Mercurial > repos > bgruening > hicexplorer_hicbuildmatrix
comparison test-data/hicPlotTADs_result1.svg @ 0:9767c021cd58 draft
planemo upload for repository https://github.com/maxplanck-ie/HiCExplorer/tree/master/galaxy/wrapper/ commit 2f347b0756d720114f037ed1ff9ba4836e1b3b04
author | bgruening |
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date | Thu, 30 Mar 2017 02:30:47 -0400 |
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-1:000000000000 | 0:9767c021cd58 |
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1900 L 97.942233 411.01268 | |
1901 L 99.161239 415.339472 | |
1902 L 100.571723 411.604392 | |
1903 L 101.711105 404.961564 | |
1904 L 102.458055 394.05546 | |
1905 L 102.865654 391.816461 | |
1906 L 103.248608 387.087273 | |
1907 L 103.942475 380.750546 | |
1908 L 104.327324 378.538592 | |
1909 L 104.80886 378.724219 | |
1910 L 105.280917 377.705114 | |
1911 L 105.876202 374.246631 | |
1912 L 106.350155 372.755468 | |
1913 L 106.721734 373.470931 | |
1914 L 107.986239 374.758438 | |
1915 L 109.887738 374.897351 | |
1916 L 111.288742 373.373405 | |
1917 L 111.872652 373.014854 | |
1918 L 113.09545 380.697685 | |
1919 L 114.268957 382.094191 | |
1920 L 115.197905 383.573061 | |
1921 L 115.505026 383.046503 | |
1922 L 116.19131 388.744394 | |
1923 L 117.190402 388.525576 | |
1924 L 117.434962 393.4785 | |
1925 L 117.81602 389.320945 | |
1926 L 118.248265 386.079642 | |
1927 L 119.21892 386.336159 | |
1928 L 120.11943 384.878597 | |
1929 L 120.836047 381.872094 | |
1930 L 121.78964 378.610302 | |
1931 L 123.480703 374.958407 | |
1932 L 124.646627 370.152181 | |
1933 L 125.12058 368.689702 | |
1934 L 126.089339 366.69083 | |
1935 L 126.682728 362.964356 | |
1936 L 127.477073 362.623015 | |
1937 L 129.132116 360.188964 | |
1938 L 132.258308 354.244799 | |
1939 L 133.697229 353.418697 | |
1940 L 134.3437 348.70508 | |
1941 L 134.916235 347.998222 | |
1942 L 135.255585 347.864636 | |
1943 L 138.313528 346.412811 | |
1944 L 139.016874 346.913963 | |
1945 L 140.010279 344.979426 | |
1946 L 140.740167 345.168741 | |
1947 L 141.322181 344.778637 | |
1948 L 141.843529 345.944441 | |
1949 L 142.637873 348.815719 | |
1950 L 143.741235 350.514637 | |
1951 L 144.503351 351.012511 | |
1952 L 145.271155 352.542193 | |
1953 L 146.454141 353.443284 | |
1954 L 147.692106 353.681362 | |
1955 L 148.916799 354.830774 | |
1956 L 149.716832 356.491174 | |
1957 L 150.255242 357.07551 | |
1958 L 150.990817 358.455215 | |
1959 L 151.842036 361.005641 | |
1960 L 153.116021 364.494038 | |
1961 L 154.503755 363.087697 | |
1962 L 156.027987 355.649091 | |
1963 L 156.718062 354.445588 | |
1964 L 157.322826 354.812335 | |
1965 L 157.861236 354.277991 | |
1966 L 158.153191 351.498502 | |
1967 L 158.769329 356.530102 | |
1968 L 159.393051 354.332491 | |
1969 L 159.758943 358.978905 | |
1970 L 160.964679 360.05292 | |
1971 L 161.668024 362.007126 | |
1972 L 162.591284 362.643913 | |
1973 L 163.997976 367.380068 | |
1974 L 164.576199 373.52666 | |
1975 L 165.70231 377.269935 | |
1976 L 167.050232 382.71008 | |
1977 L 168.147907 382.860056 | |
1978 L 168.513798 384.272543 | |
1979 L 168.932772 386.563583 | |
1980 L 169.374496 390.154423 | |
1981 L 170.089217 394.600458 | |
1982 L 171.056081 396.883712 | |
1983 L 171.70824 399.725897 | |
1984 L 172.00209 405.170958 | |
1985 L 173.209722 409.615764 | |
1986 L 174.007858 410.030455 | |
1987 L 174.512144 408.202458 | |
1988 L 175.712193 413.236517 | |
1989 L 177.113197 413.05171 | |
1990 L 178.222246 408.767944 | |
1991 L 179.073465 407.248097 | |
1992 L 179.877289 403.891648 | |
1993 L 180.267826 401.610442 | |
1994 L 180.616656 398.54698 | |
1995 L 181.225211 399.375131 | |
1996 L 181.943723 396.9964 | |
1997 L 182.283074 396.544421 | |
1998 L 189.999024 394.693886 | |
1999 L 198.535861 393.471124 | |
2000 L 200.625045 392.374572 | |
2001 L 201.09331 391.768108 | |
2002 L 202.448815 390.914142 | |
2003 L 202.96258 391.743112 | |
2004 L 203.739863 390.472816 | |
2005 L 205.453676 390.328166 | |
2006 L 207.768461 388.383794 | |
2007 L 209.302172 386.083739 | |
2008 L 210.66526 384.615114 | |
2009 L 218.591646 381.039436 | |
2010 L 219.408741 377.350661 | |
2011 L 220.684622 368.913438 | |
2012 L 222.546308 368.233215 | |
2013 L 225.175798 365.901607 | |
2014 L 226.868757 363.592537 | |
2015 L 227.230857 353.948124 | |
2016 L 228.446072 358.33925 | |
2017 L 231.570369 359.056762 | |
2018 L 236.543081 357.403328 | |
2019 L 241.218151 352.560633 | |
2020 L 243.083629 346.230872 | |
2021 L 244.803129 349.619693 | |
2022 L 247.178581 346.330447 | |
2023 L 247.635471 339.742529 | |
2024 L 248.187152 338.367331 | |
2025 L 251.112389 335.886976 | |
2026 L 252.922888 336.383211 | |
2027 L 254.699263 330.589433 | |
2028 L 256.670906 332.703041 | |
2029 L 266.98791 334.785097 | |
2030 L 277.024334 333.557827 | |
2031 L 281.062411 329.376915 | |
2032 L 283.530757 323.821624 | |
2033 L 284.315623 319.736189 | |
2034 L 285.206654 320.173417 | |
2035 L 285.978249 317.673802 | |
2036 L 287.589688 318.502773 | |
2037 L 290.056139 320.234883 | |
2038 L 292.860043 317.600863 | |
2039 L 293.351058 320.089413 | |
2040 L 295.068663 321.008534 | |
2041 L 298.166418 314.89964 | |
2042 L 299.258405 312.185305 | |
2043 L 301.520108 314.323909 | |
2044 L 302.615887 311.741111 | |
2045 L 303.440564 313.720314 | |
2046 L 304.991338 308.779683 | |
2047 L 305.852036 304.313569 | |
2048 L 306.576236 307.824912 | |
2049 L 307.605661 306.775074 | |
2050 L 309.126102 303.764063 | |
2051 L 310.46644 304.679086 | |
2052 L 311.270264 301.260351 | |
2053 L 311.778341 303.294054 | |
2054 L 313.046639 301.45991 | |
2055 L 314.424893 309.959419 | |
2056 L 315.990833 310.538428 | |
2057 L 316.843948 310.698649 | |
2058 L 317.219319 311.34691 | |
2059 L 318.711322 312.725795 | |
2060 L 320.682966 310.974016 | |
2061 L 321.232751 313.134339 | |
2062 L 322.148428 313.973554 | |
2063 L 323.350372 316.70387 | |
2064 L 324.446151 316.860813 | |
2065 L 325.826301 319.196518 | |
2066 L 327.559072 318.85026 | |
2067 L 329.708922 320.825775 | |
2068 L 330.728868 319.962384 | |
2069 L 331.583879 316.30721 | |
2070 L 333.59723 322.35095 | |
2071 L 336.590716 321.761696 | |
2072 L 337.447623 320.681945 | |
2073 L 337.946221 316.265823 | |
2074 L 338.418278 315.084448 | |
2075 L 338.886543 317.210349 | |
2076 L 339.235372 319.983692 | |
2077 L 340.717897 322.899635 | |
2078 L 342.729352 324.411697 | |
2079 L 344.867827 327.693568 | |
2080 L 346.848949 331.180325 | |
2081 L 349.142881 332.4162 | |
2082 L 351.410271 335.400166 | |
2083 L 354.191426 336.737255 | |
2084 L 356.494836 336.208648 | |
2085 L 358.98214 335.208392 | |
2086 L 360.555663 334.919502 | |
2087 L 361.420153 336.911818 | |
2088 L 362.021125 337.117524 | |
2089 L 362.860969 336.913457 | |
2090 L 363.884707 339.899472 | |
2091 L 364.599428 344.021377 | |
2092 L 368.137011 344.707336 | |
2093 L 368.643193 349.243931 | |
2094 L 369.280185 349.417265 | |
2095 L 370.180696 352.195115 | |
2096 L 371.041394 346.245624 | |
2097 L 374.679455 355.334795 | |
2098 L 375.151512 357.188198 | |
2099 L 377.233113 360.300832 | |
2100 L 382.071222 365.652875 | |
2101 L 384.968022 367.659123 | |
2102 L 388.416502 369.230602 | |
2103 L 394.022415 365.975776 | |
2104 L 395.552335 359.958262 | |
2105 L 396.659488 354.581633 | |
2106 L 397.96191 355.409783 | |
2107 L 398.248178 351.524317 | |
2108 L 398.587528 351.845579 | |
2109 L 401.692867 351.506287 | |
2110 L 402.627501 352.011127 | |
2111 L 405.107222 351.866068 | |
2112 L 406.794494 348.36333 | |
2113 L 407.145219 345.937884 | |
2114 L 408.424891 342.081512 | |
2115 L 408.788887 344.97205 | |
2116 L 409.878979 345.176526 | |
2117 L 412.038307 345.27733 | |
2118 L 413.862077 342.650686 | |
2119 L 415.147437 341.504962 | |
2120 L 416.129467 341.21935 | |
2121 L 416.954145 341.750416 | |
2122 L 417.962717 341.793032 | |
2123 L 419.024371 342.994486 | |
2124 L 422.122126 342.735509 | |
2125 L 424.700429 341.246805 | |
2126 L 427.049339 340.548962 | |
2127 L 429.347062 341.426285 | |
2128 L 435.745424 340.158038 | |
2129 L 438.300977 339.00002 | |
2130 L 439.186321 336.38444 | |
2131 L 439.622358 336.465985 | |
2132 L 440.022374 338.763581 | |
2133 L 441.112465 337.385105 | |
2134 L 442.005392 338.670973 | |
2135 L 442.473657 342.552751 | |
2136 L 443.296439 343.316158 | |
2137 L 443.946703 344.378289 | |
2138 L 444.657632 349.436525 | |
2139 L 447.12029 353.349446 | |
2140 L 451.569759 356.078533 | |
2141 L 453.281676 355.851109 | |
2142 L 456.227766 356.034277 | |
2143 L 456.696032 358.730583 | |
2144 L 459.098024 359.107164 | |
2145 L 462.26782 358.842451 | |
2146 L 464.423357 360.671677 | |
2147 L 468.14673 362.634898 | |
2148 L 470.044437 361.443689 | |
2149 L 470.912719 360.541369 | |
2150 L 471.580044 364.828002 | |
2151 L 472.793363 364.077708 | |
2152 L 473.724206 365.53568 | |
2153 L 474.380157 364.842754 | |
2154 L 476.332842 370.18988 | |
2155 L 478.40686 371.247504 | |
2156 L 479.407848 373.027557 | |
2157 L 481.957714 375.42063 | |
2158 L 483.31701 377.1175 | |
2159 L 484.577724 378.473028 | |
2160 L 486.2631 380.907899 | |
2161 L 486.750324 386.13619 | |
2162 L 488.424325 390.885458 | |
2163 L 489.958036 396.162922 | |
2164 L 491.029169 391.938164 | |
2165 L 492.538235 395.303628 | |
2166 L 494.919374 393.542834 | |
2167 L 496.576312 394.081686 | |
2168 L 497.833235 391.991844 | |
2169 L 498.240835 386.300919 | |
2170 L 499.429508 376.082414 | |
2171 L 500.398267 372.582134 | |
2172 L 500.881699 369.759619 | |
2173 L 501.342381 368.659379 | |
2174 L 503.023966 360.263953 | |
2175 L 503.533939 359.542752 | |
2176 L 503.941538 355.824064 | |
2177 L 504.455303 359.739034 | |
2178 L 505.234481 358.726485 | |
2179 L 506.559653 358.373261 | |
2180 L 507.295228 358.679361 | |
2181 L 507.996678 356.813665 | |
2182 L 508.610921 361.383862 | |
2183 L 510.207194 360.281163 | |
2184 L 511.845174 355.792511 | |
2185 L 512.222441 354.393547 | |
2186 L 512.451834 353.051541 | |
2187 L 512.715352 355.872417 | |
2188 L 513.170346 358.553151 | |
2189 L 514.262333 355.45158 | |
2190 L 515.358112 351.316153 | |
2191 L 516.360996 350.270822 | |
2192 L 517.597065 348.385867 | |
2193 L 518.696635 346.358721 | |
2194 L 519.290024 344.299203 | |
2195 L 520.059724 344.011952 | |
2196 L 520.60003 344.476224 | |
2197 L 522.190615 344.599566 | |
2198 L 524.137613 344.445901 | |
2199 L 524.647586 343.902952 | |
2200 L 525.227704 345.719885 | |
2201 L 525.959487 346.777099 | |
2202 L 526.973746 351.416137 | |
2203 L 528.56054 353.390833 | |
2204 L 530.420331 357.672959 | |
2205 L 532.198602 358.172882 | |
2206 L 532.928489 353.430581 | |
2207 L 533.523773 355.214732 | |
2208 L 533.914311 352.20536 | |
2209 L 534.401534 352.667174 | |
2210 L 534.670739 349.359487 | |
2211 L 535.576937 355.05451 | |
2212 L 536.907796 354.661538 | |
2213 L 539.283247 356.362915 | |
2214 L 540.024509 356.636234 | |
2215 L 540.655815 353.689967 | |
2216 L 541.431201 355.335205 | |
2217 L 541.753489 357.925789 | |
2218 L 542.030278 363.222922 | |
2219 L 544.883473 366.344982 | |
2220 L 547.391631 362.825443 | |
2221 L 549.721583 366.088874 | |
2222 L 552.90465 365.970039 | |
2223 L 554.387174 366.733036 | |
2224 L 555.939843 365.392669 | |
2225 L 556.664043 364.047795 | |
2226 L 557.490616 362.133746 | |
2227 L 557.788259 364.880453 | |
2228 L 558.14088 365.959385 | |
2229 L 561.026304 367.80828 | |
2230 L 562.789408 367.658304 | |
2231 L 563.284215 364.228095 | |
2232 L 564.613178 369.54121 | |
2233 L 565.923184 371.285203 | |
2234 L 567.654059 373.889309 | |
2235 L 570.061739 375.141985 | |
2236 L 572.171777 375.775084 | |
2237 L 573.62776 373.555754 | |
2238 L 574.060005 374.796956 | |
2239 L 574.708372 377.83829 | |
2240 L 576.934054 379.303638 | |
2241 L 580.695343 380.280946 | |
2242 L 583.190231 378.312397 | |
2243 L 583.952347 377.909591 | |
2244 L 584.921106 378.56113 | |
2245 L 585.489849 376.839674 | |
2246 L 586.907916 377.158067 | |
2247 L 588.574334 374.169184 | |
2248 L 589.205639 371.940839 | |
2249 L 589.465365 374.59207 | |
2250 L 590.62181 377.912049 | |
2251 L 591.74413 371.175794 | |
2252 L 593.02949 366.372027 | |
2253 L 594.003937 364.838657 | |
2254 L 595.679834 360.011942 | |
2255 L 596.16137 355.445434 | |
2256 L 597.130129 354.042371 | |
2257 L 599.336853 350.034383 | |
2258 L 599.901805 346.556641 | |
2259 L 601.84122 348.580509 | |
2260 L 603.591053 342.839182 | |
2261 L 603.873529 337.73792 | |
2262 L 604.738019 335.125208 | |
2263 L 606.106794 334.960889 | |
2264 L 607.572256 331.019284 | |
2265 L 609.221612 330.641884 | |
2266 L 610.099372 330.602136 | |
2267 L 611.159131 331.040183 | |
2268 L 612.863465 331.345054 | |
2269 L 614.090055 328.706936 | |
2270 L 614.438884 326.857631 | |
2271 L 614.814254 329.0241 | |
2272 L 615.310957 327.795601 | |
2273 L 615.695806 331.129103 | |
2274 L 616.416215 332.274828 | |
2275 L 620.359502 333.367692 | |
2276 L 621.045785 332.088382 | |
2277 L 622.046773 329.42158 | |
2278 L 623.011741 327.953364 | |
2279 L 623.675275 326.379836 | |
2280 L 624.145436 331.051247 | |
2281 L 625.910436 332.827612 | |
2282 L 627.635624 333.26361 | |
2283 L 629.212939 333.46194 | |
2284 L 630.14947 332.785405 | |
2285 L 630.617735 330.631639 | |
2286 L 631.165624 332.965705 | |
2287 L 637.429384 331.697868 | |
2288 L 643.818267 338.128843 | |
2289 L 644.938692 333.37179 | |
2290 L 646.311259 340.318259 | |
2291 L 647.907532 340.538307 | |
2292 L 649.316119 342.60848 | |
2293 L 651.858402 343.499326 | |
2294 L 654.364664 343.194865 | |
2295 L 655.041468 341.083715 | |
2296 L 656.209288 338.226779 | |
2297 L 656.698407 341.695506 | |
2298 L 658.23591 341.173865 | |
2299 L 658.507011 340.681728 | |
2300 L 659.392355 343.153887 | |
2301 L 660.738381 339.610172 | |
2302 L 661.479643 338.455022 | |
2303 L 663.434224 337.633018 | |
2304 L 664.357484 334.067175 | |
2305 L 665.127183 324.312532 | |
2306 L 665.449471 324.47808 | |
2307 L 665.923424 323.17951 | |
2308 L 667.277033 322.780801 | |
2309 L 668.20598 319.509994 | |
2310 L 669.586131 317.023083 | |
2311 L 670.516974 314.955369 | |
2312 L 671.777688 310.521627 | |
2313 L 672.433639 311.114978 | |
2314 L 673.527522 310.369601 | |
2315 L 673.946496 308.746081 | |
2316 L 674.367366 302.634319 | |
2317 L 674.788236 311.721852 | |
2318 L 675.273564 309.342301 | |
2319 L 675.618601 308.506774 | |
2320 L 675.984493 309.527108 | |
2321 L 676.371238 307.841713 | |
2322 L 676.687839 312.130805 | |
2323 L 677.207291 314.535762 | |
2324 L 679.338183 315.824498 | |
2325 L 681.311722 315.60404 | |
2326 L 682.107962 316.076918 | |
2327 L 683.641674 318.817478 | |
2328 L 684.246437 319.073177 | |
2329 L 684.61612 317.769279 | |
2330 L 684.894805 323.338912 | |
2331 L 686.125186 331.495031 | |
2332 L 687.107216 335.055137 | |
2333 L 688.39068 337.613759 | |
2334 L 689.382189 338.364872 | |
2335 L 689.694998 338.81931 | |
2336 L 690.148097 344.182417 | |
2337 L 690.847651 348.97676 | |
2338 L 691.291271 354.429197 | |
2339 L 691.83916 355.401588 | |
2340 L 693.698951 363.376587 | |
2341 L 695.47343 367.449319 | |
2342 L 695.848801 373.001332 | |
2343 L 697.17966 379.757256 | |
2344 L 698.322834 384.65732 | |
2345 L 698.54654 392.391373 | |
2346 L 700.298269 399.454217 | |
2347 L 703.388441 399.605424 | |
2348 L 706.421739 398.16876 | |
2349 L 708.569693 396.641127 | |
2350 L 709.091041 395.202414 | |
2351 L 710.708168 394.396391 | |
2352 L 712.478855 390.019198 | |
2353 L 713.003995 391.648455 | |
2354 L 713.872276 388.86036 | |
2355 L 715.273281 383.685339 | |
2356 L 715.686567 383.716482 | |
2357 L 717.170987 381.596317 | |
2358 L 717.881916 382.111811 | |
2359 L 718.297099 382.153608 | |
2360 L 718.780531 381.134913 | |
2361 L 719.555918 381.039026 | |
2362 L 720.331304 379.417965 | |
2363 L 720.79957 380.609174 | |
2364 L 721.372105 382.575674 | |
2365 L 722.246073 380.871429 | |
2366 L 722.676423 381.098853 | |
2367 L 723.099188 386.209949 | |
2368 L 724.813002 387.437219 | |
2369 L 728.153421 386.253795 | |
2370 L 730.195209 383.293596 | |
2371 L 730.881493 381.991338 | |
2372 L 732.633222 384.413915 | |
2373 L 733.393442 384.265987 | |
2374 L 734.561262 383.771391 | |
2375 L 735.827664 382.525272 | |
2376 L 736.472239 383.931203 | |
2377 L 736.857089 385.351475 | |
2378 L 737.456165 384.032826 | |
2379 L 738.908357 384.923263 | |
2380 L 741.198496 386.177168 | |
2381 L 744.792954 388.437065 | |
2382 L 747.528609 388.312494 | |
2383 L 748.715387 387.078668 | |
2384 L 749.333421 385.130198 | |
2385 L 749.936289 381.13901 | |
2386 L 751.193212 383.572242 | |
2387 L 751.826413 385.099465 | |
2388 L 752.215054 383.455456 | |
2389 L 752.893754 385.693226 | |
2390 L 753.216042 387.672429 | |
2391 L 753.631225 386.577925 | |
2392 L 754.347842 393.544064 | |
2393 L 755.155457 397.236527 | |
2394 L 755.970656 398.943641 | |
2395 L 756.328964 401.876795 | |
2396 L 760.276043 401.267053 | |
2397 L 760.742412 399.494785 | |
2398 L 761.843878 396.487462 | |
2399 L 762.389872 396.45427 | |
2400 L 763.220237 394.997118 | |
2401 L 764.134018 395.095874 | |
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