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# First, here's node and elem | |
# Two large matrices which are used for the plot information. | |
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2.52475 0.335996 | |
2.53029 7.67098 | |
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7.63381 1.44021 | |
7.63567 1.46703 | |
7.6428 0.518336 | |
7.65254 1.48054 | |
7.66034 1.44208 | |
7.6622 0.460682 | |
7.66681 1.17676 | |
7.67074 1.49511 | |
7.67468 1.3955 | |
7.6776 1.26843 | |
7.68525 1.46974 | |
7.69277 0.59461 | |
7.69355 1.33544 | |
7.70513 1.43499 | |
7.71314 1.76217 | |
7.72988 1.39171 | |
7.73394 0.490389 | |
7.73489 2.08134 | |
7.74884 1.34359 | |
7.76838 1.92982 | |
7.76989 1.81185 | |
7.77095 1.28751 | |
7.77752 1.74191 | |
7.8293 2.00578 | |
7.86033 1.71585 | |
7.89351 1.82994 | |
7.92287 1.93089 | |
elem = [1.0 2.0 6.0 | |
6.0 3.0 1.0 | |
655.0 624.0 626.0 | |
2444.0 2433.0 2443.0 | |
574.0 573.0 559.0 | |
579.0 573.0 574.0 | |
485.0 520.0 521.0 | |
534.0 537.0 529.0 | |
534.0 521.0 520.0 | |
529.0 521.0 534.0 | |
624.0 655.0 648.0 | |
648.0 655.0 672.0 | |
5.0 6.0 2.0 | |
9.0 6.0 5.0 | |
1813.0 1780.0 1759.0 | |
1487.0 1463.0 1549.0 | |
2427.0 2443.0 2433.0 | |
2417.0 2420.0 2439.0 | |
1968.0 1918.0 1920.0 | |
1920.0 1960.0 1968.0 | |
1920.0 1918.0 1839.0 | |
2275.0 2224.0 2245.0 | |
2245.0 2224.0 2215.0 | |
2423.0 2433.0 2444.0 | |
2193.0 2181.0 2180.0 | |
2167.0 2181.0 2136.0 | |
2180.0 2181.0 2167.0 | |
1995.0 2037.0 2032.0 | |
1954.0 1975.0 1995.0 | |
2212.0 2189.0 2199.0 | |
2032.0 2037.0 2075.0 | |
2136.0 2110.0 2075.0 | |
580.0 574.0 571.0 | |
537.0 534.0 560.0 | |
559.0 537.0 560.0 | |
571.0 574.0 560.0 | |
560.0 574.0 559.0 | |
526.0 547.0 540.0 | |
540.0 547.0 569.0 | |
540.0 520.0 526.0 | |
540.0 534.0 520.0 | |
1563.0 1496.0 1591.0 | |
4.0 5.0 2.0 | |
9.0 5.0 8.0 | |
8.0 4.0 7.0 | |
5.0 4.0 8.0 | |
22.0 25.0 12.0 | |
30.0 25.0 22.0 | |
407.0 417.0 434.0 | |
442.0 467.0 447.0 | |
447.0 417.0 442.0 | |
434.0 417.0 447.0 | |
434.0 447.0 456.0 | |
456.0 447.0 467.0 | |
1739.0 1780.0 1757.0 | |
1813.0 1759.0 1743.0 | |
820.0 668.0 647.0 | |
603.0 585.0 604.0 | |
612.0 647.0 593.0 | |
569.0 547.0 577.0 | |
577.0 593.0 569.0 | |
612.0 593.0 577.0 | |
605.0 612.0 577.0 | |
1908.0 1917.0 1909.0 | |
582.0 589.0 595.0 | |
589.0 597.0 595.0 | |
578.0 589.0 582.0 | |
578.0 570.0 576.0 | |
550.0 577.0 547.0 | |
1614.0 1586.0 1664.0 | |
1466.0 1487.0 1544.0 | |
1544.0 1487.0 1549.0 | |
615.0 595.0 597.0 | |
2444.0 2443.0 2452.0 | |
2443.0 2460.0 2452.0 | |
2443.0 2427.0 2451.0 | |
2451.0 2460.0 2443.0 | |
2466.0 2460.0 2451.0 | |
2451.0 2464.0 2466.0 | |
2522.0 2542.0 2512.0 | |
2534.0 2531.0 2546.0 | |
2531.0 2534.0 2517.0 | |
2439.0 2420.0 2454.0 | |
2475.0 2509.0 2484.0 | |
2493.0 2510.0 2485.0 | |
2289.0 2247.0 2226.0 | |
2226.0 2247.0 2217.0 | |
2289.0 2226.0 2261.0 | |
1565.0 1643.0 1670.0 | |
1670.0 1591.0 1565.0 | |
1727.0 1670.0 1722.0 | |
1722.0 1670.0 1643.0 | |
2025.0 2008.0 2000.0 | |
2008.0 1974.0 2000.0 | |
1918.0 1968.0 1967.0 | |
2204.0 2215.0 2224.0 | |
2210.0 2204.0 2224.0 | |
2194.0 2204.0 2210.0 | |
1979.0 1996.0 1988.0 | |
1979.0 1974.0 2008.0 | |
2008.0 1996.0 1979.0 | |
2201.0 2193.0 2198.0 | |
2196.0 2181.0 2202.0 | |
2181.0 2193.0 2202.0 | |
2193.0 2201.0 2202.0 | |
2202.0 2217.0 2196.0 | |
2202.0 2226.0 2217.0 | |
2213.0 2226.0 2202.0 | |
2202.0 2201.0 2213.0 | |
2198.0 2193.0 2188.0 | |
2007.0 1975.0 1997.0 | |
2007.0 1995.0 1975.0 | |
2037.0 1995.0 2007.0 | |
1954.0 1995.0 1991.0 | |
1991.0 1965.0 1954.0 | |
1991.0 1995.0 2032.0 | |
1954.0 1965.0 1896.0 | |
1813.0 1871.0 1896.0 | |
1896.0 1871.0 1954.0 | |
2344.0 2361.0 2268.0 | |
2185.0 2189.0 2206.0 | |
2189.0 2212.0 2206.0 | |
2212.0 2268.0 2206.0 | |
2166.0 2189.0 2185.0 | |
2199.0 2189.0 2164.0 | |
2189.0 2166.0 2164.0 | |
2164.0 2166.0 2150.0 | |
2110.0 2132.0 2081.0 | |
2081.0 2051.0 2032.0 | |
2032.0 2075.0 2081.0 | |
2081.0 2075.0 2110.0 | |
562.0 563.0 567.0 | |
576.0 570.0 567.0 | |
567.0 563.0 576.0 | |
189.0 83.0 200.0 | |
526.0 520.0 510.0 | |
510.0 516.0 526.0 | |
512.0 514.0 522.0 | |
45.0 42.0 46.0 | |
571.0 585.0 583.0 | |
583.0 580.0 571.0 | |
574.0 580.0 588.0 | |
565.0 540.0 569.0 | |
565.0 585.0 571.0 | |
534.0 540.0 565.0 | |
571.0 560.0 565.0 | |
565.0 560.0 534.0 | |
1565.0 1591.0 1528.0 | |
1528.0 1591.0 1496.0 | |
1547.0 1643.0 1565.0 | |
1948.0 1959.0 1952.0 | |
1943.0 1948.0 1952.0 | |
1942.0 1948.0 1943.0 | |
1093.0 1047.0 1069.0 | |
1087.0 1047.0 1093.0 | |
16.0 29.0 23.0 | |
41.0 42.0 45.0 | |
33.0 25.0 30.0 | |
42.0 41.0 39.0 | |
39.0 41.0 37.0 | |
34.0 33.0 30.0 | |
37.0 33.0 34.0 | |
3.0 6.0 10.0 | |
12.0 3.0 10.0 | |
10.0 22.0 12.0 | |
31.0 29.0 32.0 | |
31.0 34.0 30.0 | |
31.0 32.0 35.0 | |
35.0 34.0 31.0 | |
124.0 113.0 109.0 | |
342.0 346.0 303.0 | |
417.0 407.0 389.0 | |
389.0 346.0 342.0 | |
1656.0 1632.0 1626.0 | |
1779.0 1713.0 1725.0 | |
1779.0 1839.0 1763.0 | |
1763.0 1713.0 1779.0 | |
1664.0 1586.0 1598.0 | |
1598.0 1646.0 1664.0 | |
1586.0 1544.0 1598.0 | |
1598.0 1544.0 1549.0 | |
1664.0 1646.0 1693.0 | |
1693.0 1743.0 1664.0 | |
1693.0 1646.0 1666.0 | |
661.0 647.0 612.0 | |
661.0 663.0 781.0 | |
820.0 647.0 661.0 | |
661.0 612.0 605.0 | |
605.0 663.0 661.0 | |
635.0 647.0 668.0 | |
608.0 593.0 635.0 | |
635.0 593.0 647.0 | |
584.0 604.0 585.0 | |
608.0 604.0 584.0 | |
585.0 565.0 584.0 | |
584.0 565.0 569.0 | |
569.0 593.0 584.0 | |
584.0 593.0 608.0 | |
1916.0 1909.0 1917.0 | |
586.0 597.0 589.0 | |
589.0 578.0 586.0 | |
586.0 578.0 576.0 | |
1105.0 1080.0 1125.0 | |
1463.0 1487.0 1446.0 | |
1383.0 1347.0 1417.0 | |
987.0 1062.0 944.0 | |
944.0 1062.0 972.0 | |
1109.0 1254.0 1092.0 | |
1092.0 1062.0 1109.0 | |
645.0 611.0 640.0 | |
605.0 611.0 645.0 | |
645.0 663.0 605.0 | |
1837.0 1817.0 1830.0 | |
1762.0 1784.0 1769.0 | |
2362.0 2394.0 2352.0 | |
2401.0 2394.0 2362.0 | |
2330.0 2362.0 2352.0 | |
2350.0 2362.0 2330.0 | |
2467.0 2441.0 2459.0 | |
2491.0 2487.0 2467.0 | |
2456.0 2440.0 2467.0 | |
2467.0 2440.0 2441.0 | |
2467.0 2476.0 2456.0 | |
2467.0 2487.0 2476.0 | |
2456.0 2476.0 2461.0 | |
2429.0 2394.0 2401.0 | |
2429.0 2440.0 2456.0 | |
2456.0 2461.0 2429.0 | |
2256.0 2205.0 2211.0 | |
2196.0 2217.0 2211.0 | |
2162.0 2132.0 2110.0 | |
2162.0 2110.0 2136.0 | |
2346.0 2289.0 2337.0 | |
2463.0 2446.0 2455.0 | |
2445.0 2451.0 2427.0 | |
2445.0 2446.0 2463.0 | |
2463.0 2464.0 2445.0 | |
2464.0 2451.0 2445.0 | |
2471.0 2474.0 2468.0 | |
2513.0 2517.0 2511.0 | |
2516.0 2531.0 2513.0 | |
2531.0 2517.0 2513.0 | |
2513.0 2509.0 2516.0 | |
2513.0 2484.0 2509.0 | |
2475.0 2484.0 2465.0 | |
2439.0 2454.0 2465.0 | |
2465.0 2454.0 2475.0 | |
2515.0 2510.0 2493.0 | |
2541.0 2536.0 2527.0 | |
2527.0 2530.0 2541.0 | |
2527.0 2515.0 2530.0 | |
2510.0 2515.0 2527.0 | |
2209.0 2201.0 2198.0 | |
2209.0 2216.0 2213.0 | |
2213.0 2201.0 2209.0 | |
2225.0 2226.0 2213.0 | |
2273.0 2240.0 2241.0 | |
2438.0 2454.0 2420.0 | |
2420.0 2414.0 2438.0 | |
2428.0 2449.0 2434.0 | |
2027.0 2004.0 2030.0 | |
1987.0 1968.0 1960.0 | |
1960.0 1986.0 1987.0 | |
2001.0 1968.0 1987.0 | |
2002.0 2030.0 2004.0 | |
2054.0 2019.0 2056.0 | |
2056.0 2083.0 2054.0 | |
2056.0 2019.0 2033.0 | |
2033.0 2019.0 2001.0 | |
2001.0 2017.0 2033.0 | |
2078.0 2083.0 2056.0 | |
1763.0 1722.0 1687.0 | |
1687.0 1722.0 1643.0 | |
1687.0 1713.0 1763.0 | |
2019.0 2054.0 2024.0 | |
1918.0 1967.0 1927.0 | |
1927.0 1967.0 1974.0 | |
1763.0 1839.0 1800.0 | |
1800.0 1722.0 1763.0 | |
1990.0 1968.0 2001.0 | |
1990.0 1967.0 1968.0 | |
2001.0 2019.0 1990.0 | |
2224.0 2275.0 2259.0 | |
2275.0 2294.0 2259.0 | |
2259.0 2294.0 2318.0 | |
2389.0 2361.0 2344.0 | |
2186.0 2204.0 2194.0 | |
2227.0 2238.0 2218.0 | |
2227.0 2262.0 2238.0 | |
2297.0 2334.0 2329.0 | |
2329.0 2287.0 2297.0 | |
2177.0 2169.0 2165.0 | |
2010.0 2007.0 1997.0 | |
2021.0 2007.0 2010.0 | |
1997.0 2013.0 2010.0 | |
2010.0 2013.0 2021.0 | |
2136.0 2075.0 2073.0 | |
2073.0 2075.0 2037.0 | |
1965.0 1991.0 2005.0 | |
2005.0 2038.0 2012.0 | |
2051.0 2038.0 2005.0 | |
2032.0 2051.0 2005.0 | |
2005.0 1991.0 2032.0 | |
1851.0 1780.0 1813.0 | |
1813.0 1896.0 1851.0 | |
2185.0 2206.0 2200.0 | |
2200.0 2186.0 2185.0 | |
2215.0 2204.0 2200.0 | |
2204.0 2186.0 2200.0 | |
2223.0 2206.0 2268.0 | |
2245.0 2215.0 2223.0 | |
2215.0 2200.0 2223.0 | |
2223.0 2200.0 2206.0 | |
2071.0 2077.0 2057.0 | |
2199.0 2164.0 2178.0 | |
2178.0 2164.0 2132.0 | |
2132.0 2162.0 2178.0 | |
2178.0 2205.0 2199.0 | |
2132.0 2164.0 2104.0 | |
2085.0 2081.0 2132.0 | |
2085.0 2104.0 2087.0 | |
2132.0 2104.0 2085.0 | |
2051.0 2081.0 2085.0 | |
348.0 390.0 189.0 | |
189.0 200.0 348.0 | |
530.0 550.0 547.0 | |
530.0 547.0 526.0 | |
526.0 516.0 530.0 | |
484.0 505.0 506.0 | |
514.0 512.0 500.0 | |
55.0 56.0 43.0 | |
580.0 583.0 590.0 | |
590.0 588.0 580.0 | |
1477.0 1547.0 1565.0 | |
1373.0 1547.0 1477.0 | |
1565.0 1528.0 1475.0 | |
1069.0 1047.0 1024.0 | |
1015.0 938.0 972.0 | |
1015.0 1062.0 1092.0 | |
972.0 1062.0 1015.0 | |
1963.0 1959.0 1958.0 | |
1959.0 1948.0 1958.0 | |
1970.0 1963.0 1958.0 | |
1942.0 1943.0 1925.0 | |
1380.0 1394.0 1359.0 | |
1343.0 1282.0 1332.0 | |
1268.0 1205.0 1219.0 | |
1219.0 1282.0 1268.0 | |
1268.0 1206.0 1205.0 | |
722.0 648.0 672.0 | |
724.0 722.0 672.0 | |
672.0 655.0 724.0 | |
655.0 687.0 724.0 | |
1121.0 1148.0 1102.0 | |
1102.0 1087.0 1121.0 | |
1051.0 1047.0 1087.0 | |
1051.0 1004.0 1047.0 | |
1087.0 1093.0 1106.0 | |
13.0 16.0 18.0 | |
16.0 23.0 18.0 | |
36.0 39.0 37.0 | |
37.0 34.0 36.0 | |
35.0 39.0 36.0 | |
36.0 34.0 35.0 | |
277.0 238.0 268.0 | |
314.0 303.0 346.0 | |
290.0 303.0 314.0 | |
411.0 407.0 434.0 | |
401.0 431.0 378.0 | |
1626.0 1632.0 1587.0 | |
1632.0 1575.0 1587.0 | |
1725.0 1713.0 1678.0 | |
1632.0 1656.0 1678.0 | |
1739.0 1757.0 1710.0 | |
1710.0 1757.0 1718.0 | |
1684.0 1710.0 1718.0 | |
1680.0 1710.0 1684.0 | |
1646.0 1598.0 1602.0 | |
1602.0 1598.0 1549.0 | |
1549.0 1592.0 1602.0 | |
1631.0 1602.0 1592.0 | |
1666.0 1646.0 1631.0 | |
1646.0 1602.0 1631.0 | |
830.0 661.0 781.0 | |
830.0 899.0 820.0 | |
820.0 661.0 830.0 | |
594.0 585.0 603.0 | |
603.0 609.0 594.0 | |
642.0 635.0 668.0 | |
608.0 635.0 642.0 | |
642.0 604.0 608.0 | |
603.0 604.0 617.0 | |
1858.0 1855.0 1865.0 | |
1929.0 1916.0 1924.0 | |
1924.0 1916.0 1917.0 | |
2021.0 2013.0 2022.0 | |
566.0 567.0 570.0 | |
515.0 512.0 525.0 | |
525.0 512.0 522.0 | |
1671.0 1680.0 1660.0 | |
1611.0 1616.0 1589.0 | |
1701.0 1743.0 1759.0 | |
1664.0 1743.0 1701.0 | |
987.0 944.0 936.0 | |
781.0 663.0 750.0 | |
750.0 867.0 781.0 | |
1090.0 1053.0 1064.0 | |
1064.0 1053.0 1020.0 | |
1101.0 1125.0 1080.0 | |
1101.0 1090.0 1117.0 | |
1080.0 1053.0 1101.0 | |
1053.0 1090.0 1101.0 | |
1455.0 1487.0 1466.0 | |
1455.0 1446.0 1487.0 | |
1446.0 1455.0 1422.0 | |
1438.0 1455.0 1466.0 | |
1397.0 1422.0 1438.0 | |
1438.0 1422.0 1455.0 | |
1529.0 1575.0 1553.0 | |
1469.0 1547.0 1373.0 | |
1373.0 1333.0 1469.0 | |
1469.0 1553.0 1547.0 | |
1358.0 1474.0 1443.0 | |
1443.0 1474.0 1529.0 | |
1443.0 1469.0 1333.0 | |
1529.0 1553.0 1443.0 | |
1553.0 1469.0 1443.0 | |
1471.0 1507.0 1533.0 | |
1471.0 1474.0 1358.0 | |
1358.0 1383.0 1471.0 | |
1254.0 1347.0 1245.0 | |
1347.0 1383.0 1245.0 | |
1092.0 1254.0 1245.0 | |
1245.0 1383.0 1358.0 | |
928.0 944.0 972.0 | |
899.0 944.0 928.0 | |
972.0 938.0 928.0 | |
820.0 899.0 928.0 | |
928.0 938.0 820.0 | |
1520.0 1489.0 1504.0 | |
1346.0 1306.0 1264.0 | |
1177.0 1123.0 1209.0 | |
1264.0 1306.0 1209.0 | |
1209.0 1125.0 1264.0 | |
1105.0 1125.0 1209.0 | |
1209.0 1123.0 1105.0 | |
1400.0 1331.0 1424.0 | |
1376.0 1457.0 1424.0 | |
1457.0 1488.0 1424.0 | |
1299.0 1306.0 1376.0 | |
1376.0 1424.0 1299.0 | |
1299.0 1424.0 1331.0 | |
1177.0 1209.0 1299.0 | |
1299.0 1209.0 1306.0 | |
1251.0 1177.0 1299.0 | |
1299.0 1331.0 1251.0 | |
1251.0 1331.0 1290.0 | |
1989.0 1982.0 1984.0 | |
1992.0 1989.0 1993.0 | |
1982.0 1989.0 1992.0 | |
1931.0 1949.0 1975.0 | |
1931.0 1871.0 1876.0 | |
1931.0 1975.0 1954.0 | |
1954.0 1871.0 1931.0 | |
1906.0 1931.0 1876.0 | |
1949.0 1931.0 1906.0 | |
1975.0 1949.0 1973.0 | |
1736.0 1716.0 1717.0 | |
1736.0 1738.0 1751.0 | |
1751.0 1762.0 1769.0 | |
1817.0 1837.0 1824.0 | |
1813.0 1743.0 1791.0 | |
1791.0 1871.0 1813.0 | |
1740.0 1751.0 1738.0 | |
1762.0 1751.0 1740.0 | |
1801.0 1797.0 1784.0 | |
595.0 615.0 621.0 | |
615.0 630.0 621.0 | |
611.0 595.0 621.0 | |
640.0 611.0 621.0 | |
621.0 630.0 640.0 | |
2350.0 2355.0 2375.0 | |
2375.0 2362.0 2350.0 | |
2401.0 2362.0 2375.0 | |
2308.0 2261.0 2271.0 | |
2337.0 2289.0 2308.0 | |
2289.0 2261.0 2308.0 | |
2352.0 2337.0 2308.0 | |
2308.0 2330.0 2352.0 | |
2490.0 2513.0 2511.0 | |
2484.0 2513.0 2490.0 | |
2459.0 2478.0 2480.0 | |
2480.0 2467.0 2459.0 | |
2491.0 2467.0 2480.0 | |
2459.0 2441.0 2426.0 | |
2426.0 2437.0 2459.0 | |
2417.0 2437.0 2426.0 | |
2426.0 2396.0 2417.0 | |
2492.0 2522.0 2512.0 | |
2492.0 2518.0 2522.0 | |
2482.0 2461.0 2476.0 | |
2482.0 2506.0 2498.0 | |
2476.0 2506.0 2482.0 | |
2196.0 2211.0 2190.0 | |
2190.0 2211.0 2205.0 | |
2205.0 2178.0 2190.0 | |
2190.0 2178.0 2162.0 | |
2136.0 2181.0 2175.0 | |
2175.0 2162.0 2136.0 | |
2175.0 2181.0 2196.0 | |
2196.0 2190.0 2175.0 | |
2175.0 2190.0 2162.0 | |
2316.0 2247.0 2289.0 | |
2289.0 2346.0 2316.0 | |
2344.0 2268.0 2278.0 | |
2278.0 2268.0 2212.0 | |
2199.0 2205.0 2228.0 | |
2319.0 2264.0 2228.0 | |
2228.0 2205.0 2256.0 | |
2339.0 2264.0 2319.0 | |
2339.0 2278.0 2264.0 | |
2408.0 2427.0 2433.0 | |
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2419.0 2422.0 2365.0 | |
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1949.0 1906.0 1930.0 | |
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2012.0 2038.0 2031.0 | |
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2020.0 2011.0 2009.0 | |
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2009.0 2004.0 2027.0 | |
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1964.0 1932.0 1979.0 | |
1934.0 1932.0 1964.0 | |
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828.0 821.0 824.0] | |
##node[:,1] = x | |
##node[:,2] = y | |
z = ones(node[:,2]) # Constant z just to view the mesh | |
# elem denotes the triangles. | |
# Line 6886 says that nodes 828, 821, and 824 make a triangle. | |
# so (node[828,1],node[828,2],z[828]),(node[821,1],node[821,2],z[828]), and (node[824,1],node[824,2],z[828) | |
# make a triangle. This designates which lines to draw between. | |
import PyPlot | |
PyPlot.plot_trisurf(node[:,1],node[:,2],z,triangles=elem-1) #Change elem by 1 since Python uses 0-based indexing | |
# With no triangles it just completes the mesh and can't be seen: | |
PyPlot.plot_trisurf(node[:,1],node[:,2],z) | |
using Plots, ImageMagick | |
gr() | |
plot(node[:,1],node[:,2],z,seriestype=:surface) # Same as PyPlot without triangles |
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No triangles specified:
Triangles specified: