{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Nyquist plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "using Plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "P (generic function with 1 method)"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "P(s) = 1/(s-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "H (generic function with 1 method)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H(s) = 1/(s-2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "G (generic function with 1 method)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "G(s) = H(s)*P(s)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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317.131,964.883 317.345,966.699 317.577,968.531 317.828,970.379 318.099,972.243 318.391,974.123 318.702,976.02 319.035,977.934 319.388,979.864 319.764,981.81 320.162,983.774 320.583,985.754 321.028,987.752 321.496,989.766 321.988,991.799 322.506,993.848 323.049,995.915 323.617,997.999 324.213,1000.1 324.836,1002.22 325.486,1004.36 326.164,1006.52 326.872,1008.69 327.609,1010.88 328.376,1013.09 329.174,1015.32 330.004,1017.57 330.866,1019.84 331.76,1022.12 332.688,1024.43 333.65,1026.75 334.647,1029.09 335.68,1031.45 336.749,1033.83 337.855,1036.23 338.999,1038.65 340.182,1041.09 341.404,1043.54 342.666,1046.02 343.97,1048.52 345.315,1051.03 346.704,1053.57 348.136,1056.12 349.612,1058.69 351.134,1061.29 352.703,1063.9 354.319,1066.53 355.982,1069.19 357.696,1071.86 359.459,1074.55 361.274,1077.27 363.14,1080 365.06,1082.75 367.035,1085.52 369.065,1088.31 371.151,1091.12 373.294,1093.95 375.497,1096.8 377.759,1099.67 380.082,1102.56 382.467,1105.47 384.916,1108.39 387.429,1111.34 390.008,1114.3 392.654,1117.29 395.368,1120.29 398.152,1123.31 401.007,1126.35 403.934,1129.4 406.934,1132.48 410.01,1135.57 413.162,1138.68 416.391,1141.81 419.7,1144.95 423.089,1148.12 426.56,1151.29 430.115,1154.49 433.755,1157.7 437.482,1160.92 441.297,1164.17 445.201,1167.42 449.197,1170.69 453.285,1173.98 457.468,1177.27 461.748,1180.59 466.125,1183.91 470.601,1187.25 475.179,1190.59 479.86,1193.95 484.645,1197.32 489.537,1200.7 494.537,1204.09 499.646,1207.49 504.868,1210.89 510.203,1214.31 515.653,1217.73 521.221,1221.15 526.908,1224.58 532.716,1228.02 538.646,1231.45 544.702,1234.89 550.884,1238.34 557.194,1241.78 563.635,1245.22 570.209,1248.66 576.916,1252.1 583.76,1255.53 590.743,1258.96 597.865,1262.39 605.13,1265.8 612.538,1269.21 620.093,1272.61 627.796,1276 635.648,1279.37 643.652,1282.73 651.81,1286.07 660.124,1289.4 668.595,1292.71 677.226,1295.99 686.018,1299.26 694.973,1302.5 704.093,1305.71 713.379,1308.9 722.834,1312.05 732.459,1315.18 742.256,1318.27 752.227,1321.32 762.372,1324.34 772.695,1327.32 783.195,1330.25 793.875,1333.14 804.736,1335.98 815.78,1338.77 827.007,1341.51 838.419,1344.19 850.017,1346.81 861.802,1349.37 873.774,1351.87 885.936,1354.31 898.287,1356.67 910.829,1358.96 923.561,1361.18 936.484,1363.31 949.599,1365.37 962.906,1367.33 976.405,1369.21 990.095,1371 1003.98,1372.69 1018.05,1374.28 1032.31,1375.77 1046.77,1377.15 1061.41,1378.42 1076.24,1379.58 1091.26,1380.62 1106.46,1381.54 1121.85,1382.33 1137.42,1382.99 1153.17,1383.51 1169.09,1383.9 1185.2,1384.14 1201.47,1384.24 1217.91,1384.18 1234.52,1383.97 1251.29,1383.6 1268.22,1383.07 1285.31,1382.37 1302.54,1381.49 1319.92,1380.44 1337.45,1379.2 1355.1,1377.78 1372.89,1376.17 1390.8,1374.37 1408.82,1372.36 1426.96,1370.15 1445.2,1367.73 1463.54,1365.11 1481.97,1362.26 1500.48,1359.2 1519.06,1355.91 1537.7,1352.39 1556.4,1348.64 1575.14,1344.65 1593.92,1340.43 1612.73,1335.96 1631.55,1331.25 1650.37,1326.29 1669.19,1321.07 1687.99,1315.6 1706.76,1309.87 1725.48,1303.88 1744.15,1297.63 1762.75,1291.11 1781.27,1284.33 1799.69,1277.28 1818,1269.96 1836.19,1262.37 1854.25,1254.51 1872.15,1246.37 1889.88,1237.96 1907.43,1229.29 1924.78,1220.33 1941.93,1211.11 1958.84,1201.62 1975.51,1191.86 1991.92,1181.84 2008.05,1171.55 2023.89,1160.99 2039.43,1150.18 2054.64,1139.12 2069.52,1127.8 2084.04,1116.23 2098.19,1104.42 2111.96,1092.37 2125.32,1080.09 2138.28,1067.58 2150.8,1054.85 2162.87,1041.9 2174.49,1028.75 2185.64,1015.39 2196.3,1001.84 2206.47,988.105 2216.12,974.19 2225.26,960.107 2233.86,945.862 2241.91,931.467 2249.41,916.93 2256.35,902.261 2262.71,887.47 2268.5,872.568 2273.69,857.564 2278.29,842.47 2282.29,827.297 2285.69,812.054 2288.47,796.755 2290.64,781.41 2292.19,766.03 2293.12,750.627 2293.43,735.212 2293.12,719.797 2292.19,704.394 2290.64,689.014 2288.47,673.669 2285.69,658.369 2282.29,643.127 2278.29,627.954 2273.69,612.86 2268.5,597.856 2262.71,582.954 2256.35,568.163 2249.41,553.494 2241.91,538.957 2233.86,524.561 2225.26,510.317 2216.12,496.234 2206.47,482.319 2196.3,468.583 2185.64,455.032 2174.49,441.675 2162.87,428.52 2150.8,415.573 2138.28,402.842 2125.32,390.332 2111.96,378.05 2098.19,366.002 2084.04,354.192 2069.52,342.625 2054.64,331.307 2039.43,320.24 2023.89,309.429 2008.05,298.877 1991.92,288.587 1975.51,278.561 1958.84,268.802 1941.93,259.311 1924.78,250.089 1907.43,241.139 1889.88,232.46 1872.15,224.053 1854.25,215.919 1836.19,208.056 1818,200.464 1799.69,193.144 1781.27,186.093 1762.75,179.31 1744.15,172.793 1725.48,166.542 1706.76,160.553 1687.99,154.824 1669.19,149.354 1650.37,144.139 1631.55,139.176 1612.73,134.462 1593.92,129.995 1575.14,125.77 1556.4,121.785 1537.7,118.036 1519.06,114.518 1500.48,111.229 1481.97,108.164 1463.54,105.319 1445.2,102.69 1426.96,100.273 1408.82,98.064 1390.8,96.0585 1372.89,94.2521 1355.1,92.6407 1337.45,91.2198 1319.92,89.985 1302.54,88.932 1285.31,88.0564 1268.22,87.3538 1251.29,86.8197 1234.52,86.4499 1217.91,86.24 1201.47,86.1857 1185.2,86.2826 1169.09,86.5265 1153.17,86.9132 1137.42,87.4384 1121.85,88.098 1106.46,88.888 1091.26,89.8042 1076.24,90.8427 1061.41,91.9995 1046.77,93.2708 1032.31,94.6526 1018.05,96.1412 1003.98,97.7329 990.095,99.4241 976.405,101.211 962.906,103.09 949.599,105.059 936.484,107.113 923.561,109.248 910.829,111.463 898.287,113.754 885.936,116.117 873.774,118.55 861.802,121.05 850.017,123.613 838.419,126.237 827.007,128.919 815.78,131.656 804.736,134.446 793.875,137.287 783.195,140.175 772.695,143.108 762.372,146.084 752.227,149.1 742.256,152.155 732.459,155.246 722.834,158.37 713.379,161.527 704.093,164.713 694.973,167.928 686.018,171.168 677.226,174.432 668.595,177.719 660.124,181.026 651.81,184.352 643.652,187.696 635.648,191.055 627.796,194.429 620.093,197.815 612.538,201.213 605.13,204.62 597.865,208.036 590.743,211.46 583.76,214.889 576.916,218.324 570.209,221.762 563.635,225.202 557.194,228.644 550.884,232.087 544.702,235.529 538.646,238.969 532.716,242.408 526.908,245.842 521.221,249.273 515.653,252.698 510.203,256.118 504.868,259.531 499.646,262.936 494.537,266.334 489.537,269.723 484.645,273.102 479.86,276.472 475.179,279.831 470.601,283.179 466.125,286.515 461.748,289.839 457.468,293.15 453.285,296.448 449.197,299.732 445.201,303.003 441.297,306.258 437.482,309.499 433.755,312.725 430.115,315.935 426.56,319.13 423.089,322.308 419.7,325.469 416.391,328.614 413.162,331.741 410.01,334.852 406.934,337.944 403.934,341.019 401.007,344.077 398.152,347.115 395.368,350.136 392.654,353.138 390.008,356.121 387.429,359.086 384.916,362.032 382.467,364.958 380.082,367.866 377.759,370.754 375.497,373.623 373.294,376.473 371.151,379.303 369.065,382.113 367.035,384.904 365.06,387.675 363.14,390.427 361.274,393.159 359.459,395.871 357.696,398.563 355.982,401.236 354.319,403.889 352.703,406.522 351.134,409.136 349.612,411.73 348.136,414.304 346.704,416.859 345.315,419.393 343.97,421.909 342.666,424.405 341.404,426.881 340.182,429.338 338.999,431.776 337.855,434.194 336.749,436.593 335.68,438.973 334.647,441.333 333.65,443.675 332.688,445.998 331.76,448.302 330.866,450.587 330.004,452.853 329.174,455.101 328.376,457.33 327.609,459.541 326.872,461.734 326.164,463.908 325.486,466.064 324.836,468.202 324.213,470.322 323.617,472.425 323.049,474.509 322.506,476.576 321.988,478.625 321.496,480.657 321.028,482.672 320.583,484.67 320.162,486.65 319.764,488.614 319.388,490.56 319.035,492.49 318.702,494.404 318.391,496.3 318.099,498.181 317.828,500.045 317.577,501.893 317.345,503.725 317.131,505.541 316.936,507.341 316.759,509.126 316.599,510.895 316.456,512.649 316.33,514.387 316.221,516.11 316.127,517.818 316.049,519.511 315.987,521.19 315.939,522.853 315.906,524.502 315.887,526.136 315.882,527.756 315.891,529.362 315.913,530.954 315.948,532.531 315.996,534.095 316.056,535.645 316.128,537.181 316.212,538.704 316.308,540.213 316.415,541.709 316.533,543.192 316.661,544.662 316.801,546.118 316.95,547.562 317.109,548.993 317.278,550.411 317.457,551.817 317.644,553.211 317.841,554.592 318.047,555.961 318.261,557.318 318.484,558.662 318.714,559.995 318.953,561.316 319.2,562.626 319.454,563.924 319.715,565.21 319.984,566.485 320.259,567.749 320.541,569.002 320.83,570.243 321.126,571.474 321.427,572.694 321.735,573.903 322.049,575.101 322.368,576.289 322.694,577.467 323.024,578.634 323.36,579.791 323.701,580.937 324.047,582.074 324.398,583.2 324.754,584.317 325.114,585.424 325.479,586.521 325.848,587.609 326.221,588.687 326.598,589.755 326.979,590.815 327.365,591.865 327.753,592.905 328.146,593.937 328.542,594.96 328.941,595.974 329.343,596.979 329.749,597.975 330.158,598.963 330.569,599.942 330.984,600.912 331.401,601.874 331.821,602.828 332.243,603.774 332.668,604.711 333.096,605.64 333.525,606.561 333.957,607.474 334.391,608.38 334.827,609.277 335.265,610.167 335.704,611.049 336.146,611.924 336.589,612.791 337.034,613.651 337.481,614.503 337.929,615.348 338.378,616.186 338.829,617.016 339.281,617.84 339.734,618.656 340.189,619.466 340.644,620.268 341.101,621.064 341.558,621.853 342.017,622.636 342.476,623.411 342.937,624.181 343.398,624.943 343.859,625.699 344.322,626.449 344.785,627.193 345.248,627.93 345.712,628.661 346.176,629.386 346.641,630.105 347.107,630.818 347.572,631.524 348.038,632.225 348.504,632.92 348.97,633.61 349.437,634.293 349.903,634.971 350.37,635.643 350.836,636.31 351.303,636.971 351.77,637.626 352.236,638.276 352.703,638.921 353.169,639.561 353.635,640.195 354.101,640.824 354.567,641.447 355.032,642.066 355.497,642.68 355.962,643.288 356.426,643.892 356.89,644.49 357.354,645.084 357.817,645.673 358.28,646.257 358.742,646.836 359.204,647.411 359.665,647.981 360.126,648.546 360.586,649.107 361.045,649.663 361.504,650.215 361.962,650.762 362.42,651.305 362.877,651.844 363.333,652.378 363.788,652.908 364.243,653.433 364.697,653.955 365.15,654.472 365.602,654.985 366.054,655.494 366.504,655.999 366.954,656.5 367.403,656.997 367.852,657.49 368.299,657.979 368.745,658.465 369.191,658.946 369.635,659.424 370.079,659.897 370.521,660.368 370.963,660.834 371.404,661.297 371.843,661.756 372.282,662.212 372.72,662.664 373.156,663.112 373.592,663.557 374.027,663.998 374.46,664.437 374.893,664.871 375.324,665.303 375.755,665.73 376.184,666.155 376.612,666.576 377.039,666.995 377.465,667.41 377.89,667.821 378.314,668.23 378.737,668.635 379.158,669.037 379.579,669.437 379.998,669.833 380.416,670.226 380.833,670.616 381.249,671.003 381.663,671.388 382.077,671.769 382.489,672.147 382.9,672.523 383.31,672.896 383.719,673.266 384.126,673.633 384.533,673.997 384.938,674.359 385.342,674.718 385.745,675.074 386.146,675.427 386.547,675.778 386.946,676.127 387.344,676.472 387.741,676.816 388.136,677.156 388.53,677.494 388.923,677.83 389.315,678.163 389.706,678.493 390.095,678.822 390.484,679.147 390.871,679.471 391.256,679.792 391.641,680.11 392.024,680.427 392.406,680.741 392.787,681.052 393.167,681.362 393.545,681.669 393.922,681.974 394.298,682.276 394.673,682.577 395.046,682.875 395.418,683.171 395.789,683.465 396.159,683.757 396.528,684.047 396.895,684.335 397.261,684.62 397.626,684.904 397.99,685.185 398.352,685.465 398.713,685.742 399.073,686.018 399.432,686.292 399.789,686.563 400.146,686.833 400.501,687.101 400.855,687.367 401.207,687.631 401.559,687.893 401.909,688.153 402.258,688.411 402.606,688.668 402.953,688.923 403.298,689.176 403.642,689.427 403.985,689.677 404.327,689.925 404.668,690.171 405.007,690.415 405.345,690.658 405.682,690.898 406.018,691.138 406.353,691.375 406.687,691.611 407.019,691.846 407.35,692.078 407.68,692.309 408.009,692.539 408.337,692.767 408.663,692.993 408.989,693.218 409.313,693.441 409.636,693.663 409.958,693.883 410.278,694.102 410.598,694.319 410.916,694.535 411.234,694.749 411.55,694.962 411.865,695.174 412.179,695.384 412.491,695.592 412.803,695.799 413.114,696.005 413.423,696.209 413.731,696.412 414.038,696.614 414.344,696.814 414.649,697.013 414.953,697.211 415.256,697.407 415.558,697.602 415.858,697.796 416.158,697.988 416.456,698.179 416.753,698.369 417.049,698.558 417.345,698.745 417.639,698.931 417.932,699.116 418.224,699.3 418.514,699.483 418.804,699.664 419.093,699.844 419.381,700.023 419.667,700.201 419.953,700.377 420.237,700.553 420.521,700.727 420.803,700.9 421.085,701.072 421.365,701.243 421.644,701.413 421.923,701.582 422.2,701.749 422.476,701.916 422.752,702.081 423.026,702.246 423.299,702.409 423.571,702.571 423.843,702.733 424.113,702.893 424.382,703.052 424.651,703.21 424.918,703.367 425.184,703.524 425.45,703.679 425.714,703.833 425.977,703.986 426.24,704.139 426.501,704.29 426.762,704.44 427.021,704.59 427.28,704.738 427.538,704.886 427.794,705.032 428.05,705.178 428.305,705.323 428.559,705.467 428.812,705.61 429.064,705.752 429.315,705.893 429.565,706.033 429.814,706.173 430.063,706.311 430.31,706.449 430.557,706.586 430.802,706.722 431.047,706.857 431.291,706.992 431.534,707.125 431.776,707.258 432.017,707.39 432.257,707.521 432.497,707.651 432.735,707.781 432.973,707.909 433.21,708.037 433.446,708.164 433.681,708.291 433.915,708.416 434.148,708.541 434.381,708.665 434.612,708.789 434.843,708.911 435.073,709.033 435.302,709.154 435.53,709.275 435.758,709.394 435.984,709.513 436.21,709.631 436.435,709.749 436.659,709.866 436.882,709.982 437.105,710.097 437.326,710.212 437.547,710.326 437.767,710.44 437.987,710.552 438.205,710.664 438.423,710.776 438.64,710.887 438.856,710.997 439.071,711.106 439.286,711.215 439.499,711.323 439.712,711.431 439.925,711.537 440.136,711.644 440.347,711.749 440.556,711.854 440.766,711.959 440.974,712.063 441.182,712.166 441.389,712.268 441.595,712.37 441.8,712.472 442.005,712.573 442.209,712.673 442.412,712.773 442.614,712.872 442.816,712.97 443.017,713.068 443.217,713.166 443.417,713.262 443.615,713.359 443.814,713.454 444.011,713.55 444.208,713.644 444.404,713.738 444.599,713.832 444.793,713.925 444.987,714.017 445.18,714.109 445.373,714.201 445.565,714.292 445.756,714.382 445.946,714.472 446.136,714.562 446.325,714.65 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\" />"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "I = Complex(0,1)\n",
    "r(omega) = G(omega*I)\n",
    "omegarange = -100:0.01:100\n",
    "rt = [(real(r(t)), imag(r(t))) for t in omegarange]\n",
    "plot(rt, xlabel=\"real part\", ylabel = \"imag part\", label = \"G(w*I)\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# savefig(\"fignyquistplot.png\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "P (generic function with 1 method)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "P(s) = (s^2 + 7*s + 4)/(s^3 - 3*s^2 + 2*s + 5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "H (generic function with 1 method)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H(s) = 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "G (generic function with 1 method)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "G(s) = H(s)*P(s)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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1007.28,727.558 1007.28,727.557 1007.28,727.557 1007.27,727.556 1007.27,727.555 1007.27,727.554 1007.27,727.553 1007.27,727.553 1007.27,727.552 1007.27,727.551 1007.27,727.55 1007.27,727.549 1007.27,727.549 1007.27,727.548 1007.27,727.547 1007.27,727.546 1007.27,727.545 1007.27,727.544 1007.27,727.544 1007.27,727.543 1007.27,727.542 1007.27,727.541 1007.27,727.54 1007.27,727.54 1007.27,727.539 1007.27,727.538 1007.27,727.537 1007.27,727.536 1007.27,727.535 1007.26,727.535 1007.26,727.534 1007.26,727.533 1007.26,727.532 1007.26,727.531 1007.26,727.531 1007.26,727.53 1007.26,727.529 1007.26,727.528 1007.26,727.527 1007.26,727.527 1007.26,727.526 1007.26,727.525 1007.26,727.524 1007.26,727.523 1007.26,727.522 1007.26,727.522 1007.26,727.521 1007.26,727.52 1007.26,727.519 1007.26,727.518 1007.26,727.518 1007.26,727.517 1007.26,727.516 1007.26,727.515 1007.25,727.514 1007.25,727.513 1007.25,727.513 1007.25,727.512 1007.25,727.511 1007.25,727.51 1007.25,727.509 1007.25,727.509 1007.25,727.508 1007.25,727.507 1007.25,727.506 1007.25,727.505 1007.25,727.504 1007.25,727.504 1007.25,727.503 1007.25,727.502 1007.25,727.501 1007.25,727.5 1007.25,727.5 1007.25,727.499 1007.25,727.498 1007.25,727.497 1007.25,727.496 1007.25,727.495 1007.25,727.495 1007.25,727.494 1007.24,727.493 1007.24,727.492 1007.24,727.491 1007.24,727.49 1007.24,727.49 1007.24,727.489 1007.24,727.488 1007.24,727.487 1007.24,727.486 1007.24,727.486 1007.24,727.485 1007.24,727.484 1007.24,727.483 1007.24,727.482 1007.24,727.481 1007.24,727.481 1007.24,727.48 1007.24,727.479 1007.24,727.478 1007.24,727.477 1007.24,727.476 1007.24,727.476 1007.24,727.475 1007.24,727.474 1007.24,727.473 1007.23,727.472 1007.23,727.471 1007.23,727.471 1007.23,727.47 1007.23,727.469 1007.23,727.468 1007.23,727.467 1007.23,727.466 1007.23,727.466 1007.23,727.465 1007.23,727.464 1007.23,727.463 1007.23,727.462 1007.23,727.462 1007.23,727.461 1007.23,727.46 1007.23,727.459 1007.23,727.458 1007.23,727.457 1007.23,727.457 1007.23,727.456 1007.23,727.455 1007.23,727.454 1007.23,727.453 1007.23,727.452 1007.22,727.452 1007.22,727.451 1007.22,727.45 1007.22,727.449 1007.22,727.448 1007.22,727.447 1007.22,727.447 1007.22,727.446 1007.22,727.445 1007.22,727.444 1007.22,727.443 1007.22,727.442 1007.22,727.442 1007.22,727.441 1007.22,727.44 1007.22,727.439 1007.22,727.438 1007.22,727.437 1007.22,727.437 1007.22,727.436 1007.22,727.435 1007.22,727.434 1007.22,727.433 1007.22,727.432 1007.21,727.432 1007.21,727.431 1007.21,727.43 1007.21,727.429 1007.21,727.428 1007.21,727.427 1007.21,727.427 1007.21,727.426 1007.21,727.425 1007.21,727.424 1007.21,727.423 1007.21,727.422 1007.21,727.421 1007.21,727.421 1007.21,727.42 1007.21,727.419 1007.21,727.418 1007.21,727.417 1007.21,727.416 1007.21,727.416 1007.21,727.415 1007.21,727.414 1007.21,727.413 1007.21,727.412 1007.21,727.411 1007.2,727.411 1007.2,727.41 1007.2,727.409 1007.2,727.408 1007.2,727.407 1007.2,727.406 1007.2,727.406 1007.2,727.405 1007.2,727.404 1007.2,727.403 1007.2,727.402 1007.2,727.401 1007.2,727.4 1007.2,727.4 1007.2,727.399 1007.2,727.398 1007.2,727.397 1007.2,727.396 1007.2,727.395 1007.2,727.395 1007.2,727.394 1007.2,727.393 1007.2,727.392 1007.2,727.391 1007.19,727.39 1007.19,727.389 1007.19,727.389 1007.19,727.388 1007.19,727.387 1007.19,727.386 1007.19,727.385 1007.19,727.384 1007.19,727.384 1007.19,727.383 1007.19,727.382 1007.19,727.381 1007.19,727.38 1007.19,727.379 1007.19,727.378 1007.19,727.378 1007.19,727.377 1007.19,727.376 1007.19,727.375 1007.19,727.374 1007.19,727.373 1007.19,727.373 1007.19,727.372 1007.19,727.371 1007.18,727.37 1007.18,727.369 1007.18,727.368 1007.18,727.367 1007.18,727.367 1007.18,727.366 1007.18,727.365 1007.18,727.364 1007.18,727.363 1007.18,727.362 1007.18,727.362 1007.18,727.361 1007.18,727.36 1007.18,727.359 1007.18,727.358 1007.18,727.357 1007.18,727.356 1007.18,727.356 1007.18,727.355 1007.18,727.354 1007.18,727.353 1007.18,727.352 1007.18,727.351 1007.18,727.35 1007.17,727.35 1007.17,727.349 1007.17,727.348 1007.17,727.347 1007.17,727.346 1007.17,727.345 1007.17,727.344 1007.17,727.344 1007.17,727.343 1007.17,727.342 1007.17,727.341 1007.17,727.34 1007.17,727.339 1007.17,727.338 1007.17,727.338 1007.17,727.337 1007.17,727.336 1007.17,727.335 1007.17,727.334 1007.17,727.333 1007.17,727.332 1007.17,727.332 1007.17,727.331 1007.17,727.33 1007.16,727.329 1007.16,727.328 1007.16,727.327 1007.16,727.326 1007.16,727.326 1007.16,727.325 1007.16,727.324 1007.16,727.323 1007.16,727.322 1007.16,727.321 1007.16,727.32 1007.16,727.32 1007.16,727.319 1007.16,727.318 1007.16,727.317 1007.16,727.316 1007.16,727.315 1007.16,727.314 1007.16,727.314 1007.16,727.313 1007.16,727.312 1007.16,727.311 1007.16,727.31 1007.15,727.309 1007.15,727.308 1007.15,727.308 1007.15,727.307 1007.15,727.306 1007.15,727.305 1007.15,727.304 1007.15,727.303 1007.15,727.302 1007.15,727.301 1007.15,727.301 1007.15,727.3 1007.15,727.299 1007.15,727.298 1007.15,727.297 1007.15,727.296 1007.15,727.295 1007.15,727.295 1007.15,727.294 1007.15,727.293 1007.15,727.292 1007.15,727.291 1007.15,727.29 1007.14,727.289 1007.14,727.288 1007.14,727.288 1007.14,727.287 1007.14,727.286 1007.14,727.285 1007.14,727.284 1007.14,727.283 1007.14,727.282 1007.14,727.282 1007.14,727.281 1007.14,727.28 1007.14,727.279 1007.14,727.278 1007.14,727.277 1007.14,727.276 1007.14,727.275 1007.14,727.275 1007.14,727.274 1007.14,727.273 1007.14,727.272 1007.14,727.271 1007.14,727.27 1007.14,727.269 1007.13,727.268 1007.13,727.268 1007.13,727.267 1007.13,727.266 1007.13,727.265 1007.13,727.264 1007.13,727.263 1007.13,727.262 1007.13,727.261 1007.13,727.261 1007.13,727.26 1007.13,727.259 1007.13,727.258 1007.13,727.257 1007.13,727.256 1007.13,727.255 1007.13,727.255 1007.13,727.254 1007.13,727.253 1007.13,727.252 1007.13,727.251 1007.13,727.25 1007.13,727.249 1007.12,727.248 1007.12,727.248 1007.12,727.247 1007.12,727.246 1007.12,727.245 1007.12,727.244 1007.12,727.243 1007.12,727.242 1007.12,727.241 1007.12,727.24 1007.12,727.24 1007.12,727.239 1007.12,727.238 1007.12,727.237 1007.12,727.236 1007.12,727.235 1007.12,727.234 1007.12,727.233 1007.12,727.233 1007.12,727.232 1007.12,727.231 1007.12,727.23 1007.11,727.229 1007.11,727.228 1007.11,727.227 1007.11,727.226 1007.11,727.226 1007.11,727.225 1007.11,727.224 1007.11,727.223 1007.11,727.222 1007.11,727.221 1007.11,727.22 1007.11,727.219 1007.11,727.218 1007.11,727.218 1007.11,727.217 1007.11,727.216 1007.11,727.215 1007.11,727.214 1007.11,727.213 1007.11,727.212 1007.11,727.211 1007.11,727.211 1007.11,727.21 1007.1,727.209 1007.1,727.208 1007.1,727.207 1007.1,727.206 1007.1,727.205 1007.1,727.204 1007.1,727.203 1007.1,727.203 1007.1,727.202 1007.1,727.201 1007.1,727.2 1007.1,727.199 1007.1,727.198 1007.1,727.197 1007.1,727.196 1007.1,727.195 1007.1,727.195 1007.1,727.194 1007.1,727.193 1007.1,727.192 1007.1,727.191 1007.1,727.19 1007.09,727.189 1007.09,727.188 1007.09,727.187 1007.09,727.187 1007.09,727.186 1007.09,727.185 1007.09,727.184 1007.09,727.183 1007.09,727.182 1007.09,727.181 1007.09,727.18 1007.09,727.179 1007.09,727.179 1007.09,727.178 1007.09,727.177 1007.09,727.176 1007.09,727.175 1007.09,727.174 1007.09,727.173 1007.09,727.172 1007.09,727.171 1007.09,727.171 1007.09,727.17 1007.08,727.169 1007.08,727.168 1007.08,727.167 1007.08,727.166 1007.08,727.165 1007.08,727.164 1007.08,727.163 1007.08,727.163 1007.08,727.162 1007.08,727.161 1007.08,727.16 1007.08,727.159 1007.08,727.158 1007.08,727.157 1007.08,727.156 1007.08,727.155 1007.08,727.154 1007.08,727.154 1007.08,727.153 1007.08,727.152 1007.08,727.151 1007.08,727.15 1007.07,727.149 1007.07,727.148 1007.07,727.147 1007.07,727.146 1007.07,727.145 1007.07,727.145 1007.07,727.144 1007.07,727.143 1007.07,727.142 1007.07,727.141 1007.07,727.14 1007.07,727.139 1007.07,727.138 1007.07,727.137 1007.07,727.136 1007.07,727.136 1007.07,727.135 1007.07,727.134 1007.07,727.133 1007.07,727.132 1007.07,727.131 1007.07,727.13 1007.06,727.129 1007.06,727.128 1007.06,727.127 1007.06,727.127 1007.06,727.126 1007.06,727.125 1007.06,727.124 1007.06,727.123 1007.06,727.122 1007.06,727.121 1007.06,727.12 1007.06,727.119 1007.06,727.118 1007.06,727.118 1007.06,727.117 1007.06,727.116 1007.06,727.115 1007.06,727.114 1007.06,727.113 1007.06,727.112 1007.06,727.111 1007.06,727.11 1007.05,727.109 1007.05,727.108 1007.05,727.108 1007.05,727.107 1007.05,727.106 1007.05,727.105 1007.05,727.104 1007.05,727.103 1007.05,727.102 1007.05,727.101 1007.05,727.1 1007.05,727.099 1007.05,727.098 1007.05,727.098 1007.05,727.097 1007.05,727.096 1007.05,727.095 1007.05,727.094 1007.05,727.093 1007.05,727.092 1007.05,727.091 1007.04,727.09 1007.04,727.089 1007.04,727.088 1007.04,727.088 1007.04,727.087 1007.04,727.086 1007.04,727.085 1007.04,727.084 1007.04,727.083 1007.04,727.082 1007.04,727.081 1007.04,727.08 1007.04,727.079 1007.04,727.078 1007.04,727.078 1007.04,727.077 1007.04,727.076 1007.04,727.075 1007.04,727.074 1007.04,727.073 1007.04,727.072 1007.04,727.071 1007.03,727.07 1007.03,727.069 1007.03,727.068 1007.03,727.067 1007.03,727.067 1007.03,727.066 1007.03,727.065 1007.03,727.064 1007.03,727.063 1007.03,727.062 1007.03,727.061 1007.03,727.06 1007.03,727.059 1007.03,727.058 1007.03,727.057 1007.03,727.056 1007.03,727.056 1007.03,727.055 1007.03,727.054 1007.03,727.053 1007.03,727.052 1007.02,727.051 1007.02,727.05 1007.02,727.049 1007.02,727.048 1007.02,727.047 1007.02,727.046 1007.02,727.045 1007.02,727.044 1007.02,727.044 1007.02,727.043 1007.02,727.042 1007.02,727.041 1007.02,727.04 1007.02,727.039 1007.02,727.038 1007.02,727.037 1007.02,727.036 1007.02,727.035 1007.02,727.034 1007.02,727.033 1007.02,727.032 1007.01,727.032 1007.01,727.031 1007.01,727.03 1007.01,727.029 1007.01,727.028 1007.01,727.027 1007.01,727.026 1007.01,727.025 1007.01,727.024 1007.01,727.023 1007.01,727.022 1007.01,727.021 1007.01,727.02 1007.01,727.02 1007.01,727.019 1007.01,727.018 1007.01,727.017 1007.01,727.016 1007.01,727.015 1007.01,727.014 1007.01,727.013 1007,727.012 1007,727.011 1007,727.01 1007,727.009 1007,727.008 1007,727.007 1007,727.007 1007,727.006 1007,727.005 1007,727.004 1007,727.003 1007,727.002 1007,727.001 1007,727 1007,726.999 1007,726.998 1007,726.997 1007,726.996 1007,726.995 1007,726.994 1007,726.994 1006.99,726.993 1006.99,726.992 1006.99,726.991 1006.99,726.99 1006.99,726.989 1006.99,726.988 1006.99,726.987 1006.99,726.986 1006.99,726.985 1006.99,726.984 1006.99,726.983 1006.99,726.982 1006.99,726.981 1006.99,726.98 1006.99,726.979 1006.99,726.979 1006.99,726.978 1006.99,726.977 1006.99,726.976 1006.99,726.975 1006.99,726.974 1006.98,726.973 1006.98,726.972 1006.98,726.971 1006.98,726.97 1006.98,726.969 1006.98,726.968 1006.98,726.967 1006.98,726.966 1006.98,726.965 1006.98,726.964 1006.98,726.964 1006.98,726.963 1006.98,726.962 1006.98,726.961 1006.98,726.96 1006.98,726.959 1006.98,726.958 1006.98,726.957 1006.98,726.956 1006.98,726.955 1006.97,726.954 1006.97,726.953 1006.97,726.952 1006.97,726.951 1006.97,726.95 1006.97,726.949 1006.97,726.948 1006.97,726.948 1006.97,726.947 1006.97,726.946 1006.97,726.945 1006.97,726.944 1006.97,726.943 1006.97,726.942 1006.97,726.941 1006.97,726.94 1006.97,726.939 1006.97,726.938 1006.97,726.937 1006.97,726.936 1006.97,726.935 1006.96,726.934 1006.96,726.933 1006.96,726.932 1006.96,726.931 1006.96,726.931 1006.96,726.93 1006.96,726.929 1006.96,726.928 1006.96,726.927 1006.96,726.926 1006.96,726.925 1006.96,726.924 1006.96,726.923 1006.96,726.922 1006.96,726.921 1006.96,726.92 1006.96,726.919 1006.96,726.918 1006.96,726.917 1006.96,726.916 1006.95,726.915 1006.95,726.914 1006.95,726.913 1006.95,726.913 1006.95,726.912 1006.95,726.911 1006.95,726.91 1006.95,726.909 1006.95,726.908 1006.95,726.907 1006.95,726.906 1006.95,726.905 1006.95,726.904 1006.95,726.903 1006.95,726.902 1006.95,726.901 1006.95,726.9 1006.95,726.899 1006.95,726.898 1006.95,726.897 1006.94,726.896 1006.94,726.895 1006.94,726.894 1006.94,726.893 1006.94,726.892 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1005.21,724.073 1005.21,724.071 1005.21,724.07 1005.21,724.068 1005.21,724.066 1005.21,724.065 1005.2,724.063 1005.2,724.061 1005.2,724.059 1005.2,724.058 1005.2,724.056 1005.2,724.054 1005.2,724.053 1005.2,724.051 1005.19,724.049 1005.19,724.047 1005.19,724.046 1005.19,724.044 1005.19,724.042 1005.19,724.041 1005.19,724.039 1005.19,724.037 1005.18,724.035 1005.18,724.034 1005.18,724.032 1005.18,724.03 1005.18,724.029 1005.18,724.027 1005.18,724.025 1005.18,724.023 1005.17,724.022 1005.17,724.02 1005.17,724.018 1005.17,724.016 1005.17,724.015 1005.17,724.013 1005.17,724.011 1005.17,724.01 1005.16,724.008 1005.16,724.006 1005.16,724.004 1005.16,724.003 1005.16,724.001 1005.16,723.999 1005.16,723.997 1005.16,723.996 1005.16,723.994 1005.15,723.992 1005.15,723.991 1005.15,723.989 1005.15,723.987 1005.15,723.985 1005.15,723.984 1005.15,723.982 1005.15,723.98 1005.14,723.978 1005.14,723.977 1005.14,723.975 1005.14,723.973 1005.14,723.971 1005.14,723.97 1005.14,723.968 1005.14,723.966 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451.486,1161.48 455.124,1164.48 458.838,1167.49 462.63,1170.49 466.5,1173.5 470.449,1176.51 474.477,1179.52 478.584,1182.53 482.773,1185.55 487.042,1188.56 491.394,1191.57 495.828,1194.58 500.344,1197.6 504.945,1200.6 509.629,1203.61 514.398,1206.62 519.252,1209.62 524.192,1212.62 529.218,1215.61 534.331,1218.6 539.531,1221.58 544.819,1224.56 550.195,1227.53 555.659,1230.49 561.212,1233.45 566.855,1236.4 572.587,1239.34 578.409,1242.27 584.322,1245.19 590.326,1248.1 596.42,1251 602.606,1253.89 608.883,1256.76 615.253,1259.62 621.714,1262.47 628.267,1265.31 634.913,1268.13 641.651,1270.93 648.482,1273.72 655.405,1276.49 662.422,1279.24 669.531,1281.97 676.733,1284.69 684.027,1287.38 691.415,1290.05 698.895,1292.71 706.467,1295.34 714.133,1297.95 721.89,1300.53 729.739,1303.09 737.68,1305.63 745.713,1308.13 753.837,1310.62 762.052,1313.07 770.358,1315.5 778.754,1317.9 787.24,1320.27 795.815,1322.61 804.478,1324.91 813.231,1327.19 822.07,1329.43 830.998,1331.64 840.011,1333.81 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1540.34,1369.08 1551.95,1367.61 1563.53,1366.06 1575.08,1364.44 1586.6,1362.75 1598.08,1360.99 1609.53,1359.16 1620.94,1357.26 1632.31,1355.29 1643.63,1353.25 1654.91,1351.13 1666.14,1348.95 1677.32,1346.69 1688.44,1344.37 1699.51,1341.97 1710.53,1339.51 1721.48,1336.97 1732.37,1334.36 1743.2,1331.68 1753.96,1328.93 1764.65,1326.12 1775.28,1323.23 1785.83,1320.27 1796.3,1317.24 1806.7,1314.14 1817.01,1310.97 1827.25,1307.74 1837.41,1304.43 1847.47,1301.05 1857.46,1297.61 1867.35,1294.1 1877.15,1290.52 1886.86,1286.87 1896.47,1283.15 1905.99,1279.37 1915.41,1275.51 1924.73,1271.6 1933.95,1267.61 1943.07,1263.56 1952.08,1259.44 1960.99,1255.25 1969.79,1251 1978.48,1246.68 1987.06,1242.3 1995.53,1237.85 2003.88,1233.34 2012.12,1228.76 2020.25,1224.12 2028.26,1219.41 2036.15,1214.65 2043.92,1209.81 2051.58,1204.92 2059.11,1199.96 2066.52,1194.94 2073.81,1189.86 2080.98,1184.71 2088.02,1179.51 2094.94,1174.24 2101.73,1168.91 2108.4,1163.53 2114.94,1158.08 2121.36,1152.57 2127.65,1147 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346.072,502.684 346.207,504.866 346.37,507.035 346.561,509.19 346.779,511.33 347.023,513.457 347.294,515.57 347.59,517.669 347.911,519.755 348.257,521.826 348.627,523.884 349.021,525.928 349.439,527.959 349.879,529.976 350.342,531.979 350.827,533.968 351.333,535.944 351.861,537.907 352.41,539.856 352.979,541.791 353.568,543.714 354.177,545.622 354.805,547.518 355.453,549.4 356.118,551.269 356.802,553.125 357.504,554.968 358.223,556.798 358.959,558.615 359.712,560.419 360.481,562.21 361.266,563.988 362.067,565.754 362.884,567.507 363.715,569.247 364.562,570.974 365.422,572.689 366.297,574.392 367.186,576.082 368.088,577.76 369.003,579.425 369.932,581.078 370.872,582.719 371.826,584.348 372.791,585.965 373.768,587.57 374.756,589.163 375.756,590.744 376.767,592.314 377.788,593.871 378.82,595.418 379.862,596.952 380.914,598.475 381.976,599.986 383.047,601.486 384.128,602.975 385.217,604.453 386.316,605.919 387.422,607.374 388.537,608.818 389.66,610.252 390.792,611.674 391.93,613.085 393.076,614.486 394.23,615.876 395.39,617.255 396.558,618.624 397.732,619.982 398.912,621.33 400.099,622.667 401.291,623.994 402.49,625.311 403.695,626.618 404.904,627.915 406.12,629.201 407.34,630.478 408.566,631.744 409.796,633.001 411.031,634.248 412.271,635.486 413.515,636.713 414.763,637.931 416.016,639.14 417.272,640.339 418.532,641.529 419.796,642.71 421.063,643.881 422.333,645.043 423.607,646.196 424.884,647.34 426.163,648.475 427.446,649.601 428.731,650.719 430.019,651.827 431.309,652.927 432.602,654.018 433.897,655.1 435.193,656.174 436.492,657.24 437.793,658.297 439.095,659.345 440.399,660.386 441.705,661.418 443.012,662.442 444.32,663.458 445.63,664.466 446.94,665.465 448.252,666.457 449.565,667.441 450.878,668.418 452.192,669.386 453.507,670.347 454.822,671.3 456.138,672.246 457.454,673.184 458.771,674.114 460.088,675.038 461.405,675.954 462.722,676.862 464.039,677.763 465.356,678.658 466.672,679.545 467.989,680.425 469.305,681.298 470.621,682.164 471.936,683.023 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1006.95,743.522 1006.95,743.521 1006.95,743.52 1006.95,743.519 1006.95,743.518 1006.95,743.517 1006.95,743.516 1006.95,743.515 1006.95,743.514 1006.95,743.513 1006.95,743.512 1006.95,743.511 1006.95,743.51 1006.95,743.51 1006.95,743.509 1006.96,743.508 1006.96,743.507 1006.96,743.506 1006.96,743.505 1006.96,743.504 1006.96,743.503 1006.96,743.502 1006.96,743.501 1006.96,743.5 1006.96,743.499 1006.96,743.498 1006.96,743.497 1006.96,743.496 1006.96,743.495 1006.96,743.494 1006.96,743.493 1006.96,743.492 1006.96,743.492 1006.96,743.491 1006.96,743.49 1006.97,743.489 1006.97,743.488 1006.97,743.487 1006.97,743.486 1006.97,743.485 1006.97,743.484 1006.97,743.483 1006.97,743.482 1006.97,743.481 1006.97,743.48 1006.97,743.479 1006.97,743.478 1006.97,743.477 1006.97,743.476 1006.97,743.475 1006.97,743.475 1006.97,743.474 1006.97,743.473 1006.97,743.472 1006.97,743.471 1006.97,743.47 1006.98,743.469 1006.98,743.468 1006.98,743.467 1006.98,743.466 1006.98,743.465 1006.98,743.464 1006.98,743.463 1006.98,743.462 1006.98,743.461 1006.98,743.46 1006.98,743.459 1006.98,743.459 1006.98,743.458 1006.98,743.457 1006.98,743.456 1006.98,743.455 1006.98,743.454 1006.98,743.453 1006.98,743.452 1006.98,743.451 1006.99,743.45 1006.99,743.449 1006.99,743.448 1006.99,743.447 1006.99,743.446 1006.99,743.445 1006.99,743.444 1006.99,743.444 1006.99,743.443 1006.99,743.442 1006.99,743.441 1006.99,743.44 1006.99,743.439 1006.99,743.438 1006.99,743.437 1006.99,743.436 1006.99,743.435 1006.99,743.434 1006.99,743.433 1006.99,743.432 1006.99,743.431 1007,743.43 1007,743.43 1007,743.429 1007,743.428 1007,743.427 1007,743.426 1007,743.425 1007,743.424 1007,743.423 1007,743.422 1007,743.421 1007,743.42 1007,743.419 1007,743.418 1007,743.417 1007,743.416 1007,743.416 1007,743.415 1007,743.414 1007,743.413 1007,743.412 1007.01,743.411 1007.01,743.41 1007.01,743.409 1007.01,743.408 1007.01,743.407 1007.01,743.406 1007.01,743.405 1007.01,743.404 1007.01,743.403 1007.01,743.403 1007.01,743.402 1007.01,743.401 1007.01,743.4 1007.01,743.399 1007.01,743.398 1007.01,743.397 1007.01,743.396 1007.01,743.395 1007.01,743.394 1007.01,743.393 1007.01,743.392 1007.02,743.391 1007.02,743.391 1007.02,743.39 1007.02,743.389 1007.02,743.388 1007.02,743.387 1007.02,743.386 1007.02,743.385 1007.02,743.384 1007.02,743.383 1007.02,743.382 1007.02,743.381 1007.02,743.38 1007.02,743.379 1007.02,743.379 1007.02,743.378 1007.02,743.377 1007.02,743.376 1007.02,743.375 1007.02,743.374 1007.02,743.373 1007.03,743.372 1007.03,743.371 1007.03,743.37 1007.03,743.369 1007.03,743.368 1007.03,743.367 1007.03,743.367 1007.03,743.366 1007.03,743.365 1007.03,743.364 1007.03,743.363 1007.03,743.362 1007.03,743.361 1007.03,743.36 1007.03,743.359 1007.03,743.358 1007.03,743.357 1007.03,743.356 1007.03,743.356 1007.03,743.355 1007.03,743.354 1007.04,743.353 1007.04,743.352 1007.04,743.351 1007.04,743.35 1007.04,743.349 1007.04,743.348 1007.04,743.347 1007.04,743.346 1007.04,743.346 1007.04,743.345 1007.04,743.344 1007.04,743.343 1007.04,743.342 1007.04,743.341 1007.04,743.34 1007.04,743.339 1007.04,743.338 1007.04,743.337 1007.04,743.336 1007.04,743.335 1007.04,743.335 1007.04,743.334 1007.05,743.333 1007.05,743.332 1007.05,743.331 1007.05,743.33 1007.05,743.329 1007.05,743.328 1007.05,743.327 1007.05,743.326 1007.05,743.325 1007.05,743.325 1007.05,743.324 1007.05,743.323 1007.05,743.322 1007.05,743.321 1007.05,743.32 1007.05,743.319 1007.05,743.318 1007.05,743.317 1007.05,743.316 1007.05,743.315 1007.05,743.315 1007.06,743.314 1007.06,743.313 1007.06,743.312 1007.06,743.311 1007.06,743.31 1007.06,743.309 1007.06,743.308 1007.06,743.307 1007.06,743.306 1007.06,743.306 1007.06,743.305 1007.06,743.304 1007.06,743.303 1007.06,743.302 1007.06,743.301 1007.06,743.3 1007.06,743.299 1007.06,743.298 1007.06,743.297 1007.06,743.296 1007.06,743.296 1007.06,743.295 1007.07,743.294 1007.07,743.293 1007.07,743.292 1007.07,743.291 1007.07,743.29 1007.07,743.289 1007.07,743.288 1007.07,743.287 1007.07,743.287 1007.07,743.286 1007.07,743.285 1007.07,743.284 1007.07,743.283 1007.07,743.282 1007.07,743.281 1007.07,743.28 1007.07,743.279 1007.07,743.278 1007.07,743.278 1007.07,743.277 1007.07,743.276 1007.07,743.275 1007.08,743.274 1007.08,743.273 1007.08,743.272 1007.08,743.271 1007.08,743.27 1007.08,743.269 1007.08,743.269 1007.08,743.268 1007.08,743.267 1007.08,743.266 1007.08,743.265 1007.08,743.264 1007.08,743.263 1007.08,743.262 1007.08,743.261 1007.08,743.261 1007.08,743.26 1007.08,743.259 1007.08,743.258 1007.08,743.257 1007.08,743.256 1007.08,743.255 1007.09,743.254 1007.09,743.253 1007.09,743.252 1007.09,743.252 1007.09,743.251 1007.09,743.25 1007.09,743.249 1007.09,743.248 1007.09,743.247 1007.09,743.246 1007.09,743.245 1007.09,743.244 1007.09,743.244 1007.09,743.243 1007.09,743.242 1007.09,743.241 1007.09,743.24 1007.09,743.239 1007.09,743.238 1007.09,743.237 1007.09,743.236 1007.09,743.236 1007.09,743.235 1007.1,743.234 1007.1,743.233 1007.1,743.232 1007.1,743.231 1007.1,743.23 1007.1,743.229 1007.1,743.228 1007.1,743.228 1007.1,743.227 1007.1,743.226 1007.1,743.225 1007.1,743.224 1007.1,743.223 1007.1,743.222 1007.1,743.221 1007.1,743.22 1007.1,743.22 1007.1,743.219 1007.1,743.218 1007.1,743.217 1007.1,743.216 1007.1,743.215 1007.11,743.214 1007.11,743.213 1007.11,743.213 1007.11,743.212 1007.11,743.211 1007.11,743.21 1007.11,743.209 1007.11,743.208 1007.11,743.207 1007.11,743.206 1007.11,743.205 1007.11,743.205 1007.11,743.204 1007.11,743.203 1007.11,743.202 1007.11,743.201 1007.11,743.2 1007.11,743.199 1007.11,743.198 1007.11,743.198 1007.11,743.197 1007.11,743.196 1007.11,743.195 1007.12,743.194 1007.12,743.193 1007.12,743.192 1007.12,743.191 1007.12,743.19 1007.12,743.19 1007.12,743.189 1007.12,743.188 1007.12,743.187 1007.12,743.186 1007.12,743.185 1007.12,743.184 1007.12,743.183 1007.12,743.183 1007.12,743.182 1007.12,743.181 1007.12,743.18 1007.12,743.179 1007.12,743.178 1007.12,743.177 1007.12,743.176 1007.12,743.176 1007.13,743.175 1007.13,743.174 1007.13,743.173 1007.13,743.172 1007.13,743.171 1007.13,743.17 1007.13,743.169 1007.13,743.169 1007.13,743.168 1007.13,743.167 1007.13,743.166 1007.13,743.165 1007.13,743.164 1007.13,743.163 1007.13,743.162 1007.13,743.162 1007.13,743.161 1007.13,743.16 1007.13,743.159 1007.13,743.158 1007.13,743.157 1007.13,743.156 1007.13,743.155 1007.14,743.155 1007.14,743.154 1007.14,743.153 1007.14,743.152 1007.14,743.151 1007.14,743.15 1007.14,743.149 1007.14,743.148 1007.14,743.148 1007.14,743.147 1007.14,743.146 1007.14,743.145 1007.14,743.144 1007.14,743.143 1007.14,743.142 1007.14,743.142 1007.14,743.141 1007.14,743.14 1007.14,743.139 1007.14,743.138 1007.14,743.137 1007.14,743.136 1007.14,743.135 1007.14,743.135 1007.15,743.134 1007.15,743.133 1007.15,743.132 1007.15,743.131 1007.15,743.13 1007.15,743.129 1007.15,743.129 1007.15,743.128 1007.15,743.127 1007.15,743.126 1007.15,743.125 1007.15,743.124 1007.15,743.123 1007.15,743.122 1007.15,743.122 1007.15,743.121 1007.15,743.12 1007.15,743.119 1007.15,743.118 1007.15,743.117 1007.15,743.116 1007.15,743.116 1007.15,743.115 1007.16,743.114 1007.16,743.113 1007.16,743.112 1007.16,743.111 1007.16,743.11 1007.16,743.11 1007.16,743.109 1007.16,743.108 1007.16,743.107 1007.16,743.106 1007.16,743.105 1007.16,743.104 1007.16,743.104 1007.16,743.103 1007.16,743.102 1007.16,743.101 1007.16,743.1 1007.16,743.099 1007.16,743.098 1007.16,743.097 1007.16,743.097 1007.16,743.096 1007.16,743.095 1007.17,743.094 1007.17,743.093 1007.17,743.092 1007.17,743.091 1007.17,743.091 1007.17,743.09 1007.17,743.089 1007.17,743.088 1007.17,743.087 1007.17,743.086 1007.17,743.085 1007.17,743.085 1007.17,743.084 1007.17,743.083 1007.17,743.082 1007.17,743.081 1007.17,743.08 1007.17,743.079 1007.17,743.079 1007.17,743.078 1007.17,743.077 1007.17,743.076 1007.17,743.075 1007.17,743.074 1007.18,743.074 1007.18,743.073 1007.18,743.072 1007.18,743.071 1007.18,743.07 1007.18,743.069 1007.18,743.068 1007.18,743.068 1007.18,743.067 1007.18,743.066 1007.18,743.065 1007.18,743.064 1007.18,743.063 1007.18,743.062 1007.18,743.062 1007.18,743.061 1007.18,743.06 1007.18,743.059 1007.18,743.058 1007.18,743.057 1007.18,743.056 1007.18,743.056 1007.18,743.055 1007.18,743.054 1007.19,743.053 1007.19,743.052 1007.19,743.051 1007.19,743.051 1007.19,743.05 1007.19,743.049 1007.19,743.048 1007.19,743.047 1007.19,743.046 1007.19,743.045 1007.19,743.045 1007.19,743.044 1007.19,743.043 1007.19,743.042 1007.19,743.041 1007.19,743.04 1007.19,743.04 1007.19,743.039 1007.19,743.038 1007.19,743.037 1007.19,743.036 1007.19,743.035 1007.19,743.034 1007.19,743.034 1007.2,743.033 1007.2,743.032 1007.2,743.031 1007.2,743.03 1007.2,743.029 1007.2,743.029 1007.2,743.028 1007.2,743.027 1007.2,743.026 1007.2,743.025 1007.2,743.024 1007.2,743.023 1007.2,743.023 1007.2,743.022 1007.2,743.021 1007.2,743.02 1007.2,743.019 1007.2,743.018 1007.2,743.018 1007.2,743.017 1007.2,743.016 1007.2,743.015 1007.2,743.014 1007.2,743.013 1007.21,743.013 1007.21,743.012 1007.21,743.011 1007.21,743.01 1007.21,743.009 1007.21,743.008 1007.21,743.007 1007.21,743.007 1007.21,743.006 1007.21,743.005 1007.21,743.004 1007.21,743.003 1007.21,743.002 1007.21,743.002 1007.21,743.001 1007.21,743 1007.21,742.999 1007.21,742.998 1007.21,742.997 1007.21,742.997 1007.21,742.996 1007.21,742.995 1007.21,742.994 1007.21,742.993 1007.21,742.992 1007.22,742.992 1007.22,742.991 1007.22,742.99 1007.22,742.989 1007.22,742.988 1007.22,742.987 1007.22,742.987 1007.22,742.986 1007.22,742.985 1007.22,742.984 1007.22,742.983 1007.22,742.982 1007.22,742.982 1007.22,742.981 1007.22,742.98 1007.22,742.979 1007.22,742.978 1007.22,742.977 1007.22,742.977 1007.22,742.976 1007.22,742.975 1007.22,742.974 1007.22,742.973 1007.22,742.972 1007.23,742.972 1007.23,742.971 1007.23,742.97 1007.23,742.969 1007.23,742.968 1007.23,742.967 1007.23,742.967 1007.23,742.966 1007.23,742.965 1007.23,742.964 1007.23,742.963 1007.23,742.962 1007.23,742.962 1007.23,742.961 1007.23,742.96 1007.23,742.959 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\" />"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "r(omega) = G(omega*I)\n",
    "omegarange = -100:0.01:100\n",
    "rt = [(real(r(t)), imag(r(t))) for t in omegarange]\n",
    "plot(rt, xlabel=\"real part\", ylabel = \"imag part\", label = \"G(w*I)\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# savefig(\"fignyquistplot2.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"
  },
  "latex_envs": {
   "LaTeX_envs_menu_present": true,
   "autocomplete": true,
   "bibliofile": "biblio.bib",
   "cite_by": "apalike",
   "current_citInitial": 1,
   "eqLabelWithNumbers": true,
   "eqNumInitial": 1,
   "hotkeys": {
    "equation": "Ctrl-E",
    "itemize": "Ctrl-I"
   },
   "labels_anchors": false,
   "latex_user_defs": false,
   "report_style_numbering": false,
   "user_envs_cfg": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}