045.14,1378.91 1045.24,1378.85 1045.35,1378.79 1045.45,1378.73 1045.55,1378.67 1045.65,1378.6 1045.75,1378.54 1045.86,1378.48 1045.96,1378.42 1046.06,1378.36 1046.16,1378.3 1046.26,1378.23 1046.36,1378.17 1046.47,1378.11 1046.57,1378.04 1046.67,1377.98 1046.77,1377.92 1046.87,1377.85 1046.98,1377.79 1047.08,1377.72 1047.18,1377.66 1047.28,1377.59 1047.38,1377.53 1047.48,1377.46 1047.59,1377.4 1047.69,1377.33 1047.79,1377.27 1047.89,1377.2 1047.99,1377.13 1048.1,1377.07 1048.2,1377 1048.3,1376.93 1048.4,1376.86 1048.5,1376.8 1048.6,1376.73 1048.71,1376.66 1048.81,1376.59 1048.91,1376.52 1049.01,1376.45 1049.11,1376.39 1049.22,1376.32 1049.32,1376.25 1049.42,1376.18 1049.52,1376.11 1049.62,1376.04 1049.72,1375.97 1049.83,1375.89 1049.93,1375.82 1050.03,1375.75 1050.13,1375.68 1050.23,1375.61 1050.34,1375.54 1050.44,1375.46 1050.54,1375.39 1050.64,1375.32 1050.74,1375.25 1050.84,1375.17 1050.95,1375.1 1051.05,1375.03 1051.15,1374.95 1051.25,1374.88 1051.35,1374.8 1051.46,1374.73 1051.56,1374.65 1051.66,1374.58 1051.76,1374.5 1051.86,1374.43 1051.97,1374.35 1052.07,1374.28 1052.17,1374.2 1052.27,1374.12 1052.37,1374.05 1052.47,1373.97 1052.58,1373.89 1052.68,1373.81 1052.78,1373.74 1052.88,1373.66 1052.98,1373.58 1053.09,1373.5 1053.19,1373.42 1053.29,1373.34 1053.39,1373.26 1053.49,1373.18 1053.59,1373.11 1053.7,1373.03 1053.8,1372.95 1053.9,1372.86 1054,1372.78 1054.1,1372.7 1054.21,1372.62 1054.31,1372.54 1054.41,1372.46 1054.51,1372.38 1054.61,1372.3 1054.71,1372.21 1054.82,1372.13 1054.92,1372.05 1055.02,1371.97 1055.12,1371.88 1055.22,1371.8 1055.33,1371.71 1055.43,1371.63 1055.53,1371.55 1055.63,1371.46 1055.73,1371.38 1055.83,1371.29 1055.94,1371.21 1056.04,1371.12 1056.14,1371.04 1056.24,1370.95 1056.34,1370.87 1056.45,1370.78 1056.55,1370.69 1056.65,1370.61 1056.75,1370.52 1056.85,1370.43 1056.95,1370.34 1057.06,1370.26 1057.16,1370.17 1057.26,1370.08 1057.36,1369.99 1057.46,1369.9 1057.57,1369.81 1057.67,1369.73 1057.77,1369.64 1057.87,1369.55 1057.97,1369.46 1058.07,1369.37 1058.18,1369.28 1058.28,1369.19 1058.38,1369.09 1058.48,1369 1058.58,1368.91 1058.69,1368.82 1058.79,1368.73 1058.89,1368.64 1058.99,1368.55 1059.09,1368.45 1059.2,1368.36 1059.3,1368.27 1059.4,1368.17 1059.5,1368.08 1059.6,1367.99 1059.7,1367.89 1059.81,1367.8 1059.91,1367.71 1060.01,1367.61 1060.11,1367.52 1060.21,1367.42 1060.32,1367.33 1060.42,1367.23 1060.52,1367.13 1060.62,1367.04 1060.72,1366.94 1060.82,1366.85 1060.93,1366.75 1061.03,1366.65 1061.13,1366.56 1061.23,1366.46 1061.33,1366.36 1061.44,1366.26 1061.54,1366.17 1061.64,1366.07 1061.74,1365.97 1061.84,1365.87 1061.94,1365.77 1062.05,1365.67 1062.15,1365.57 1062.25,1365.47 1062.35,1365.37 1062.45,1365.27 1062.56,1365.17 1062.66,1365.07 1062.76,1364.97 1062.86,1364.87 1062.96,1364.77 1063.06,1364.67 1063.17,1364.57 1063.27,1364.46 1063.37,1364.36 1063.47,1364.26 1063.57,1364.16 1063.68,1364.05 1063.78,1363.95 1063.88,1363.85 1063.98,1363.74 1064.08,1363.64 1064.18,1363.53 1064.29,1363.43 1064.39,1363.33 1064.49,1363.22 1064.59,1363.12 1064.69,1363.01 1064.8,1362.91 1064.9,1362.8 1065,1362.69 1065.1,1362.59 1065.2,1362.48 1065.3,1362.37 1065.41,1362.27 1065.51,1362.16 1065.61,1362.05 1065.71,1361.95 1065.81,1361.84 1065.92,1361.73 1066.02,1361.62 1066.12,1361.51 1066.22,1361.4 1066.32,1361.29 1066.43,1361.19 1066.53,1361.08 1066.63,1360.97 1066.73,1360.86 1066.83,1360.75 1066.93,1360.64 1067.04,1360.53 1067.14,1360.41 1067.24,1360.3 1067.34,1360.19 1067.44,1360.08 1067.55,1359.97 1067.65,1359.86 1067.75,1359.74 1067.85,1359.63 1067.95,1359.52 1068.05,1359.41 1068.16,1359.29 1068.26,1359.18 1068.36,1359.07 1068.46,1358.95 1068.56,1358.84 1068.67,1358.72 1068.77,1358.61 1068.87,1358.5 1068.97,1358.38 1069.07,1358.26 1069.17,1358.15 1069.28,1358.03 1069.38,1357.92 1069.48,1357.8 1069.58,1357.69 1069.68,1357.57 1069.79,1357.45 1069.89,1357.33 1069.99,1357.22 1070.09,1357.1 1070.19,1356.98 1070.29,1356.86 1070.4,1356.75 1070.5,1356.63 1070.6,1356.51 1070.7,1356.39 1070.8,1356.27 1070.91,1356.15 1071.01,1356.03 1071.11,1355.91 1071.21,1355.79 1071.31,1355.67 1071.41,1355.55 1071.52,1355.43 1071.62,1355.31 1071.72,1355.19 1071.82,1355.07 1071.92,1354.94 1072.03,1354.82 1072.13,1354.7 1072.23,1354.58 1072.33,1354.46 1072.43,1354.33 1072.53,1354.21 1072.64,1354.09 1072.74,1353.96 1072.84,1353.84 1072.94,1353.72 1073.04,1353.59 1073.15,1353.47 1073.25,1353.34 1073.35,1353.22 1073.45,1353.09 1073.55,1352.97 1073.66,1352.84 1073.76,1352.72 1073.86,1352.59 1073.96,1352.46 1074.06,1352.34 1074.16,1352.21 1074.27,1352.08 1074.37,1351.96 1074.47,1351.83 1074.57,1351.7 1074.67,1351.57 1074.78,1351.44 1074.88,1351.32 1074.98,1351.19 1075.08,1351.06 1075.18,1350.93 1075.28,1350.8 1075.39,1350.67 1075.49,1350.54 1075.59,1350.41 1075.69,1350.28 1075.79,1350.15 1075.9,1350.02 1076,1349.89 1076.1,1349.76 1076.2,1349.63 1076.3,1349.5 1076.4,1349.36 1076.51,1349.23 1076.61,1349.1 1076.71,1348.97 1076.81,1348.84 1076.91,1348.7 1077.02,1348.57 1077.12,1348.44 1077.22,1348.3 1077.32,1348.17 1077.42,1348.03 1077.52,1347.9 1077.63,1347.77 1077.73,1347.63 1077.83,1347.5 1077.93,1347.36 1078.03,1347.23 1078.14,1347.09 1078.24,1346.95 1078.34,1346.82 1078.44,1346.68 1078.54,1346.55 1078.64,1346.41 1078.75,1346.27 1078.85,1346.13 1078.95,1346 1079.05,1345.86 1079.15,1345.72 1079.26,1345.58 1079.36,1345.45 1079.46,1345.31 1079.56,1345.17 1079.66,1345.03 1079.76,1344.89 1079.87,1344.75 1079.97,1344.61 1080.07,1344.47 1080.17,1344.33 1080.27,1344.19 1080.38,1344.05 1080.48,1343.91 1080.58,1343.77 1080.68,1343.63 1080.78,1343.49 1080.89,1343.34 1080.99,1343.2 1081.09,1343.06 1081.19,1342.92 1081.29,1342.77 1081.39,1342.63 1081.5,1342.49 1081.6,1342.35 1081.7,1342.2 1081.8,1342.06 1081.9,1341.91 1082.01,1341.77 1082.11,1341.63 1082.21,1341.48 1082.31,1341.34 1082.41,1341.19 1082.51,1341.05 1082.62,1340.9 1082.72,1340.75 1082.82,1340.61 1082.92,1340.46 1083.02,1340.32 1083.13,1340.17 1083.23,1340.02 1083.33,1339.88 1083.43,1339.73 1083.53,1339.58 1083.63,1339.43 1083.74,1339.29 1083.84,1339.14 1083.94,1338.99 1084.04,1338.84 1084.14,1338.69 1084.25,1338.54 1084.35,1338.39 1084.45,1338.24 1084.55,1338.09 1084.65,1337.94 1084.75,1337.79 1084.86,1337.64 1084.96,1337.49 1085.06,1337.34 1085.16,1337.19 1085.26,1337.04 1085.37,1336.89 1085.47,1336.74 1085.57,1336.58 1085.67,1336.43 1085.77,1336.28 1085.87,1336.13 1085.98,1335.97 1086.08,1335.82 1086.18,1335.67 1086.28,1335.51 1086.38,1335.36 1086.49,1335.21 1086.59,1335.05 1086.69,1334.9 1086.79,1334.74 1086.89,1334.59 1086.99,1334.43 1087.1,1334.28 1087.2,1334.12 1087.3,1333.97 1087.4,1333.81 1087.5,1333.65 1087.61,1333.5 1087.71,1333.34 1087.81,1333.18 1087.91,1333.03 1088.01,1332.87 1088.12,1332.71 1088.22,1332.55 1088.32,1332.4 1088.42,1332.24 1088.52,1332.08 1088.62,1331.92 1088.73,1331.76 1088.83,1331.6 1088.93,1331.44 1089.03,1331.28 1089.13,1331.12 1089.24,1330.96 1089.34,1330.8 1089.44,1330.64 1089.54,1330.48 1089.64,1330.32 1089.74,1330.16 1089.85,1330 1089.95,1329.84 1090.05,1329.68 1090.15,1329.52 1090.25,1329.35 1090.36,1329.19 1090.46,1329.03 1090.56,1328.87 1090.66,1328.7 1090.76,1328.54 1090.86,1328.38 1090.97,1328.21 1091.07,1328.05 1091.17,1327.88 1091.27,1327.72 1091.37,1327.55 1091.48,1327.39 1091.58,1327.23 1091.68,1327.06 1091.78,1326.89 1091.88,1326.73 1091.98,1326.56 1092.09,1326.4 1092.19,1326.23 1092.29,1326.06 1092.39,1325.9 1092.49,1325.73 1092.6,1325.56 1092.7,1325.4 1092.8,1325.23 1092.9,1325.06 1093,1324.89 1093.1,1324.72 1093.21,1324.56 1093.31,1324.39 1093.41,1324.22 1093.51,1324.05 1093.61,1323.88 1093.72,1323.71 1093.82,1323.54 1093.92,1323.37 1094.02,1323.2 1094.12,1323.03 1094.22,1322.86 1094.33,1322.69 1094.43,1322.52 1094.53,1322.35 1094.63,1322.17 1094.73,1322 1094.84,1321.83 1094.94,1321.66 1095.04,1321.49 1095.14,1321.31 1095.24,1321.14 1095.35,1320.97 1095.45,1320.79 1095.55,1320.62 1095.65,1320.45 1095.75,1320.27 1095.85,1320.1 1095.96,1319.92 1096.06,1319.75 1096.16,1319.58 1096.26,1319.4 1096.36,1319.22 1096.47,1319.05 1096.57,1318.87 1096.67,1318.7 1096.77,1318.52 1096.87,1318.35 1096.97,1318.17 1097.08,1317.99 1097.18,1317.82 1097.28,1317.64 1097.38,1317.46 1097.48,1317.28 1097.59,1317.11 1097.69,1316.93 1097.79,1316.75 1097.89,1316.57 1097.99,1316.39 1098.09,1316.21 1098.2,1316.03 1098.3,1315.86 1098.4,1315.68 1098.5,1315.5 1098.6,1315.32 1098.71,1315.14 1098.81,1314.96 1098.91,1314.77 1099.01,1314.59 1099.11,1314.41 1099.21,1314.23 1099.32,1314.05 1099.42,1313.87 1099.52,1313.69 1099.62,1313.5 1099.72,1313.32 1099.83,1313.14 1099.93,1312.96 1100.03,1312.77 1100.13,1312.59 1100.23,1312.41 1100.33,1312.22 1100.44,1312.04 1100.54,1311.86 1100.64,1311.67 1100.74,1311.49 1100.84,1311.3 1100.95,1311.12 1101.05,1310.93 1101.15,1310.75 1101.25,1310.56 1101.35,1310.38 1101.46,1310.19 1101.56,1310.01 1101.66,1309.82 1101.76,1309.63 1101.86,1309.45 1101.96,1309.26 1102.07,1309.07 1102.17,1308.88 1102.27,1308.7 1102.37,1308.51 1102.47,1308.32 1102.58,1308.13 1102.68,1307.94 1102.78,1307.76 1102.88,1307.57 1102.98,1307.38 1103.08,1307.19 1103.19,1307 1103.29,1306.81 1103.39,1306.62 1103.49,1306.43 1103.59,1306.24 1103.7,1306.05 1103.8,1305.86 1103.9,1305.67 1104,1305.48 1104.1,1305.28 1104.2,1305.09 1104.31,1304.9 1104.41,1304.71 1104.51,1304.52 1104.61,1304.32 1104.71,1304.13 1104.82,1303.94 1104.92,1303.75 1105.02,1303.55 1105.12,1303.36 1105.22,1303.17 1105.32,1302.97 1105.43,1302.78 1105.53,1302.58 1105.63,1302.39 1105.73,1302.19 1105.83,1302 1105.94,1301.8 1106.04,1301.61 1106.14,1301.41 1106.24,1301.22 1106.34,1301.02 1106.44,1300.82 1106.55,1300.63 1106.65,1300.43 1106.75,1300.23 1106.85,1300.04 1106.95,1299.84 1107.06,1299.64 1107.16,1299.45 1107.26,1299.25 1107.36,1299.05 1107.46,1298.85 1107.56,1298.65 1107.67,1298.45 1107.77,1298.26 1107.87,1298.06 1107.97,1297.86 1108.07,1297.66 1108.18,1297.46 1108.28,1297.26 1108.38,1297.06 1108.48,1296.86 1108.58,1296.66 1108.69,1296.46 1108.79,1296.25 1108.89,1296.05 1108.99,1295.85 1109.09,1295.65 1109.19,1295.45 1109.3,1295.25 1109.4,1295.04 1109.5,1294.84 1109.6,1294.64 1109.7,1294.44 1109.81,1294.23 1109.91,1294.03 1110.01,1293.83 1110.11,1293.62 1110.21,1293.42 1110.31,1293.22 1110.42,1293.01 1110.52,1292.81 1110.62,1292.6 1110.72,1292.4 1110.82,1292.19 1110.93,1291.99 1111.03,1291.78 1111.13,1291.58 1111.23,1291.37 1111.33,1291.16 1111.43,1290.96 1111.54,1290.75 1111.64,1290.54 1111.74,1290.34 1111.84,1290.13 1111.94,1289.92 1112.05,1289.72 1112.15,1289.51 1112.25,1289.3 1112.35,1289.09 1112.45,1288.88 1112.55,1288.68 1112.66,1288.47 1112.76,1288.26 1112.86,1288.05 1112.96,1287.84 1113.06,1287.63 1113.17,1287.42 1113.27,1287.21 1113.37,1287 1113.47,1286.79 1113.57,1286.58 1113.67,1286.37 1113.78,1286.16 1113.88,1285.95 1113.98,1285.73 1114.08,1285.52 1114.18,1285.31 1114.29,1285.1 1114.39,1284.89 1114.49,1284.67 1114.59,1284.46 1114.69,1284.25 1114.79,1284.04 1114.9,1283.82 1115,1283.61 1115.1,1283.4 1115.2,1283.18 1115.3,1282.97 1115.41,1282.75 1115.51,1282.54 1115.61,1282.32 1115.71,1282.11 1115.81,1281.89 1115.92,1281.68 1116.02,1281.46 1116.12,1281.25 1116.22,1281.03 1116.32,1280.82 1116.42,1280.6 1116.53,1280.38 1116.63,1280.17 1116.73,1279.95 1116.83,1279.73 1116.93,1279.52 1117.04,1279.3 1117.14,1279.08 1117.24,1278.86 1117.34,1278.65 1117.44,1278.43 1117.54,1278.21 1117.65,1277.99 1117.75,1277.77 1117.85,1277.55 1117.95,1277.33 1118.05,1277.11 1118.16,1276.89 1118.26,1276.67 1118.36,1276.45 1118.46,1276.23 1118.56,1276.01 1118.66,1275.79 1118.77,1275.57 1118.87,1275.35 1118.97,1275.13 1119.07,1274.91 1119.17,1274.69 1119.28,1274.47 1119.38,1274.24 1119.48,1274.02 1119.58,1273.8 1119.68,1273.58 1119.78,1273.35 1119.89,1273.13 1119.99,1272.91 1120.09,1272.68 1120.19,1272.46 1120.29,1272.24 1120.4,1272.01 1120.5,1271.79 1120.6,1271.56 1120.7,1271.34 1120.8,1271.11 1120.9,1270.89 1121.01,1270.66 1121.11,1270.44 1121.21,1270.21 1121.31,1269.99 1121.41,1269.76 1121.52,1269.54 1121.62,1269.31 1121.72,1269.08 1121.82,1268.86 1121.92,1268.63 1122.02,1268.4 1122.13,1268.18 1122.23,1267.95 1122.33,1267.72 1122.43,1267.49 1122.53,1267.26 1122.64,1267.04 1122.74,1266.81 1122.84,1266.58 1122.94,1266.35 1123.04,1266.12 1123.15,1265.89 1123.25,1265.66 1123.35,1265.43 1123.45,1265.2 1123.55,1264.97 1123.65,1264.74 1123.76,1264.51 1123.86,1264.28 1123.96,1264.05 1124.06,1263.82 1124.16,1263.59 1124.27,1263.36 1124.37,1263.13 1124.47,1262.89 1124.57,1262.66 1124.67,1262.43 1124.77,1262.2 1124.88,1261.96 1124.98,1261.73 1125.08,1261.5 1125.18,1261.27 1125.28,1261.03 1125.39,1260.8 1125.49,1260.57 1125.59,1260.33 1125.69,1260.1 1125.79,1259.86 1125.89,1259.63 1126,1259.39 1126.1,1259.16 1126.2,1258.92 1126.3,1258.69 1126.4,1258.45 1126.51,1258.22 1126.61,1257.98 1126.71,1257.75 1126.81,1257.51 1126.91,1257.27 1127.01,1257.04 1127.12,1256.8 1127.22,1256.56 1127.32,1256.33 1127.42,1256.09 1127.52,1255.85 1127.63,1255.61 1127.73,1255.38 1127.83,1255.14 1127.93,1254.9 1128.03,1254.66 1128.13,1254.42 1128.24,1254.18 1128.34,1253.94 1128.44,1253.7 1128.54,1253.47 1128.64,1253.23 1128.75,1252.99 1128.85,1252.75 1128.95,1252.51 1129.05,1252.27 1129.15,1252.02 1129.25,1251.78 1129.36,1251.54 1129.46,1251.3 1129.56,1251.06 1129.66,1250.82 1129.76,1250.58 1129.87,1250.34 1129.97,1250.09 1130.07,1249.85 1130.17,1249.61 1130.27,1249.37 1130.38,1249.12 1130.48,1248.88 1130.58,1248.64 1130.68,1248.39 1130.78,1248.15 1130.88,1247.91 1130.99,1247.66 1131.09,1247.42 1131.19,1247.17 1131.29,1246.93 1131.39,1246.68 1131.5,1246.44 1131.6,1246.19 1131.7,1245.95 1131.8,1245.7 1131.9,1245.46 1132,1245.21 1132.11,1244.97 1132.21,1244.72 1132.31,1244.47 1132.41,1244.23 1132.51,1243.98 1132.62,1243.73 1132.72,1243.49 1132.82,1243.24 1132.92,1242.99 1133.02,1242.74 1133.12,1242.5 1133.23,1242.25 1133.33,1242 1133.43,1241.75 1133.53,1241.5 1133.63,1241.25 1133.74,1241.01 1133.84,1240.76 1133.94,1240.51 1134.04,1240.26 1134.14,1240.01 1134.24,1239.76 1134.35,1239.51 1134.45,1239.26 1134.55,1239.01 1134.65,1238.76 1134.75,1238.51 1134.86,1238.25 1134.96,1238 1135.06,1237.75 1135.16,1237.5 1135.26,1237.25 1135.36,1237 1135.47,1236.74 1135.57,1236.49 1135.67,1236.24 1135.77,1235.99 1135.87,1235.73 1135.98,1235.48 1136.08,1235.23 1136.18,1234.98 1136.28,1234.72 1136.38,1234.47 1136.48,1234.21 1136.59,1233.96 1136.69,1233.71 1136.79,1233.45 1136.89,1233.2 1136.99,1232.94 1137.1,1232.69 1137.2,1232.43 1137.3,1232.18 1137.4,1231.92 1137.5,1231.66 1137.61,1231.41 1137.71,1231.15 1137.81,1230.9 1137.91,1230.64 1138.01,1230.38 1138.11,1230.13 1138.22,1229.87 1138.32,1229.61 1138.42,1229.35 1138.52,1229.1 1138.62,1228.84 1138.73,1228.58 1138.83,1228.32 1138.93,1228.07 1139.03,1227.81 1139.13,1227.55 1139.23,1227.29 1139.34,1227.03 1139.44,1226.77 1139.54,1226.51 1139.64,1226.25 1139.74,1225.99 1139.85,1225.73 1139.95,1225.47 1140.05,1225.21 1140.15,1224.95 1140.25,1224.69 1140.35,1224.43 1140.46,1224.17 1140.56,1223.91 1140.66,1223.65 1140.76,1223.39 1140.86,1223.12 1140.97,1222.86 1141.07,1222.6 1141.17,1222.34 1141.27,1222.08 1141.37,1221.81 1141.47,1221.55 1141.58,1221.29 1141.68,1221.02 1141.78,1220.76 1141.88,1220.5 1141.98,1220.23 1142.09,1219.97 1142.19,1219.71 1142.29,1219.44 1142.39,1219.18 1142.49,1218.91 1142.59,1218.65 1142.7,1218.38 1142.8,1218.12 1142.9,1217.85 1143,1217.59 1143.1,1217.32 1143.21,1217.06 1143.31,1216.79 1143.41,1216.53 1143.51,1216.26 1143.61,1215.99 1143.71,1215.73 1143.82,1215.46 1143.92,1215.19 1144.02,1214.93 1144.12,1214.66 1144.22,1214.39 1144.33,1214.12 1144.43,1213.86 1144.53,1213.59 1144.63,1213.32 1144.73,1213.05 1144.84,1212.78 1144.94,1212.51 1145.04,1212.24 1145.14,1211.98 1145.24,1211.71 1145.34,1211.44 1145.45,1211.17 1145.55,1210.9 1145.65,1210.63 1145.75,1210.36 1145.85,1210.09 1145.96,1209.82 1146.06,1209.55 1146.16,1209.28 1146.26,1209.01 1146.36,1208.73 1146.46,1208.46 1146.57,1208.19 1146.67,1207.92 1146.77,1207.65 1146.87,1207.38 1146.97,1207.1 1147.08,1206.83 1147.18,1206.56 1147.28,1206.29 1147.38,1206.01 1147.48,1205.74 1147.58,1205.47 1147.69,1205.19 1147.79,1204.92 1147.89,1204.65 1147.99,1204.37 1148.09,1204.1 1148.2,1203.83 1148.3,1203.55 1148.4,1203.28 1148.5,1203 1148.6,1202.73 1148.7,1202.45 1148.81,1202.18 1148.91,1201.9 1149.01,1201.63 1149.11,1201.35 1149.21,1201.07 1149.32,1200.8 1149.42,1200.52 1149.52,1200.25 1149.62,1199.97 1149.72,1199.69 1149.82,1199.42 1149.93,1199.14 1150.03,1198.86 1150.13,1198.58 1150.23,1198.31 1150.33,1198.03 1150.44,1197.75 1150.54,1197.47 1150.64,1197.19 1150.74,1196.92 1150.84,1196.64 1150.94,1196.36 1151.05,1196.08 1151.15,1195.8 1151.25,1195.52 1151.35,1195.24 1151.45,1194.96 1151.56,1194.68 1151.66,1194.4 1151.76,1194.12 1151.86,1193.84 1151.96,1193.56 1152.07,1193.28 1152.17,1193 1152.27,1192.72 1152.37,1192.44 1152.47,1192.16 1152.57,1191.88 1152.68,1191.59 1152.78,1191.31 1152.88,1191.03 1152.98,1190.75 1153.08,1190.47 1153.19,1190.18 1153.29,1189.9 1153.39,1189.62 1153.49,1189.34 1153.59,1189.05 1153.69,1188.77 1153.8,1188.49 1153.9,1188.2 1154,1187.92 1154.1,1187.64 1154.2,1187.35 1154.31,1187.07 1154.41,1186.78 1154.51,1186.5 1154.61,1186.21 1154.71,1185.93 1154.81,1185.64 1154.92,1185.36 1155.02,1185.07 1155.12,1184.79 1155.22,1184.5 1155.32,1184.22 1155.43,1183.93 1155.53,1183.65 1155.63,1183.36 1155.73,1183.07 1155.83,1182.79 1155.93,1182.5 1156.04,1182.21 1156.14,1181.92 1156.24,1181.64 1156.34,1181.35 1156.44,1181.06 1156.55,1180.77 1156.65,1180.49 1156.75,1180.2 1156.85,1179.91 1156.95,1179.62 1157.05,1179.33 1157.16,1179.05 1157.26,1178.76 1157.36,1178.47 1157.46,1178.18 1157.56,1177.89 1157.67,1177.6 1157.77,1177.31 1157.87,1177.02 1157.97,1176.73 1158.07,1176.44 1158.17,1176.15 1158.28,1175.86 1158.38,1175.57 1158.48,1175.28 1158.58,1174.99 1158.68,1174.7 1158.79,1174.4 1158.89,1174.11 1158.99,1173.82 1159.09,1173.53 1159.19,1173.24 1159.3,1172.95 1159.4,1172.65 1159.5,1172.36 1159.6,1172.07 1159.7,1171.78 1159.8,1171.48 1159.91,1171.19 1160.01,1170.9 1160.11,1170.6 1160.21,1170.31 1160.31,1170.02 1160.42,1169.72 1160.52,1169.43 1160.62,1169.13 1160.72,1168.84 1160.82,1168.55 1160.92,1168.25 1161.03,1167.96 1161.13,1167.66 1161.23,1167.37 1161.33,1167.07 1161.43,1166.78 1161.54,1166.48 1161.64,1166.19 1161.74,1165.89 1161.84,1165.59 1161.94,1165.3 1162.04,1165 1162.15,1164.7 1162.25,1164.41 1162.35,1164.11 1162.45,1163.81 1162.55,1163.52 1162.66,1163.22 1162.76,1162.92 1162.86,1162.63 1162.96,1162.33 1163.06,1162.03 1163.16,1161.73 1163.27,1161.43 1163.37,1161.14 1163.47,1160.84 1163.57,1160.54 1163.67,1160.24 1163.78,1159.94 1163.88,1159.64 1163.98,1159.34 1164.08,1159.04 1164.18,1158.74 1164.28,1158.44 1164.39,1158.14 1164.49,1157.84 1164.59,1157.54 1164.69,1157.24 1164.79,1156.94 1164.9,1156.64 1165,1156.34 1165.1,1156.04 1165.2,1155.74 1165.3,1155.44 1165.4,1155.14 1165.51,1154.84 1165.61,1154.54 1165.71,1154.23 1165.81,1153.93 1165.91,1153.63 1166.02,1153.33 1166.12,1153.02 1166.22,1152.72 1166.32,1152.42 1166.42,1152.12 1166.53,1151.81 1166.63,1151.51 1166.73,1151.21 1166.83,1150.9 1166.93,1150.6 1167.03,1150.3 1167.14,1149.99 1167.24,1149.69 1167.34,1149.38 1167.44,1149.08 1167.54,1148.78 1167.65,1148.47 1167.75,1148.17 1167.85,1147.86 1167.95,1147.56 1168.05,1147.25 1168.15,1146.95 1168.26,1146.64 1168.36,1146.34 1168.46,1146.03 1168.56,1145.72 1168.66,1145.42 1168.77,1145.11 1168.87,1144.81 1168.97,1144.5 1169.07,1144.19 1169.17,1143.89 1169.27,1143.58 1169.38,1143.27 1169.48,1142.96 1169.58,1142.66 1169.68,1142.35 1169.78,1142.04 1169.89,1141.73 1169.99,1141.43 1170.09,1141.12 1170.19,1140.81 1170.29,1140.5 1170.39,1140.19 1170.5,1139.88 1170.6,1139.57 1170.7,1139.27 1170.8,1138.96 1170.9,1138.65 1171.01,1138.34 1171.11,1138.03 1171.21,1137.72 1171.31,1137.41 1171.41,1137.1 1171.51,1136.79 1171.62,1136.48 1171.72,1136.17 1171.82,1135.86 1171.92,1135.55 1172.02,1135.24 1172.13,1134.92 1172.23,1134.61 1172.33,1134.3 1172.43,1133.99 1172.53,1133.68 1172.63,1133.37 1172.74,1133.06 1172.84,1132.74 1172.94,1132.43 1173.04,1132.12 1173.14,1131.81 1173.25,1131.49 1173.35,1131.18 1173.45,1130.87 1173.55,1130.56 1173.65,1130.24 1173.76,1129.93 1173.86,1129.62 1173.96,1129.3 1174.06,1128.99 1174.16,1128.67 1174.26,1128.36 1174.37,1128.05 1174.47,1127.73 1174.57,1127.42 1174.67,1127.1 1174.77,1126.79 1174.88,1126.47 1174.98,1126.16 1175.08,1125.84 1175.18,1125.53 1175.28,1125.21 1175.38,1124.9 1175.49,1124.58 1175.59,1124.27 1175.69,1123.95 1175.79,1123.63 1175.89,1123.32 1176,1123 1176.1,1122.69 1176.2,1122.37 1176.3,1122.05 1176.4,1121.74 1176.5,1121.42 1176.61,1121.1 1176.71,1120.78 1176.81,1120.47 1176.91,1120.15 1177.01,1119.83 1177.12,1119.51 1177.22,1119.2 1177.32,1118.88 1177.42,1118.56 1177.52,1118.24 1177.62,1117.92 1177.73,1117.6 1177.83,1117.28 1177.93,1116.97 1178.03,1116.65 1178.13,1116.33 1178.24,1116.01 1178.34,1115.69 1178.44,1115.37 1178.54,1115.05 1178.64,1114.73 1178.74,1114.41 1178.85,1114.09 1178.95,1113.77 1179.05,1113.45 1179.15,1113.13 1179.25,1112.81 1179.36,1112.49 1179.46,1112.17 1179.56,1111.84 1179.66,1111.52 1179.76,1111.2 1179.86,1110.88 1179.97,1110.56 1180.07,1110.24 1180.17,1109.92 1180.27,1109.59 1180.37,1109.27 1180.48,1108.95 1180.58,1108.63 1180.68,1108.3 1180.78,1107.98 1180.88,1107.66 1180.99,1107.34 1181.09,1107.01 1181.19,1106.69 1181.29,1106.37 1181.39,1106.04 1181.49,1105.72 1181.6,1105.39 1181.7,1105.07 1181.8,1104.75 1181.9,1104.42 1182,1104.1 1182.11,1103.77 1182.21,1103.45 1182.31,1103.13 1182.41,1102.8 1182.51,1102.48 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1201.86,1038.53 1201.96,1038.19 1202.06,1037.84 1202.17,1037.49 1202.27,1037.14 1202.37,1036.8 1202.47,1036.45 1202.57,1036.1 1202.68,1035.75 1202.78,1035.4 1202.88,1035.06 1202.98,1034.71 1203.08,1034.36 1203.18,1034.01 1203.29,1033.66 1203.39,1033.31 1203.49,1032.96 1203.59,1032.61 1203.69,1032.27 1203.8,1031.92 1203.9,1031.57 1204,1031.22 1204.1,1030.87 1204.2,1030.52 1204.3,1030.17 1204.41,1029.82 1204.51,1029.47 1204.61,1029.12 1204.71,1028.77 1204.81,1028.42 1204.92,1028.07 1205.02,1027.72 1205.12,1027.37 1205.22,1027.02 1205.32,1026.67 1205.42,1026.31 1205.53,1025.96 1205.63,1025.61 1205.73,1025.26 1205.83,1024.91 1205.93,1024.56 1206.04,1024.21 1206.14,1023.86 1206.24,1023.5 1206.34,1023.15 1206.44,1022.8 1206.54,1022.45 1206.65,1022.1 1206.75,1021.75 1206.85,1021.39 1206.95,1021.04 1207.05,1020.69 1207.16,1020.34 1207.26,1019.98 1207.36,1019.63 1207.46,1019.28 1207.56,1018.92 1207.66,1018.57 1207.77,1018.22 1207.87,1017.87 1207.97,1017.51 1208.07,1017.16 1208.17,1016.81 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1234.04,924.297 1234.14,923.924 1234.24,923.55 1234.34,923.177 1234.45,922.803 1234.55,922.43 1234.65,922.056 1234.75,921.682 1234.85,921.309 1234.96,920.935 1235.06,920.561 1235.16,920.187 1235.26,919.813 1235.36,919.439 1235.46,919.065 1235.57,918.691 1235.67,918.316 1235.77,917.942 1235.87,917.568 1235.97,917.193 1236.08,916.819 1236.18,916.444 1236.28,916.07 1236.38,915.695 1236.48,915.32 1236.58,914.946 1236.69,914.571 1236.79,914.196 1236.89,913.821 1236.99,913.446 1237.09,913.071 1237.2,912.696 1237.3,912.321 1237.4,911.945 1237.5,911.57 1237.6,911.195 1237.71,910.82 1237.81,910.444 1237.91,910.069 1238.01,909.693 1238.11,909.318 1238.21,908.942 1238.32,908.566 1238.42,908.19 1238.52,907.815 1238.62,907.439 1238.72,907.063 1238.83,906.687 1238.93,906.311 1239.03,905.935 1239.13,905.559 1239.23,905.183 1239.33,904.806 1239.44,904.43 1239.54,904.054 1239.64,903.677 1239.74,903.301 1239.84,902.925 1239.95,902.548 1240.05,902.171 1240.15,901.795 1240.25,901.418 1240.35,901.041 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1869.26,1082.75 1869.36,1083.08 1869.47,1083.41 1869.57,1083.74 1869.67,1084.08 1869.77,1084.41 1869.87,1084.74 1869.97,1085.07 1870.08,1085.4 1870.18,1085.74 1870.28,1086.07 1870.38,1086.4 1870.48,1086.73 1870.59,1087.06 1870.69,1087.39 1870.79,1087.72 1870.89,1088.05 1870.99,1088.38 1871.09,1088.71 1871.2,1089.04 1871.3,1089.37 1871.4,1089.7 1871.5,1090.03 1871.6,1090.36 1871.71,1090.69 1871.81,1091.02 1871.91,1091.35 1872.01,1091.68 1872.11,1092.01 1872.21,1092.34 1872.32,1092.67 1872.42,1093 1872.52,1093.33 1872.62,1093.65 1872.72,1093.98 1872.83,1094.31 1872.93,1094.64 1873.03,1094.97 1873.13,1095.29 1873.23,1095.62 1873.33,1095.95 1873.44,1096.28 1873.54,1096.6 1873.64,1096.93 1873.74,1097.26 1873.84,1097.59 1873.95,1097.91 1874.05,1098.24 1874.15,1098.57 1874.25,1098.89 1874.35,1099.22 1874.46,1099.55 1874.56,1099.87 1874.66,1100.2 1874.76,1100.52 1874.86,1100.85 1874.96,1101.17 1875.07,1101.5 1875.17,1101.83 1875.27,1102.15 1875.37,1102.48 1875.47,1102.8 1875.58,1103.13 1875.68,1103.45 1875.78,1103.77 1875.88,1104.1 1875.98,1104.42 1876.08,1104.75 1876.19,1105.07 1876.29,1105.39 1876.39,1105.72 1876.49,1106.04 1876.59,1106.37 1876.7,1106.69 1876.8,1107.01 1876.9,1107.34 1877,1107.66 1877.1,1107.98 1877.2,1108.3 1877.31,1108.63 1877.41,1108.95 1877.51,1109.27 1877.61,1109.59 1877.71,1109.92 1877.82,1110.24 1877.92,1110.56 1878.02,1110.88 1878.12,1111.2 1878.22,1111.52 1878.32,1111.84 1878.43,1112.17 1878.53,1112.49 1878.63,1112.81 1878.73,1113.13 1878.83,1113.45 1878.94,1113.77 1879.04,1114.09 1879.14,1114.41 1879.24,1114.73 1879.34,1115.05 1879.44,1115.37 1879.55,1115.69 1879.65,1116.01 1879.75,1116.33 1879.85,1116.65 1879.95,1116.97 1880.06,1117.28 1880.16,1117.6 1880.26,1117.92 1880.36,1118.24 1880.46,1118.56 1880.56,1118.88 1880.67,1119.2 1880.77,1119.51 1880.87,1119.83 1880.97,1120.15 1881.07,1120.47 1881.18,1120.78 1881.28,1121.1 1881.38,1121.42 1881.48,1121.74 1881.58,1122.05 1881.69,1122.37 1881.79,1122.69 1881.89,1123 1881.99,1123.32 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1888.51,1143.27 1888.61,1143.58 1888.71,1143.89 1888.81,1144.19 1888.92,1144.5 1889.02,1144.81 1889.12,1145.11 1889.22,1145.42 1889.32,1145.72 1889.42,1146.03 1889.53,1146.34 1889.63,1146.64 1889.73,1146.95 1889.83,1147.25 1889.93,1147.56 1890.04,1147.86 1890.14,1148.17 1890.24,1148.47 1890.34,1148.78 1890.44,1149.08 1890.54,1149.39 1890.65,1149.69 1890.75,1149.99 1890.85,1150.3 1890.95,1150.6 1891.05,1150.9 1891.16,1151.21 1891.26,1151.51 1891.36,1151.81 1891.46,1152.12 1891.56,1152.42 1891.66,1152.72 1891.77,1153.02 1891.87,1153.33 1891.97,1153.63 1892.07,1153.93 1892.17,1154.23 1892.28,1154.54 1892.38,1154.84 1892.48,1155.14 1892.58,1155.44 1892.68,1155.74 1892.78,1156.04 1892.89,1156.34 1892.99,1156.64 1893.09,1156.94 1893.19,1157.24 1893.29,1157.54 1893.4,1157.84 1893.5,1158.14 1893.6,1158.44 1893.7,1158.74 1893.8,1159.04 1893.9,1159.34 1894.01,1159.64 1894.11,1159.94 1894.21,1160.24 1894.31,1160.54 1894.41,1160.84 1894.52,1161.14 1894.62,1161.43 1894.72,1161.73 1894.82,1162.03 1894.92,1162.33 1895.02,1162.63 1895.13,1162.92 1895.23,1163.22 1895.33,1163.52 1895.43,1163.81 1895.53,1164.11 1895.64,1164.41 1895.74,1164.7 1895.84,1165 1895.94,1165.3 1896.04,1165.59 1896.15,1165.89 1896.25,1166.19 1896.35,1166.48 1896.45,1166.78 1896.55,1167.07 1896.65,1167.37 1896.76,1167.66 1896.86,1167.96 1896.96,1168.25 1897.06,1168.55 1897.16,1168.84 1897.27,1169.13 1897.37,1169.43 1897.47,1169.72 1897.57,1170.02 1897.67,1170.31 1897.77,1170.6 1897.88,1170.9 1897.98,1171.19 1898.08,1171.48 1898.18,1171.78 1898.28,1172.07 1898.39,1172.36 1898.49,1172.65 1898.59,1172.95 1898.69,1173.24 1898.79,1173.53 1898.89,1173.82 1899,1174.11 1899.1,1174.4 1899.2,1174.7 1899.3,1174.99 1899.4,1175.28 1899.51,1175.57 1899.61,1175.86 1899.71,1176.15 1899.81,1176.44 1899.91,1176.73 1900.01,1177.02 1900.12,1177.31 1900.22,1177.6 1900.32,1177.89 1900.42,1178.18 1900.52,1178.47 1900.63,1178.76 1900.73,1179.05 1900.83,1179.33 1900.93,1179.62 1901.03,1179.91 1901.13,1180.2 1901.24,1180.49 1901.34,1180.77 1901.44,1181.06 1901.54,1181.35 1901.64,1181.64 1901.75,1181.92 1901.85,1182.21 1901.95,1182.5 1902.05,1182.79 1902.15,1183.07 1902.25,1183.36 1902.36,1183.65 1902.46,1183.93 1902.56,1184.22 1902.66,1184.5 1902.76,1184.79 1902.87,1185.07 1902.97,1185.36 1903.07,1185.64 1903.17,1185.93 1903.27,1186.21 1903.38,1186.5 1903.48,1186.78 1903.58,1187.07 1903.68,1187.35 1903.78,1187.64 1903.88,1187.92 1903.99,1188.2 1904.09,1188.49 1904.19,1188.77 1904.29,1189.05 1904.39,1189.34 1904.5,1189.62 1904.6,1189.9 1904.7,1190.18 1904.8,1190.47 1904.9,1190.75 1905,1191.03 1905.11,1191.31 1905.21,1191.6 1905.31,1191.88 1905.41,1192.16 1905.51,1192.44 1905.62,1192.72 1905.72,1193 1905.82,1193.28 1905.92,1193.56 1906.02,1193.84 1906.12,1194.12 1906.23,1194.4 1906.33,1194.68 1906.43,1194.96 1906.53,1195.24 1906.63,1195.52 1906.74,1195.8 1906.84,1196.08 1906.94,1196.36 1907.04,1196.64 1907.14,1196.92 1907.24,1197.19 1907.35,1197.47 1907.45,1197.75 1907.55,1198.03 1907.65,1198.31 1907.75,1198.58 1907.86,1198.86 1907.96,1199.14 1908.06,1199.42 1908.16,1199.69 1908.26,1199.97 1908.36,1200.25 1908.47,1200.52 1908.57,1200.8 1908.67,1201.07 1908.77,1201.35 1908.87,1201.63 1908.98,1201.9 1909.08,1202.18 1909.18,1202.45 1909.28,1202.73 1909.38,1203 1909.49,1203.28 1909.59,1203.55 1909.69,1203.83 1909.79,1204.1 1909.89,1204.37 1909.99,1204.65 1910.1,1204.92 1910.2,1205.19 1910.3,1205.47 1910.4,1205.74 1910.5,1206.01 1910.61,1206.29 1910.71,1206.56 1910.81,1206.83 1910.91,1207.1 1911.01,1207.38 1911.11,1207.65 1911.22,1207.92 1911.32,1208.19 1911.42,1208.46 1911.52,1208.73 1911.62,1209.01 1911.73,1209.28 1911.83,1209.55 1911.93,1209.82 1912.03,1210.09 1912.13,1210.36 1912.23,1210.63 1912.34,1210.9 1912.44,1211.17 1912.54,1211.44 1912.64,1211.71 1912.74,1211.98 1912.85,1212.24 1912.95,1212.51 1913.05,1212.78 1913.15,1213.05 1913.25,1213.32 1913.35,1213.59 1913.46,1213.86 1913.56,1214.12 1913.66,1214.39 1913.76,1214.66 1913.86,1214.93 1913.97,1215.19 1914.07,1215.46 1914.17,1215.73 1914.27,1215.99 1914.37,1216.26 1914.47,1216.53 1914.58,1216.79 1914.68,1217.06 1914.78,1217.32 1914.88,1217.59 1914.98,1217.85 1915.09,1218.12 1915.19,1218.38 1915.29,1218.65 1915.39,1218.91 1915.49,1219.18 1915.59,1219.44 1915.7,1219.71 1915.8,1219.97 1915.9,1220.23 1916,1220.5 1916.1,1220.76 1916.21,1221.02 1916.31,1221.29 1916.41,1221.55 1916.51,1221.81 1916.61,1222.08 1916.72,1222.34 1916.82,1222.6 1916.92,1222.86 1917.02,1223.12 1917.12,1223.39 1917.22,1223.65 1917.33,1223.91 1917.43,1224.17 1917.53,1224.43 1917.63,1224.69 1917.73,1224.95 1917.84,1225.21 1917.94,1225.47 1918.04,1225.73 1918.14,1225.99 1918.24,1226.25 1918.34,1226.51 1918.45,1226.77 1918.55,1227.03 1918.65,1227.29 1918.75,1227.55 1918.85,1227.81 1918.96,1228.07 1919.06,1228.32 1919.16,1228.58 1919.26,1228.84 1919.36,1229.1 1919.46,1229.35 1919.57,1229.61 1919.67,1229.87 1919.77,1230.13 1919.87,1230.38 1919.97,1230.64 1920.08,1230.9 1920.18,1231.15 1920.28,1231.41 1920.38,1231.66 1920.48,1231.92 1920.58,1232.18 1920.69,1232.43 1920.79,1232.69 1920.89,1232.94 1920.99,1233.2 1921.09,1233.45 1921.2,1233.71 1921.3,1233.96 1921.4,1234.21 1921.5,1234.47 1921.6,1234.72 1921.7,1234.98 1921.81,1235.23 1921.91,1235.48 1922.01,1235.73 1922.11,1235.99 1922.21,1236.24 1922.32,1236.49 1922.42,1236.74 1922.52,1237 1922.62,1237.25 1922.72,1237.5 1922.82,1237.75 1922.93,1238 1923.03,1238.25 1923.13,1238.51 1923.23,1238.76 1923.33,1239.01 1923.44,1239.26 1923.54,1239.51 1923.64,1239.76 1923.74,1240.01 1923.84,1240.26 1923.95,1240.51 1924.05,1240.76 1924.15,1241.01 1924.25,1241.25 1924.35,1241.5 1924.45,1241.75 1924.56,1242 1924.66,1242.25 1924.76,1242.5 1924.86,1242.74 1924.96,1242.99 1925.07,1243.24 1925.17,1243.49 1925.27,1243.73 1925.37,1243.98 1925.47,1244.23 1925.57,1244.47 1925.68,1244.72 1925.78,1244.97 1925.88,1245.21 1925.98,1245.46 1926.08,1245.7 1926.19,1245.95 1926.29,1246.2 1926.39,1246.44 1926.49,1246.68 1926.59,1246.93 1926.69,1247.17 1926.8,1247.42 1926.9,1247.66 1927,1247.91 1927.1,1248.15 1927.2,1248.39 1927.31,1248.64 1927.41,1248.88 1927.51,1249.12 1927.61,1249.37 1927.71,1249.61 1927.81,1249.85 1927.92,1250.09 1928.02,1250.34 1928.12,1250.58 1928.22,1250.82 1928.32,1251.06 1928.43,1251.3 1928.53,1251.54 1928.63,1251.78 1928.73,1252.02 1928.83,1252.27 1928.93,1252.51 1929.04,1252.75 1929.14,1252.99 1929.24,1253.23 1929.34,1253.47 1929.44,1253.7 1929.55,1253.94 1929.65,1254.18 1929.75,1254.42 1929.85,1254.66 1929.95,1254.9 1930.05,1255.14 1930.16,1255.38 1930.26,1255.61 1930.36,1255.85 1930.46,1256.09 1930.56,1256.33 1930.67,1256.56 1930.77,1256.8 1930.87,1257.04 1930.97,1257.27 1931.07,1257.51 1931.18,1257.75 1931.28,1257.98 1931.38,1258.22 1931.48,1258.45 1931.58,1258.69 1931.68,1258.92 1931.79,1259.16 1931.89,1259.39 1931.99,1259.63 1932.09,1259.86 1932.19,1260.1 1932.3,1260.33 1932.4,1260.57 1932.5,1260.8 1932.6,1261.03 1932.7,1261.27 1932.8,1261.5 1932.91,1261.73 1933.01,1261.96 1933.11,1262.2 1933.21,1262.43 1933.31,1262.66 1933.42,1262.89 1933.52,1263.13 1933.62,1263.36 1933.72,1263.59 1933.82,1263.82 1933.92,1264.05 1934.03,1264.28 1934.13,1264.51 1934.23,1264.74 1934.33,1264.97 1934.43,1265.2 1934.54,1265.43 1934.64,1265.66 1934.74,1265.89 1934.84,1266.12 1934.94,1266.35 1935.04,1266.58 1935.15,1266.81 1935.25,1267.04 1935.35,1267.26 1935.45,1267.49 1935.55,1267.72 1935.66,1267.95 1935.76,1268.18 1935.86,1268.4 1935.96,1268.63 1936.06,1268.86 1936.16,1269.08 1936.27,1269.31 1936.37,1269.54 1936.47,1269.76 1936.57,1269.99 1936.67,1270.21 1936.78,1270.44 1936.88,1270.66 1936.98,1270.89 1937.08,1271.11 1937.18,1271.34 1937.28,1271.56 1937.39,1271.79 1937.49,1272.01 1937.59,1272.24 1937.69,1272.46 1937.79,1272.68 1937.9,1272.91 1938,1273.13 1938.1,1273.35 1938.2,1273.58 1938.3,1273.8 1938.41,1274.02 1938.51,1274.24 1938.61,1274.47 1938.71,1274.69 1938.81,1274.91 1938.91,1275.13 1939.02,1275.35 1939.12,1275.57 1939.22,1275.79 1939.32,1276.01 1939.42,1276.23 1939.53,1276.45 1939.63,1276.67 1939.73,1276.89 1939.83,1277.11 1939.93,1277.33 1940.03,1277.55 1940.14,1277.77 1940.24,1277.99 1940.34,1278.21 1940.44,1278.43 1940.54,1278.65 1940.65,1278.86 1940.75,1279.08 1940.85,1279.3 1940.95,1279.52 1941.05,1279.73 1941.15,1279.95 1941.26,1280.17 1941.36,1280.38 1941.46,1280.6 1941.56,1280.82 1941.66,1281.03 1941.77,1281.25 1941.87,1281.46 1941.97,1281.68 1942.07,1281.89 1942.17,1282.11 1942.27,1282.32 1942.38,1282.54 1942.48,1282.75 1942.58,1282.97 1942.68,1283.18 1942.78,1283.4 1942.89,1283.61 1942.99,1283.82 1943.09,1284.04 1943.19,1284.25 1943.29,1284.46 1943.39,1284.67 1943.5,1284.89 1943.6,1285.1 1943.7,1285.31 1943.8,1285.52 1943.9,1285.73 1944.01,1285.95 1944.11,1286.16 1944.21,1286.37 1944.31,1286.58 1944.41,1286.79 1944.51,1287 1944.62,1287.21 1944.72,1287.42 1944.82,1287.63 1944.92,1287.84 1945.02,1288.05 1945.13,1288.26 1945.23,1288.47 1945.33,1288.68 1945.43,1288.88 1945.53,1289.09 1945.64,1289.3 1945.74,1289.51 1945.84,1289.72 1945.94,1289.92 1946.04,1290.13 1946.14,1290.34 1946.25,1290.54 1946.35,1290.75 1946.45,1290.96 1946.55,1291.16 1946.65,1291.37 1946.76,1291.58 1946.86,1291.78 1946.96,1291.99 1947.06,1292.19 1947.16,1292.4 1947.26,1292.6 1947.37,1292.81 1947.47,1293.01 1947.57,1293.22 1947.67,1293.42 1947.77,1293.62 1947.88,1293.83 1947.98,1294.03 1948.08,1294.23 1948.18,1294.44 1948.28,1294.64 1948.38,1294.84 1948.49,1295.04 1948.59,1295.25 1948.69,1295.45 1948.79,1295.65 1948.89,1295.85 1949,1296.05 1949.1,1296.26 1949.2,1296.46 1949.3,1296.66 1949.4,1296.86 1949.5,1297.06 1949.61,1297.26 1949.71,1297.46 1949.81,1297.66 1949.91,1297.86 1950.01,1298.06 1950.12,1298.26 1950.22,1298.45 1950.32,1298.65 1950.42,1298.85 1950.52,1299.05 1950.62,1299.25 1950.73,1299.45 1950.83,1299.64 1950.93,1299.84 1951.03,1300.04 1951.13,1300.23 1951.24,1300.43 1951.34,1300.63 1951.44,1300.82 1951.54,1301.02 1951.64,1301.22 1951.74,1301.41 1951.85,1301.61 1951.95,1301.8 1952.05,1302 1952.15,1302.19 1952.25,1302.39 1952.36,1302.58 1952.46,1302.78 1952.56,1302.97 1952.66,1303.17 1952.76,1303.36 1952.87,1303.55 1952.97,1303.75 1953.07,1303.94 1953.17,1304.13 1953.27,1304.32 1953.37,1304.52 1953.48,1304.71 1953.58,1304.9 1953.68,1305.09 1953.78,1305.28 1953.88,1305.48 1953.99,1305.67 1954.09,1305.86 1954.19,1306.05 1954.29,1306.24 1954.39,1306.43 1954.49,1306.62 1954.6,1306.81 1954.7,1307 1954.8,1307.19 1954.9,1307.38 1955,1307.57 1955.11,1307.76 1955.21,1307.94 1955.31,1308.13 1955.41,1308.32 1955.51,1308.51 1955.61,1308.7 1955.72,1308.88 1955.82,1309.07 1955.92,1309.26 1956.02,1309.45 1956.12,1309.63 1956.23,1309.82 1956.33,1310.01 1956.43,1310.19 1956.53,1310.38 1956.63,1310.56 1956.73,1310.75 1956.84,1310.93 1956.94,1311.12 1957.04,1311.3 1957.14,1311.49 1957.24,1311.67 1957.35,1311.86 1957.45,1312.04 1957.55,1312.22 1957.65,1312.41 1957.75,1312.59 1957.85,1312.77 1957.96,1312.96 1958.06,1313.14 1958.16,1313.32 1958.26,1313.51 1958.36,1313.69 1958.47,1313.87 1958.57,1314.05 1958.67,1314.23 1958.77,1314.41 1958.87,1314.59 1958.97,1314.77 1959.08,1314.96 1959.18,1315.14 1959.28,1315.32 1959.38,1315.5 1959.48,1315.68 1959.59,1315.86 1959.69,1316.03 1959.79,1316.21 1959.89,1316.39 1959.99,1316.57 1960.1,1316.75 1960.2,1316.93 1960.3,1317.11 1960.4,1317.28 1960.5,1317.46 1960.6,1317.64 1960.71,1317.82 1960.81,1317.99 1960.91,1318.17 1961.01,1318.35 1961.11,1318.52 1961.22,1318.7 1961.32,1318.87 1961.42,1319.05 1961.52,1319.22 1961.62,1319.4 1961.72,1319.58 1961.83,1319.75 1961.93,1319.92 1962.03,1320.1 1962.13,1320.27 1962.23,1320.45 1962.34,1320.62 1962.44,1320.79 1962.54,1320.97 1962.64,1321.14 1962.74,1321.31 1962.84,1321.49 1962.95,1321.66 1963.05,1321.83 1963.15,1322 1963.25,1322.17 1963.35,1322.35 1963.46,1322.52 1963.56,1322.69 1963.66,1322.86 1963.76,1323.03 1963.86,1323.2 1963.96,1323.37 1964.07,1323.54 1964.17,1323.71 1964.27,1323.88 1964.37,1324.05 1964.47,1324.22 1964.58,1324.39 1964.68,1324.56 1964.78,1324.72 1964.88,1324.89 1964.98,1325.06 1965.08,1325.23 1965.19,1325.4 1965.29,1325.56 1965.39,1325.73 1965.49,1325.9 1965.59,1326.06 1965.7,1326.23 1965.8,1326.4 1965.9,1326.56 1966,1326.73 1966.1,1326.89 1966.2,1327.06 1966.31,1327.23 1966.41,1327.39 1966.51,1327.56 1966.61,1327.72 1966.71,1327.88 1966.82,1328.05 1966.92,1328.21 1967.02,1328.38 1967.12,1328.54 1967.22,1328.7 1967.33,1328.87 1967.43,1329.03 1967.53,1329.19 1967.63,1329.35 1967.73,1329.52 1967.83,1329.68 1967.94,1329.84 1968.04,1330 1968.14,1330.16 1968.24,1330.32 1968.34,1330.48 1968.45,1330.64 1968.55,1330.8 1968.65,1330.96 1968.75,1331.12 1968.85,1331.28 1968.95,1331.44 1969.06,1331.6 1969.16,1331.76 1969.26,1331.92 1969.36,1332.08 1969.46,1332.24 1969.57,1332.4 1969.67,1332.55 1969.77,1332.71 1969.87,1332.87 1969.97,1333.03 1970.07,1333.18 1970.18,1333.34 1970.28,1333.5 1970.38,1333.65 1970.48,1333.81 1970.58,1333.97 1970.69,1334.12 1970.79,1334.28 1970.89,1334.43 1970.99,1334.59 1971.09,1334.74 1971.19,1334.9 1971.3,1335.05 1971.4,1335.21 1971.5,1335.36 1971.6,1335.51 1971.7,1335.67 1971.81,1335.82 1971.91,1335.97 1972.01,1336.13 1972.11,1336.28 1972.21,1336.43 1972.31,1336.58 1972.42,1336.74 1972.52,1336.89 1972.62,1337.04 1972.72,1337.19 1972.82,1337.34 1972.93,1337.49 1973.03,1337.64 1973.13,1337.79 1973.23,1337.94 1973.33,1338.09 1973.43,1338.24 1973.54,1338.39 1973.64,1338.54 1973.74,1338.69 1973.84,1338.84 1973.94,1338.99 1974.05,1339.14 1974.15,1339.29 1974.25,1339.43 1974.35,1339.58 1974.45,1339.73 1974.56,1339.88 1974.66,1340.02 1974.76,1340.17 1974.86,1340.32 1974.96,1340.46 1975.06,1340.61 1975.17,1340.75 1975.27,1340.9 1975.37,1341.05 1975.47,1341.19 1975.57,1341.34 1975.68,1341.48 1975.78,1341.63 1975.88,1341.77 1975.98,1341.91 1976.08,1342.06 1976.18,1342.2 1976.29,1342.35 1976.39,1342.49 1976.49,1342.63 1976.59,1342.77 1976.69,1342.92 1976.8,1343.06 1976.9,1343.2 1977,1343.34 1977.1,1343.49 1977.2,1343.63 1977.3,1343.77 1977.41,1343.91 1977.51,1344.05 1977.61,1344.19 1977.71,1344.33 1977.81,1344.47 1977.92,1344.61 1978.02,1344.75 1978.12,1344.89 1978.22,1345.03 1978.32,1345.17 1978.42,1345.31 1978.53,1345.45 1978.63,1345.58 1978.73,1345.72 1978.83,1345.86 1978.93,1346 1979.04,1346.13 1979.14,1346.27 1979.24,1346.41 1979.34,1346.55 1979.44,1346.68 1979.54,1346.82 1979.65,1346.95 1979.75,1347.09 1979.85,1347.23 1979.95,1347.36 1980.05,1347.5 1980.16,1347.63 1980.26,1347.77 1980.36,1347.9 1980.46,1348.03 1980.56,1348.17 1980.66,1348.3 1980.77,1348.44 1980.87,1348.57 1980.97,1348.7 1981.07,1348.84 1981.17,1348.97 1981.28,1349.1 1981.38,1349.23 1981.48,1349.36 1981.58,1349.5 1981.68,1349.63 1981.79,1349.76 1981.89,1349.89 1981.99,1350.02 1982.09,1350.15 1982.19,1350.28 1982.29,1350.41 1982.4,1350.54 1982.5,1350.67 1982.6,1350.8 1982.7,1350.93 1982.8,1351.06 1982.91,1351.19 1983.01,1351.32 1983.11,1351.44 1983.21,1351.57 1983.31,1351.7 1983.41,1351.83 1983.52,1351.96 1983.62,1352.08 1983.72,1352.21 1983.82,1352.34 1983.92,1352.46 1984.03,1352.59 1984.13,1352.72 1984.23,1352.84 1984.33,1352.97 1984.43,1353.09 1984.53,1353.22 1984.64,1353.34 1984.74,1353.47 1984.84,1353.59 1984.94,1353.72 1985.04,1353.84 1985.15,1353.96 1985.25,1354.09 1985.35,1354.21 1985.45,1354.33 1985.55,1354.46 1985.65,1354.58 1985.76,1354.7 1985.86,1354.82 1985.96,1354.94 1986.06,1355.07 1986.16,1355.19 1986.27,1355.31 1986.37,1355.43 1986.47,1355.55 1986.57,1355.67 1986.67,1355.79 1986.77,1355.91 1986.88,1356.03 1986.98,1356.15 1987.08,1356.27 1987.18,1356.39 1987.28,1356.51 1987.39,1356.63 1987.49,1356.75 1987.59,1356.86 1987.69,1356.98 1987.79,1357.1 1987.89,1357.22 1988,1357.33 1988.1,1357.45 1988.2,1357.57 1988.3,1357.69 1988.4,1357.8 1988.51,1357.92 1988.61,1358.03 1988.71,1358.15 1988.81,1358.26 1988.91,1358.38 1989.02,1358.5 1989.12,1358.61 1989.22,1358.72 1989.32,1358.84 1989.42,1358.95 1989.52,1359.07 1989.63,1359.18 1989.73,1359.29 1989.83,1359.41 1989.93,1359.52 1990.03,1359.63 1990.14,1359.74 1990.24,1359.86 1990.34,1359.97 1990.44,1360.08 1990.54,1360.19 1990.64,1360.3 1990.75,1360.41 1990.85,1360.53 1990.95,1360.64 1991.05,1360.75 1991.15,1360.86 1991.26,1360.97 1991.36,1361.08 1991.46,1361.19 1991.56,1361.29 1991.66,1361.4 1991.76,1361.51 1991.87,1361.62 1991.97,1361.73 1992.07,1361.84 1992.17,1361.95 1992.27,1362.05 1992.38,1362.16 1992.48,1362.27 1992.58,1362.37 1992.68,1362.48 1992.78,1362.59 1992.88,1362.69 1992.99,1362.8 1993.09,1362.91 1993.19,1363.01 1993.29,1363.12 1993.39,1363.22 1993.5,1363.33 1993.6,1363.43 1993.7,1363.53 1993.8,1363.64 1993.9,1363.74 1994,1363.85 1994.11,1363.95 1994.21,1364.05 1994.31,1364.16 1994.41,1364.26 1994.51,1364.36 1994.62,1364.46 1994.72,1364.57 1994.82,1364.67 1994.92,1364.77 1995.02,1364.87 1995.12,1364.97 1995.23,1365.07 1995.33,1365.17 1995.43,1365.27 1995.53,1365.37 1995.63,1365.47 1995.74,1365.57 1995.84,1365.67 1995.94,1365.77 1996.04,1365.87 1996.14,1365.97 1996.25,1366.07 1996.35,1366.17 1996.45,1366.26 1996.55,1366.36 1996.65,1366.46 1996.75,1366.56 1996.86,1366.65 1996.96,1366.75 1997.06,1366.85 1997.16,1366.94 1997.26,1367.04 1997.37,1367.13 1997.47,1367.23 1997.57,1367.33 1997.67,1367.42 1997.77,1367.52 1997.87,1367.61 1997.98,1367.71 1998.08,1367.8 1998.18,1367.89 1998.28,1367.99 1998.38,1368.08 1998.49,1368.17 1998.59,1368.27 1998.69,1368.36 1998.79,1368.45 1998.89,1368.55 1998.99,1368.64 1999.1,1368.73 1999.2,1368.82 1999.3,1368.91 1999.4,1369 1999.5,1369.09 1999.61,1369.19 1999.71,1369.28 1999.81,1369.37 1999.91,1369.46 2000.01,1369.55 2000.11,1369.64 2000.22,1369.73 2000.32,1369.81 2000.42,1369.9 2000.52,1369.99 2000.62,1370.08 2000.73,1370.17 2000.83,1370.26 2000.93,1370.34 2001.03,1370.43 2001.13,1370.52 2001.23,1370.61 2001.34,1370.69 2001.44,1370.78 2001.54,1370.87 2001.64,1370.95 2001.74,1371.04 2001.85,1371.12 2001.95,1371.21 2002.05,1371.29 2002.15,1371.38 2002.25,1371.46 2002.35,1371.55 2002.46,1371.63 2002.56,1371.71 2002.66,1371.8 2002.76,1371.88 2002.86,1371.97 2002.97,1372.05 2003.07,1372.13 2003.17,1372.21 2003.27,1372.3 2003.37,1372.38 2003.48,1372.46 2003.58,1372.54 2003.68,1372.62 2003.78,1372.7 2003.88,1372.78 2003.98,1372.86 2004.09,1372.95 2004.19,1373.03 2004.29,1373.11 2004.39,1373.18 2004.49,1373.26 2004.6,1373.34 2004.7,1373.42 2004.8,1373.5 2004.9,1373.58 2005,1373.66 2005.1,1373.74 2005.21,1373.81 2005.31,1373.89 2005.41,1373.97 2005.51,1374.05 2005.61,1374.12 2005.72,1374.2 2005.82,1374.28 2005.92,1374.35 2006.02,1374.43 2006.12,1374.5 2006.22,1374.58 2006.33,1374.65 2006.43,1374.73 2006.53,1374.8 2006.63,1374.88 2006.73,1374.95 2006.84,1375.03 2006.94,1375.1 2007.04,1375.17 2007.14,1375.25 2007.24,1375.32 2007.34,1375.39 2007.45,1375.46 2007.55,1375.54 2007.65,1375.61 2007.75,1375.68 2007.85,1375.75 2007.96,1375.82 2008.06,1375.89 2008.16,1375.97 2008.26,1376.04 2008.36,1376.11 2008.46,1376.18 2008.57,1376.25 2008.67,1376.32 2008.77,1376.39 2008.87,1376.45 2008.97,1376.52 2009.08,1376.59 2009.18,1376.66 2009.28,1376.73 2009.38,1376.8 2009.48,1376.86 2009.59,1376.93 2009.69,1377 2009.79,1377.07 2009.89,1377.13 2009.99,1377.2 2010.09,1377.27 2010.2,1377.33 2010.3,1377.4 2010.4,1377.46 2010.5,1377.53 2010.6,1377.59 2010.71,1377.66 2010.81,1377.72 2010.91,1377.79 2011.01,1377.85 2011.11,1377.92 2011.21,1377.98 2011.32,1378.04 2011.42,1378.11 2011.52,1378.17 2011.62,1378.23 2011.72,1378.3 2011.83,1378.36 2011.93,1378.42 2012.03,1378.48 2012.13,1378.54 2012.23,1378.6 2012.33,1378.67 2012.44,1378.73 2012.54,1378.79 2012.64,1378.85 2012.74,1378.91 2012.84,1378.97 2012.95,1379.03 2013.05,1379.09 2013.15,1379.15 2013.25,1379.21 2013.35,1379.26 2013.45,1379.32 2013.56,1379.38 2013.66,1379.44 2013.76,1379.5 2013.86,1379.55 2013.96,1379.61 2014.07,1379.67 2014.17,1379.72 2014.27,1379.78 2014.37,1379.84 2014.47,1379.89 2014.57,1379.95 2014.68,1380.01 2014.78,1380.06 2014.88,1380.12 2014.98,1380.17 2015.08,1380.23 2015.19,1380.28 2015.29,1380.33 2015.39,1380.39 2015.49,1380.44 2015.59,1380.49 2015.69,1380.55 2015.8,1380.6 2015.9,1380.65 2016,1380.71 2016.1,1380.76 2016.2,1380.81 2016.31,1380.86 2016.41,1380.91 2016.51,1380.96 2016.61,1381.02 2016.71,1381.07 2016.82,1381.12 2016.92,1381.17 2017.02,1381.22 2017.12,1381.27 2017.22,1381.32 2017.32,1381.37 2017.43,1381.42 2017.53,1381.46 2017.63,1381.51 2017.73,1381.56 2017.83,1381.61 2017.94,1381.66 2018.04,1381.71 2018.14,1381.75 2018.24,1381.8 2018.34,1381.85 2018.44,1381.89 2018.55,1381.94 2018.65,1381.99 2018.75,1382.03 2018.85,1382.08 2018.95,1382.12 2019.06,1382.17 2019.16,1382.21 2019.26,1382.26 2019.36,1382.3 2019.46,1382.35 2019.56,1382.39 2019.67,1382.44 2019.77,1382.48 2019.87,1382.52 2019.97,1382.57 2020.07,1382.61 2020.18,1382.65 2020.28,1382.69 2020.38,1382.74 2020.48,1382.78 2020.58,1382.82 2020.68,1382.86 2020.79,1382.9 2020.89,1382.94 2020.99,1382.98 2021.09,1383.02 2021.19,1383.06 2021.3,1383.1 2021.4,1383.14 2021.5,1383.18 2021.6,1383.22 2021.7,1383.26 2021.8,1383.3 2021.91,1383.34 2022.01,1383.38 2022.11,1383.42 2022.21,1383.45 2022.31,1383.49 2022.42,1383.53 2022.52,1383.57 2022.62,1383.6 2022.72,1383.64 2022.82,1383.67 2022.92,1383.71 2023.03,1383.75 2023.13,1383.78 2023.23,1383.82 2023.33,1383.85 2023.43,1383.89 2023.54,1383.92 2023.64,1383.96 2023.74,1383.99 2023.84,1384.03 2023.94,1384.06 2024.05,1384.09 2024.15,1384.13 2024.25,1384.16 2024.35,1384.19 2024.45,1384.22 2024.55,1384.26 2024.66,1384.29 2024.76,1384.32 2024.86,1384.35 2024.96,1384.38 2025.06,1384.41 2025.17,1384.44 2025.27,1384.48 2025.37,1384.51 2025.47,1384.54 2025.57,1384.57 2025.67,1384.6 2025.78,1384.62 2025.88,1384.65 2025.98,1384.68 2026.08,1384.71 2026.18,1384.74 2026.29,1384.77 2026.39,1384.8 2026.49,1384.82 2026.59,1384.85 2026.69,1384.88 2026.79,1384.91 2026.9,1384.93 2027,1384.96 2027.1,1384.98 2027.2,1385.01 2027.3,1385.04 2027.41,1385.06 2027.51,1385.09 2027.61,1385.11 2027.71,1385.14 2027.81,1385.16 2027.91,1385.19 2028.02,1385.21 2028.12,1385.23 2028.22,1385.26 2028.32,1385.28 2028.42,1385.3 2028.53,1385.33 2028.63,1385.35 2028.73,1385.37 2028.83,1385.39 2028.93,1385.42 2029.03,1385.44 2029.14,1385.46 2029.24,1385.48 2029.34,1385.5 2029.44,1385.52 2029.54,1385.54 2029.65,1385.56 2029.75,1385.58 2029.85,1385.6 2029.95,1385.62 2030.05,1385.64 2030.15,1385.66 2030.26,1385.68 2030.36,1385.7 2030.46,1385.72 2030.56,1385.73 2030.66,1385.75 2030.77,1385.77 2030.87,1385.79 2030.97,1385.8 2031.07,1385.82 2031.17,1385.84 2031.28,1385.85 2031.38,1385.87 2031.48,1385.88 2031.58,1385.9 2031.68,1385.92 2031.78,1385.93 2031.89,1385.95 2031.99,1385.96 2032.09,1385.97 2032.19,1385.99 2032.29,1386 2032.4,1386.02 2032.5,1386.03 2032.6,1386.04 2032.7,1386.06 2032.8,1386.07 2032.9,1386.08 2033.01,1386.09 2033.11,1386.11 2033.21,1386.12 2033.31,1386.13 2033.41,1386.14 2033.52,1386.15 2033.62,1386.16 2033.72,1386.17 2033.82,1386.18 2033.92,1386.19 2034.02,1386.2 2034.13,1386.21 2034.23,1386.22 2034.33,1386.23 2034.43,1386.24 2034.53,1386.25 2034.64,1386.26 2034.74,1386.26 2034.84,1386.27 2034.94,1386.28 2035.04,1386.29 2035.14,1386.29 2035.25,1386.3 2035.35,1386.31 2035.45,1386.31 2035.55,1386.32 2035.65,1386.33 2035.76,1386.33 2035.86,1386.34 2035.96,1386.34 2036.06,1386.35 2036.16,1386.35 2036.26,1386.36 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2113.35,1321.49 2113.45,1321.31 2113.55,1321.14 2113.66,1320.97 2113.76,1320.79 2113.86,1320.62 2113.96,1320.45 2114.06,1320.27 2114.17,1320.1 2114.27,1319.92 2114.37,1319.75 2114.47,1319.58 2114.57,1319.4 2114.67,1319.22 2114.78,1319.05 2114.88,1318.87 2114.98,1318.7 2115.08,1318.52 2115.18,1318.35 2115.29,1318.17 2115.39,1317.99 2115.49,1317.82 2115.59,1317.64 2115.69,1317.46 2115.79,1317.28 2115.9,1317.11 2116,1316.93 2116.1,1316.75 2116.2,1316.57 2116.3,1316.39 2116.41,1316.21 2116.51,1316.03 2116.61,1315.86 2116.71,1315.68 2116.81,1315.5 2116.92,1315.32 2117.02,1315.14 2117.12,1314.96 2117.22,1314.77 2117.32,1314.59 2117.42,1314.41 2117.53,1314.23 2117.63,1314.05 2117.73,1313.87 2117.83,1313.69 2117.93,1313.5 2118.04,1313.32 2118.14,1313.14 2118.24,1312.96 2118.34,1312.77 2118.44,1312.59 2118.54,1312.41 2118.65,1312.22 2118.75,1312.04 2118.85,1311.86 2118.95,1311.67 2119.05,1311.49 2119.16,1311.3 2119.26,1311.12 2119.36,1310.93 2119.46,1310.75 2119.56,1310.56 2119.66,1310.38 2119.77,1310.19 2119.87,1310.01 2119.97,1309.82 2120.07,1309.63 2120.17,1309.45 2120.28,1309.26 2120.38,1309.07 2120.48,1308.88 2120.58,1308.7 2120.68,1308.51 2120.78,1308.32 2120.89,1308.13 2120.99,1307.94 2121.09,1307.76 2121.19,1307.57 2121.29,1307.38 2121.4,1307.19 2121.5,1307 2121.6,1306.81 2121.7,1306.62 2121.8,1306.43 2121.9,1306.24 2122.01,1306.05 2122.11,1305.86 2122.21,1305.67 2122.31,1305.48 2122.41,1305.28 2122.52,1305.09 2122.62,1304.9 2122.72,1304.71 2122.82,1304.52 2122.92,1304.32 2123.02,1304.13 2123.13,1303.94 2123.23,1303.75 2123.33,1303.55 2123.43,1303.36 2123.53,1303.17 2123.64,1302.97 2123.74,1302.78 2123.84,1302.58 2123.94,1302.39 2124.04,1302.19 2124.15,1302 2124.25,1301.8 2124.35,1301.61 2124.45,1301.41 2124.55,1301.22 2124.65,1301.02 2124.76,1300.82 2124.86,1300.63 2124.96,1300.43 2125.06,1300.23 2125.16,1300.04 2125.27,1299.84 2125.37,1299.64 2125.47,1299.45 2125.57,1299.25 2125.67,1299.05 2125.77,1298.85 2125.88,1298.65 2125.98,1298.45 2126.08,1298.26 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2139.01,1271.34 2139.11,1271.11 2139.22,1270.89 2139.32,1270.66 2139.42,1270.44 2139.52,1270.21 2139.62,1269.99 2139.73,1269.76 2139.83,1269.54 2139.93,1269.31 2140.03,1269.08 2140.13,1268.86 2140.23,1268.63 2140.34,1268.4 2140.44,1268.18 2140.54,1267.95 2140.64,1267.72 2140.74,1267.49 2140.85,1267.26 2140.95,1267.04 2141.05,1266.81 2141.15,1266.58 2141.25,1266.35 2141.35,1266.12 2141.46,1265.89 2141.56,1265.66 2141.66,1265.43 2141.76,1265.2 2141.86,1264.97 2141.97,1264.74 2142.07,1264.51 2142.17,1264.28 2142.27,1264.05 2142.37,1263.82 2142.47,1263.59 2142.58,1263.36 2142.68,1263.13 2142.78,1262.89 2142.88,1262.66 2142.98,1262.43 2143.09,1262.2 2143.19,1261.96 2143.29,1261.73 2143.39,1261.5 2143.49,1261.27 2143.59,1261.03 2143.7,1260.8 2143.8,1260.57 2143.9,1260.33 2144,1260.1 2144.1,1259.86 2144.21,1259.63 2144.31,1259.39 2144.41,1259.16 2144.51,1258.92 2144.61,1258.69 2144.71,1258.45 2144.82,1258.22 2144.92,1257.98 2145.02,1257.75 2145.12,1257.51 2145.22,1257.27 2145.33,1257.04 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\" />"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot(0:0.1:2000, outlow.rhs(), xlabel=\"t\", title=\"output of low frequency signal\", label=\"\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "e0c567e0",
   "metadata": {},
   "outputs": [],
   "source": [
    "# savefig(\"figlowfreqsignaloutput.png\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b1847ab9",
   "metadata": {},
   "source": [
    "Let us now do the same for the high frequency signal."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "18eaa744",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$y{\\left(t \\right)} + \\frac{d}{d t} y{\\left(t \\right)} = \\sin{\\left(6283.18530717959 t \\right)}$"
      ],
      "text/plain": [
       "       d                                 \n",
       "y(t) + --(y(t)) = sin(6283.18530717959*t)\n",
       "       dt                                "
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "filthigh = Eq(leftode, highfreq(t))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "f3cb63a7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$y{\\left(t \\right)} = 2.53302952689605 \\cdot 10^{-8} \\sin{\\left(6283.18530717959 t \\right)} - 0.000159154939060454 \\cos{\\left(6283.18530717959 t \\right)} + 0.000159154939060454 e^{- t}$"
      ],
      "text/plain": [
       "                                                                              \n",
       "y(t) = 2.53302952689605e-8*sin(6283.18530717959*t) - 0.000159154939060454*cos(\n",
       "\n",
       "                                            -t\n",
       "6283.18530717959*t) + 0.000159154939060454*e  "
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "outhigh = dsolve(filthigh, ics=initcond)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ccba2e9f",
   "metadata": {},
   "source": [
    "Observe that the coefficient of the first term is really tiny and also the other coefficients, of the cosine, and of the decaying exponential, are small."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "73492b8c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\" />"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot(0:0.01/1000:2/1000, outhigh.rhs(), xlabel=\"t\", title=\"output of high frequency signal\", label=\"\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "ed66965e",
   "metadata": {},
   "outputs": [],
   "source": [
    "# savefig(\"fighighfreqsignaloutput.png\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Julia 1.12",
   "language": "julia",
   "name": "julia-1.12"
  },
  "language_info": {
   "file_extension": ".jl",
   "mimetype": "application/julia",
   "name": "julia",
   "version": "1.12.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}