# Results of the Duchamp source finder v.1.5: Thu Aug 29 10:22:25 2013 # Executing statement: ./Duchamp-1.5 -p ./verification/input3 # # ---- Parameters ---- # Image to be analysed.............................[imageFile] = verification/verificationCube.fits # Intermediate Logfile...............................[logFile] = verification/log3.txt # Final Results file.................................[outFile] = verification/results3.txt # Spectrum file..................................[spectraFile] = verification/spectra3.ps # VOTable file.......................................[votFile] = verification/results3.xml # Karma annotation file............................[karmaFile] = verification/results3.ann # DS9 annotation file................................[ds9File] = verification/results3.reg # Display a map in a pgplot xwindow?.............[flagXOutput] = true # Saving smoothed cube?.....................[flagOutputSmooth] = false # Saving mask cube?...........................[flagOutputMask] = false # Saving 0th moment to FITS file?........[flagOutputMomentMap] = false # Saving 0th moment mask to FITS file?..[flagOutputMomentMask] = false # Saving baseline values to FITS file?....[flagOutputBaseline] = false # ------ # Type of searching performed.....................[searchType] = spatial # Trimming Blank Pixels?............................[flagTrim] = false # Searching for Negative features?..............[flagNegative] = false # Area of Beam (pixels)....................................... = 14.6848 (beam: 3.6 x 3.6 pixels) # Removing baselines before search?.............[flagBaseline] = false # Smoothing data prior to searching?..............[flagSmooth] = true # Type of smoothing...............................[smoothType] = spatial # Gaussian kernel major axis FWHM [pix]..............[kernMaj] = 3 # Gaussian kernel minor axis FWHM [pix]..............[kernMin] = 3 # Gaussian kernel position angle [deg]................[kernPA] = 0 # Method for treating edge pixels...........[smoothEdgeMethod] = equal # Cutoff value for determining kernel....[spatialSmoothCutoff] = 1e-10 # Using A Trous reconstruction?...................[flagATrous] = false # Using Robust statistics?...................[flagRobustStats] = true # Using FDR analysis?................................[flagFDR] = false # SNR Threshold (in sigma)............................[snrCut] = 3 # Minimum # Pixels in a detection.....................[minPix] = 2 # Minimum # Channels in a detection..............[minChannels] = 3 # Minimum # Voxels in a detection..................[minVoxels] = 4 # Growing objects after detection?................[flagGrowth] = false # Using Adjacent-pixel criterion?...............[flagAdjacent] = true # Max. velocity separation for merging........[threshVelocity] = 7 # Reject objects before merging?.......[flagRejectBeforeMerge] = false # Merge objects in two stages?...........[flagTwoStageMerging] = true # Method of spectral plotting.................[spectralMethod] = peak # Type of object centre used in results..........[pixelCentre] = centroid # -------------------- # # -------------------------------------------------------------------------------------------------- # ObjID X Y Z F_tot F_peak S/Nmax X1 X2 Y1 Y2 Z1 Z2 Nvoxel Nchan Nspatpix # [Jy/beam] [Jy/beam] # -------------------------------------------------------------------------------------------------- 1 28.0 6.0 0.0 1.552 1.552 6.870 28 28 6 6 0 0 1 1 1 2 86.0 18.0 0.0 2.066 2.066 9.158 86 86 18 18 0 0 1 1 1 3 85.0 71.0 0.0 2.423 2.423 10.742 85 85 71 71 0 0 1 1 1 4 5.0 85.3 0.0 3.592 2.110 9.352 5 5 84 86 0 0 3 1 3 5 83.0 9.0 1.0 0.971 0.971 4.287 83 83 9 9 1 1 1 1 1 6 8.0 54.0 1.0 0.745 0.745 3.281 8 8 54 54 1 1 1 1 1 7 97.0 85.0 1.0 0.519 0.519 2.278 97 97 85 85 1 1 1 1 1 8 67.0 9.0 2.0 2.480 2.480 10.997 67 67 9 9 2 2 1 1 1 9 56.0 43.3 2.0 3.965 2.684 11.902 56 56 43 44 2 2 2 1 2 10 71.0 72.0 2.0 1.987 1.987 8.805 71 71 72 72 2 2 1 1 1 11 10.8 3.9 3.0 7.456 3.633 16.123 10 11 3 5 3 3 4 1 4 12 32.3 15.4 3.0 4.878 1.807 8.006 32 33 15 16 3 3 3 1 3 13 45.0 51.0 3.0 0.758 0.758 3.343 45 45 51 51 3 3 1 1 1 14 25.0 55.0 3.0 1.445 1.445 6.394 25 25 55 55 3 3 1 1 1 15 21.5 41.7 4.0 4.009 1.944 8.611 21 22 41 42 4 4 3 1 3 16 16.9 50.0 4.0 4.561 2.345 10.394 16 17 49 51 4 4 4 1 4 17 36.0 57.0 4.0 0.658 0.658 2.898 36 36 57 57 4 4 1 1 1 18 28.4 73.0 4.0 2.490 1.570 6.951 28 29 73 73 4 4 2 1 2 19 15.2 77.7 6.2 7.145 2.333 10.343 14 16 77 79 4 11 5 1 5 20 68.0 86.0 4.0 1.157 1.157 5.117 68 68 86 86 4 4 1 1 1 21 95.0 90.0 4.0 0.666 0.666 2.932 95 95 90 90 4 4 1 1 1 22 34.4 92.2 4.0 4.713 1.858 8.232 34 35 91 93 4 4 5 1 5 23 46.1 15.4 5.0 4.390 2.114 9.368 46 47 15 16 5 5 4 1 4 24 92.0 23.0 5.0 0.024 0.024 0.077 92 92 23 23 5 5 1 1 1 25 25.0 24.9 20.0 6333.244 11.489 51.042 16 34 16 35 5 34 2555 18 278 26 2.7 35.0 6.0 4.390 2.948 13.078 2 3 35 36 6 6 3 1 3 27 64.0 46.0 6.0 0.507 0.507 2.227 64 64 46 46 6 6 1 1 1 28 16.0 68.0 6.0 1.058 1.058 4.676 16 16 68 68 6 6 1 1 1 29 41.0 90.0 6.0 0.224 0.224 0.969 41 41 90 90 6 6 1 1 1 30 8.0 38.0 7.0 3.417 3.417 15.163 8 8 38 38 7 7 1 1 1 31 56.0 48.0 7.0 1.181 1.181 5.223 56 56 48 48 7 7 1 1 1 32 61.6 62.3 7.0 14.653 3.223 14.300 60 63 61 64 7 7 9 1 9 33 61.6 67.9 7.0 5.577 3.013 13.363 61 62 67 68 7 7 3 1 3 34 79.2 9.2 8.0 4.622 1.700 7.528 78 80 9 10 8 8 4 1 4 35 28.0 48.0 8.0 1.356 1.356 5.998 28 28 48 48 8 8 1 1 1 36 53.0 8.6 9.0 2.411 1.361 6.023 53 53 8 9 9 9 2 1 2 37 18.0 84.0 9.0 1.994 1.994 8.836 18 18 84 84 9 9 1 1 1 38 65.9 84.0 9.0 2.710 2.470 10.953 65 66 84 84 9 9 2 1 2 39 41.0 98.0 9.0 1.129 1.129 4.990 41 41 98 98 9 9 1 1 1 40 38.1 13.8 10.0 10.569 2.099 9.302 37 39 13 15 10 10 6 1 6 41 17.0 70.0 10.0 2.696 2.696 11.958 17 17 70 70 10 10 1 1 1 42 8.2 77.0 10.0 1.248 1.000 4.419 8 9 77 77 10 10 2 1 2 43 16.0 15.3 11.0 0.797 0.578 2.541 16 16 15 16 11 11 2 1 2 44 27.3 21.8 11.0 11.502 2.330 10.330 26 29 21 23 11 11 8 1 8 45 62.4 29.7 11.0 5.754 2.128 9.433 62 63 29 31 11 11 4 1 4 46 59.0 64.0 11.0 2.326 2.326 10.311 59 59 64 64 11 11 1 1 1 47 43.5 69.0 11.0 4.722 2.389 10.592 43 44 69 69 11 11 2 1 2 48 10.0 74.0 11.0 1.160 1.160 5.127 10 10 74 74 11 11 1 1 1 49 31.0 25.0 12.0 1.705 1.705 7.551 31 31 25 25 12 12 1 1 1 50 92.0 39.7 12.0 3.759 2.586 11.466 92 92 39 40 12 12 2 1 2 51 39.0 62.0 12.0 0.409 0.409 1.791 39 39 62 62 12 12 1 1 1 52 56.5 71.5 12.0 4.390 2.225 9.862 56 57 71 72 12 12 2 1 2 53 49.0 17.7 13.0 3.881 2.709 12.014 49 49 17 18 13 13 2 1 2 54 73.7 23.5 13.0 8.040 3.147 13.959 73 75 23 24 13 13 5 1 5 55 83.8 26.5 13.0 10.459 2.362 10.473 83 85 25 29 13 13 8 1 8 56 59.1 32.9 13.0 7.295 2.910 12.908 58 60 32 34 13 13 5 1 5 57 49.5 87.7 13.0 5.568 1.909 8.458 49 50 86 88 13 13 5 1 5 58 59.0 1.0 14.0 0.683 0.683 3.006 59 59 1 1 14 14 1 1 1 59 47.8 81.0 14.0 4.306 3.392 15.050 47 48 81 81 14 14 2 1 2 60 55.4 11.8 15.0 4.714 1.760 7.795 55 56 11 13 15 15 5 1 5 61 56.3 40.3 15.0 1.648 1.091 4.820 56 57 40 41 15 15 2 1 2 62 63.0 66.0 15.0 3.005 3.005 13.330 63 63 66 66 15 15 1 1 1 63 27.5 85.5 15.0 6.280 1.988 8.807 27 28 85 86 15 15 4 1 4 64 33.2 56.8 16.0 3.123 2.463 10.919 33 34 56 57 16 16 2 1 2 65 54.0 62.0 16.0 2.768 2.768 12.276 54 54 62 62 16 16 1 1 1 66 67.5 90.1 16.0 4.783 2.451 10.868 67 68 90 91 16 16 3 1 3 67 75.0 1.0 17.0 2.281 2.281 10.110 75 75 1 1 17 17 1 1 1 68 80.1 10.5 19.0 14.075 3.345 14.840 78 82 9 12 17 22 10 1 10 69 6.0 79.0 17.0 2.694 2.694 11.948 6 6 79 79 17 17 1 1 1 70 70.0 97.0 17.0 2.836 2.836 12.579 70 70 97 97 17 17 1 1 1 71 43.1 26.6 18.0 6.362 1.656 7.334 42 44 26 27 18 18 5 1 5 72 1.0 44.0 18.0 0.728 0.728 3.206 1 1 44 44 18 18 1 1 1 73 8.3 72.0 18.0 3.186 2.161 9.579 8 9 72 72 18 18 2 1 2 74 58.9 78.2 18.0 11.843 2.588 11.474 57 61 78 79 18 18 7 1 7 75 23.0 88.2 18.0 1.945 1.593 7.054 23 23 88 89 18 18 2 1 2 76 5.4 97.7 18.0 5.331 3.072 13.626 5 6 97 98 18 18 3 1 3 77 17.0 15.0 19.0 0.855 0.855 3.774 17 17 15 15 19 19 1 1 1 78 53.0 23.5 19.0 3.231 1.700 7.528 53 53 23 24 19 19 2 1 2 79 14.8 75.8 19.0 5.525 2.590 11.485 14 16 75 76 19 19 5 1 5 80 96.0 98.0 19.0 2.892 2.892 12.827 96 96 98 98 19 19 1 1 1 81 27.6 43.6 20.0 5.551 1.830 8.106 27 28 43 44 20 20 4 1 4 82 25.3 57.4 20.0 2.957 1.168 5.165 25 26 57 58 20 20 3 1 3 83 5.0 75.0 20.0 0.796 0.796 3.511 5 5 75 75 20 20 1 1 1 84 79.5 96.3 20.0 8.670 3.679 16.326 79 80 96 97 20 20 4 1 4 85 61.0 31.0 21.0 1.596 1.596 7.066 61 61 31 31 21 21 1 1 1 86 20.2 50.7 21.0 5.566 2.923 12.963 20 21 50 51 21 21 3 1 3 87 67.8 53.2 23.6 11.149 4.410 19.575 66 69 52 54 21 30 6 1 6 88 88.0 63.0 21.0 1.344 1.344 5.945 88 88 63 63 21 21 1 1 1 89 83.0 70.5 21.0 2.834 1.541 6.820 83 83 70 71 21 21 2 1 2 90 18.9 93.9 21.0 8.957 2.664 11.816 17 20 93 95 21 21 5 1 5 91 91.0 41.0 22.0 2.767 2.767 12.272 91 91 41 41 22 22 1 1 1 92 1.0 18.0 23.0 1.230 1.230 5.441 1 1 18 18 23 23 1 1 1 93 81.5 30.4 23.0 6.560 2.344 10.389 81 82 30 31 23 23 4 1 4 94 74.0 39.0 23.0 0.721 0.721 3.176 74 74 39 39 23 23 1 1 1 95 77.0 74.0 23.0 1.301 1.301 5.754 77 77 74 74 23 23 1 1 1 96 29.3 88.1 23.9 1.991 1.392 6.159 29 30 88 89 23 24 3 2 3 97 2.5 12.5 24.0 2.531 1.391 6.154 2 3 12 13 24 24 2 1 2 98 80.4 15.5 24.0 8.237 3.015 13.373 80 81 15 16 24 24 4 1 4 99 91.8 50.0 24.0 3.127 2.410 10.684 91 92 50 50 24 24 2 1 2 100 32.4 52.6 24.1 5.600 2.501 11.090 32 33 52 53 24 25 4 2 3 101 49.0 58.0 24.0 2.110 2.110 9.351 49 49 58 58 24 24 1 1 1 102 73.0 71.0 24.0 1.056 1.056 4.667 73 73 71 71 24 24 1 1 1 103 17.0 55.2 25.0 2.390 2.019 8.945 17 17 55 56 25 25 2 1 2 104 79.0 60.0 25.0 1.672 1.672 7.404 79 79 60 60 25 25 1 1 1 105 30.0 4.0 26.0 1.253 1.253 5.542 30 30 4 4 26 26 1 1 1 106 97.8 10.7 26.0 5.388 3.069 13.612 97 98 10 11 26 26 4 1 4 107 19.0 13.0 26.0 -0.749 -0.749 -3.358 19 19 13 13 26 26 1 1 1 108 42.5 33.0 26.0 4.452 2.326 10.311 42 43 33 33 26 26 2 1 2 109 29.0 36.4 26.0 2.506 1.388 6.140 29 29 36 37 26 26 2 1 2 110 8.0 23.5 27.5 13.550 2.612 11.583 5 11 23 24 27 28 12 2 12 111 95.9 27.8 27.0 9.304 2.763 12.253 95 97 27 29 27 27 6 1 6 112 7.0 41.0 27.0 3.323 3.323 14.741 7 7 41 41 27 27 1 1 1 113 14.6 46.8 27.0 3.641 2.157 9.561 14 15 46 47 27 27 3 1 3 114 23.0 94.0 27.0 2.345 2.345 10.397 23 23 94 94 27 27 1 1 1 115 13.0 2.0 28.0 0.737 0.737 3.250 13 13 2 2 28 28 1 1 1 116 66.0 39.0 28.0 1.769 1.769 7.835 66 66 39 39 28 28 1 1 1 117 32.7 43.8 28.0 11.971 3.569 15.836 31 34 43 45 28 28 9 1 9 118 60.0 49.0 28.0 1.367 1.367 6.047 60 60 49 49 28 28 1 1 1 119 87.0 91.4 28.0 3.508 2.056 9.112 87 87 91 92 28 28 2 1 2 120 47.8 29.2 29.0 6.391 2.411 10.688 47 49 28 30 29 29 6 1 6 121 52.3 97.4 29.0 6.911 2.889 12.814 52 53 97 98 29 29 4 1 4 122 42.6 12.8 31.5 11.209 2.214 9.815 41 44 12 13 30 34 7 1 6 123 94.1 33.8 33.2 17.002 2.990 13.261 93 96 32 36 30 35 13 1 13 124 89.0 63.0 30.0 1.336 1.336 5.909 89 89 63 63 30 30 1 1 1 125 87.0 71.0 30.0 0.284 0.284 1.234 87 87 71 71 30 30 1 1 1 126 15.0 90.0 30.0 3.120 3.120 13.843 15 15 90 90 30 30 1 1 1 127 67.0 20.0 31.0 0.522 0.522 2.290 67 67 20 20 31 31 1 1 1 128 47.0 24.0 31.0 0.240 0.240 1.038 47 47 24 24 31 31 1 1 1 129 23.1 47.2 31.0 9.302 3.496 15.511 22 24 47 48 31 31 4 1 4 130 85.0 55.0 31.0 0.905 0.905 3.996 85 85 55 55 31 31 1 1 1 131 42.0 88.1 31.0 3.983 3.398 15.077 42 42 88 89 31 31 2 1 2 132 17.0 93.6 31.0 5.324 3.139 13.925 17 17 93 94 31 31 2 1 2 133 89.4 9.6 32.0 6.413 3.030 13.442 89 90 9 10 32 32 4 1 4 134 90.0 34.0 32.0 0.799 0.799 3.523 90 90 34 34 32 32 1 1 1 135 61.0 39.0 32.0 1.165 1.165 5.151 61 61 39 39 32 32 1 1 1 136 36.9 58.3 32.0 6.288 3.594 15.949 36 37 58 59 32 32 3 1 3 137 48.6 73.8 32.0 4.258 1.829 8.102 48 49 73 74 32 32 3 1 3 138 98.0 20.0 33.0 2.421 2.421 10.732 98 98 20 20 33 33 1 1 1 139 74.9 25.0 42.0 6241.214 11.766 52.276 66 84 16 35 33 53 2518 18 269 140 78.1 42.9 33.0 1.921 1.783 7.896 78 79 42 43 33 33 3 1 3 141 40.6 76.6 33.0 3.246 1.899 8.415 40 41 76 77 33 33 2 1 2 142 8.0 78.0 33.0 1.174 1.174 5.189 8 8 78 78 33 33 1 1 1 143 93.6 86.0 33.0 2.924 1.825 8.086 93 94 86 86 33 33 2 1 2 144 57.7 95.3 33.0 4.656 3.255 14.441 57 59 95 96 33 33 5 1 5 145 73.5 4.8 34.0 4.614 2.046 9.066 73 74 4 5 34 34 4 1 4 146 74.4 9.6 34.0 5.174 2.445 10.842 74 75 9 11 34 34 4 1 4 147 86.8 60.2 38.3 8.889 3.211 14.246 85 89 60 61 34 40 8 1 7 148 5.0 62.6 34.0 2.174 1.329 5.881 5 5 62 63 34 34 2 1 2 149 9.0 83.0 34.0 1.774 1.774 7.857 9 9 83 83 34 34 1 1 1 150 35.0 2.0 35.0 1.272 1.272 5.627 35 35 2 2 35 35 1 1 1 151 64.0 4.0 35.0 2.580 2.580 11.439 64 64 4 4 35 35 1 1 1 152 77.6 15.8 36.9 22.729 3.344 14.835 76 80 14 18 35 39 16 1 16 153 40.0 30.0 35.0 1.129 1.129 4.990 40 40 30 30 35 35 1 1 1 154 7.3 32.4 35.0 5.420 2.411 10.688 7 8 32 33 35 35 3 1 3 155 93.5 46.0 35.0 4.633 2.387 10.581 93 94 46 46 35 35 2 1 2 156 66.7 92.7 35.0 6.675 2.398 10.633 66 67 92 93 35 35 3 1 3 157 30.4 5.5 36.0 4.798 2.200 9.751 30 31 5 6 36 36 4 1 4 158 20.0 17.0 36.0 2.986 2.986 13.243 20 20 17 17 36 36 1 1 1 159 82.0 58.0 36.0 0.321 0.321 1.398 82 82 58 58 36 36 1 1 1 160 66.5 82.5 36.0 5.219 1.598 7.075 66 67 82 83 36 36 4 1 4 161 37.0 27.0 37.0 3.795 3.795 16.841 37 37 27 27 37 37 1 1 1 162 73.0 50.7 37.0 3.979 2.676 11.866 73 74 50 51 37 37 3 1 3 163 62.0 73.0 37.0 2.590 2.590 11.484 62 62 73 73 37 37 1 1 1 164 38.6 96.6 37.0 4.681 2.303 10.207 38 39 96 97 37 37 4 1 4 165 43.0 28.0 38.0 2.699 2.699 11.968 43 43 28 28 38 38 1 1 1 166 87.5 94.3 38.0 4.841 1.794 7.948 87 88 93 95 38 38 5 1 5 167 3.6 2.2 39.0 8.569 1.676 7.420 3 4 1 4 39 39 7 1 7 168 35.0 29.3 39.0 3.556 2.625 11.641 35 35 29 30 39 39 2 1 2 169 78.3 76.4 39.4 6.527 2.892 12.829 78 79 76 77 39 40 3 2 3 170 39.7 16.0 40.0 5.231 3.442 15.271 39 40 16 16 40 40 2 1 2 171 1.6 24.6 40.0 6.946 2.619 11.613 1 2 24 25 40 40 4 1 4 172 8.0 26.3 40.0 3.799 2.470 10.953 8 8 26 27 40 40 2 1 2 173 48.0 42.0 40.0 2.401 2.401 10.646 48 48 42 42 40 40 1 1 1 174 40.2 57.4 40.0 5.186 3.000 13.309 39 41 57 58 40 40 4 1 4 175 83.1 45.5 41.0 5.175 3.033 13.453 82 83 45 46 41 41 4 1 4 176 31.5 55.0 41.0 2.475 1.348 5.963 31 32 55 55 41 41 2 1 2 177 43.5 96.6 41.0 6.108 2.103 9.319 43 44 96 97 41 41 4 1 4 178 19.0 1.0 42.0 1.396 1.396 6.175 19 19 1 1 42 42 1 1 1 179 48.0 10.0 42.0 1.306 1.306 5.779 48 48 10 10 42 42 1 1 1 180 61.4 26.0 42.0 2.850 1.618 7.164 61 62 26 26 42 42 2 1 2 181 68.0 50.0 42.0 3.485 3.485 15.462 68 68 50 50 42 42 1 1 1 182 98.4 54.0 42.0 2.741 1.570 6.953 98 99 54 54 42 42 2 1 2 183 71.7 64.7 42.0 4.139 1.774 7.855 71 72 64 65 42 42 3 1 3 184 59.1 32.0 43.0 2.202 2.441 10.824 58 59 32 32 43 43 2 1 2 185 10.0 70.0 43.0 2.212 2.212 9.806 10 10 70 70 43 43 1 1 1 186 67.1 85.7 43.0 8.724 3.321 14.735 67 68 85 87 43 43 6 1 6 187 57.0 77.0 44.0 1.609 1.609 7.126 57 57 77 77 44 44 1 1 1 188 44.0 20.0 45.0 1.704 1.704 7.547 44 44 20 20 45 45 1 1 1 189 56.0 20.0 45.0 2.648 2.648 11.744 56 56 20 20 45 45 1 1 1 190 47.0 23.0 45.0 3.525 3.525 15.640 47 47 23 23 45 45 1 1 1 191 64.0 23.6 45.0 1.940 1.146 5.064 64 64 23 24 45 45 2 1 2 192 59.4 97.3 45.0 12.045 2.381 10.555 58 60 96 99 45 45 9 1 9 193 88.8 10.5 46.0 5.779 3.235 14.353 88 89 10 11 46 46 4 1 4 194 24.6 19.0 46.0 3.092 1.868 8.276 24 25 19 19 46 46 2 1 2 195 31.0 27.0 46.0 1.883 1.883 8.344 31 31 27 27 46 46 1 1 1 196 84.3 37.7 46.0 7.030 3.390 15.040 84 85 37 38 46 46 4 1 4 197 34.1 57.0 46.0 3.343 3.031 13.444 34 35 57 57 46 46 2 1 2 198 13.0 83.0 46.0 0.616 0.616 2.710 13 13 83 83 46 46 1 1 1 199 74.5 90.2 47.4 8.230 2.367 10.491 74 75 89 91 46 48 4 1 4 200 24.6 89.3 46.0 8.826 3.288 14.588 24 25 89 90 46 46 4 1 4 201 80.6 10.0 47.0 4.478 2.531 11.222 80 81 10 10 47 47 2 1 2 202 14.0 55.0 47.0 2.115 2.115 9.373 14 14 55 55 47 47 1 1 1 203 45.2 77.0 47.0 11.044 4.136 18.357 44 46 76 78 47 47 6 1 6 204 94.0 2.0 48.0 2.039 2.039 9.035 94 94 2 2 48 48 1 1 1 205 73.0 45.0 48.0 2.251 2.251 9.980 73 73 45 45 48 48 1 1 1 206 18.0 66.6 48.0 1.822 1.023 4.520 18 18 66 67 48 48 2 1 2 207 18.0 83.9 51.9 5.372 2.155 9.549 18 18 83 85 48 54 3 1 3 208 30.0 18.0 49.0 1.691 1.691 7.488 30 30 18 18 49 49 1 1 1 209 41.0 23.6 49.0 4.434 2.600 11.528 41 41 23 25 49 49 3 1 3 210 7.0 49.2 49.0 3.068 2.403 10.655 7 7 49 50 49 49 2 1 2 211 73.2 54.5 49.0 2.351 1.270 5.617 73 74 54 55 49 49 3 1 3 212 87.0 70.4 49.0 10.103 3.133 13.898 86 88 70 71 49 49 6 1 6 213 67.8 78.3 49.0 9.544 3.039 13.479 67 69 78 79 49 49 5 1 5 214 65.4 4.0 50.0 3.037 1.722 7.624 65 66 3 4 50 50 3 1 3 215 36.0 51.0 50.0 2.009 2.009 8.902 36 36 51 51 50 50 1 1 1 216 35.0 91.2 50.0 7.818 2.737 12.138 34 36 91 92 50 50 4 1 4 217 3.9 9.2 51.0 3.249 3.095 13.730 4 5 9 10 51 51 3 1 3 218 33.2 30.0 51.0 6.091 3.150 13.972 32 34 30 30 51 51 3 1 3 219 69.1 44.2 51.0 9.916 2.888 12.809 67 71 43 45 51 51 8 1 8 220 86.0 45.0 51.0 0.377 0.377 1.649 86 86 45 45 51 51 1 1 1 221 8.3 55.5 51.0 6.900 2.236 9.911 7 9 55 56 51 51 5 1 5 222 52.0 70.8 51.0 3.149 2.373 10.520 52 52 70 71 51 51 2 1 2 223 59.0 93.0 51.0 2.175 2.175 9.641 59 59 93 93 51 51 1 1 1 224 85.0 41.0 52.0 2.312 2.312 10.250 85 85 41 41 52 52 1 1 1 225 27.0 41.8 52.0 2.941 2.320 10.286 27 27 41 42 52 52 2 1 2 226 40.7 28.0 53.0 5.269 3.655 16.221 40 41 28 28 53 53 2 1 2 227 29.4 33.3 55.7 14.466 2.656 11.778 28 31 32 35 53 60 8 1 8 228 62.6 57.0 53.0 3.612 2.320 10.285 62 63 57 57 53 53 2 1 2 229 19.0 64.0 53.0 2.351 2.351 10.422 19 19 64 64 53 53 1 1 1 230 98.0 15.0 54.0 -0.131 -0.131 -0.610 98 98 15 15 54 54 1 1 1 231 68.0 42.0 54.0 1.691 1.691 7.490 68 68 42 42 54 54 1 1 1 232 27.0 53.0 54.0 2.018 2.018 8.940 27 27 53 53 54 54 1 1 1 233 91.0 63.0 54.0 2.851 2.851 12.645 91 91 63 63 54 54 1 1 1 234 42.5 95.0 54.0 4.832 2.436 10.800 42 43 95 95 54 54 2 1 2 235 60.0 31.0 55.0 2.868 2.781 12.336 59 60 31 31 55 55 2 1 2 236 50.0 49.9 64.0 6400.101 10.926 48.540 41 59 39 59 55 73 2610 17 282 237 50.1 49.8 55.0 7.413 2.994 13.279 50 51 48 51 55 55 6 1 6 238 45.6 52.3 55.0 3.881 1.411 6.243 45 46 52 53 55 55 3 1 3 239 45.5 57.7 55.0 5.113 3.076 13.644 45 46 57 58 55 55 4 1 4 240 11.0 80.0 55.0 1.919 1.919 8.503 11 11 80 80 55 55 1 1 1 241 43.0 2.0 56.0 1.642 1.642 7.272 43 43 2 2 56 56 1 1 1 242 53.4 47.0 56.0 3.360 1.935 8.574 53 54 47 47 56 56 2 1 2 243 18.0 76.0 56.0 2.651 2.651 11.755 18 18 76 76 56 56 1 1 1 244 36.6 43.2 57.0 4.161 2.301 10.201 36 37 43 44 57 57 3 1 3 245 57.1 53.9 57.0 7.999 2.400 10.640 56 58 53 55 57 57 6 1 6 246 86.7 80.0 57.0 1.814 1.263 5.586 86 87 80 80 57 57 2 1 2 247 68.1 87.0 57.0 4.573 2.695 11.951 67 69 87 87 57 57 3 1 3 248 54.0 89.0 57.0 1.329 1.329 5.881 54 54 89 89 57 57 1 1 1 249 92.3 22.0 58.0 4.135 2.888 12.811 92 93 22 22 58 58 2 1 2 250 48.0 70.0 58.0 1.896 1.896 8.402 48 48 70 70 58 58 1 1 1 251 34.4 97.3 61.4 23.237 2.261 10.021 30 38 96 98 58 65 16 1 16 252 53.0 2.5 61.4 5.819 3.021 13.400 52 54 1 3 59 63 4 1 4 253 66.2 2.6 59.0 6.248 3.424 15.193 66 67 1 3 59 59 4 1 4 254 80.7 13.3 59.0 6.556 2.338 10.363 80 81 13 14 59 59 4 1 4 255 33.3 72.0 59.0 6.029 4.170 18.506 33 34 71 73 59 59 4 1 4 256 39.0 39.0 60.0 1.736 1.736 7.687 39 39 39 39 60 60 1 1 1 257 53.6 62.2 60.0 15.633 1.985 8.794 51 56 61 63 60 60 13 1 13 258 20.5 67.6 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2.856 1.807 8.006 53 54 37 37 109 109 2 1 2 470 49.2 59.6 109.0 2.872 1.248 5.521 49 50 59 60 109 109 3 1 3 471 57.0 85.0 109.0 0.214 0.214 0.923 57 57 85 85 109 109 1 1 1 472 29.2 89.3 110.5 17.931 3.548 15.742 28 31 88 90 109 111 11 1 10 473 39.0 3.0 111.0 2.357 2.357 10.450 39 39 3 3 111 111 1 1 1 474 22.7 66.5 111.0 5.225 1.588 7.032 22 24 66 67 111 111 5 1 5 475 50.0 74.0 111.0 -0.456 -0.456 -2.057 50 50 74 74 111 111 1 1 1 476 38.4 74.0 112.0 2.307 1.334 5.903 38 39 74 74 112 112 2 1 2 477 86.0 75.0 113.0 1.335 1.335 5.905 86 86 75 75 113 113 1 1 1 478 85.0 34.0 114.0 1.016 1.016 4.489 85 85 34 34 114 114 1 1 1 479 10.3 38.4 114.0 4.107 2.595 11.509 10 11 38 39 114 114 3 1 3 480 87.0 55.0 114.0 1.890 1.890 8.375 87 87 55 55 114 114 1 1 1 481 58.0 59.0 114.0 1.068 1.068 4.719 58 58 59 59 114 114 1 1 1 482 11.0 26.0 115.0 2.310 2.310 10.242 11 11 26 26 115 115 1 1 1 483 33.0 55.0 115.0 1.776 1.776 7.865 33 33 55 55 115 115 1 1 1 484 15.0 90.9 115.0 2.111 1.817 8.050 15 15 90 91 115 115 2 1 2 485 36.3 9.4 116.0 7.929 2.903 12.877 36 37 9 10 116 116 3 1 3 486 30.3 17.7 116.0 6.301 2.267 10.048 30 31 17 18 116 116 4 1 4 487 3.2 36.0 116.0 1.541 1.822 8.071 2 3 36 36 116 116 2 1 2 488 98.0 75.0 116.0 2.998 2.998 13.300 98 98 75 75 116 116 1 1 1 489 63.3 82.2 116.0 8.374 2.790 12.373 63 64 81 83 116 116 6 1 6 490 72.1 85.0 116.0 2.494 2.266 10.043 72 73 85 85 116 116 2 1 2 491 57.5 87.5 116.0 6.103 1.796 7.954 57 58 87 88 116 116 4 1 4 492 4.0 91.0 116.6 1.861 1.057 4.668 4 4 91 91 116 117 2 2 1 493 58.2 1.7 117.0 8.661 2.589 11.481 56 59 1 2 117 117 7 1 7 494 78.0 4.5 117.0 4.966 2.491 11.043 78 78 4 5 117 117 2 1 2 495 68.0 9.0 117.0 2.522 2.522 11.182 68 68 9 9 117 117 1 1 1 496 81.0 11.8 117.0 1.778 2.125 9.420 81 81 12 13 117 117 2 1 2 497 24.7 63.0 117.0 3.814 2.807 12.449 24 25 63 63 117 117 2 1 2 498 2.0 79.7 117.0 3.534 2.244 9.948 2 3 79 80 117 117 4 1 4 499 93.0 3.5 118.0 2.968 1.623 7.184 93 93 3 4 118 118 2 1 2 500 93.5 9.2 119.4 11.263 2.800 12.417 93 94 8 10 118 125 6 1 5 501 60.2 70.4 118.9 5.196 1.895 8.397 58 61 70 71 118 123 6 1 6 502 7.1 90.6 118.0 10.760 2.548 11.299 6 8 90 92 118 118 7 1 7 503 10.8 10.0 119.0 2.515 1.957 8.672 10 11 10 10 119 119 2 1 2 504 89.0 40.0 119.0 1.042 1.042 4.603 89 89 40 40 119 119 1 1 1 505 39.6 41.3 119.0 4.094 2.847 12.626 39 40 41 42 119 119 4 1 4 506 87.0 64.6 119.0 5.248 3.357 14.894 87 87 64 65 119 119 2 1 2 507 27.6 85.0 120.0 5.183 2.877 12.760 27 28 85 85 120 120 2 1 2 508 74.7 20.4 121.0 10.570 2.710 12.017 74 75 18 22 121 121 8 1 8 509 43.0 87.0 121.0 0.831 0.831 3.667 43 43 87 87 121 121 1 1 1 510 8.0 32.0 122.0 2.119 2.119 9.389 8 8 32 32 122 122 1 1 1 511 52.3 51.6 122.0 4.353 2.396 10.621 52 53 51 52 122 122 3 1 3 512 63.7 56.3 122.0 10.579 2.216 9.823 62 65 55 57 122 122 8 1 8 513 91.6 90.6 122.0 3.815 2.431 10.778 91 92 90 91 122 122 2 1 2 514 52.4 8.7 123.0 9.522 2.209 9.790 51 54 8 10 123 123 7 1 7 515 71.0 96.0 123.0 1.851 1.851 8.199 71 71 96 96 123 123 1 1 1 516 4.3 21.8 124.0 8.634 3.471 15.402 4 5 20 23 124 124 4 1 4 517 9.0 37.0 124.0 0.398 0.398 1.742 9 9 37 37 124 124 1 1 1 518 44.0 44.0 124.0 2.875 2.875 12.754 44 44 44 44 124 124 1 1 1 519 28.8 44.3 124.0 6.015 2.902 12.872 28 29 44 45 124 124 4 1 4 520 95.0 45.8 124.0 3.716 2.847 12.625 95 95 45 46 124 124 2 1 2 521 53.5 66.2 124.0 6.925 3.560 15.799 53 54 66 67 124 124 3 1 3 522 15.4 93.3 124.0 5.580 3.095 13.728 15 16 93 94 124 124 3 1 3 523 24.0 40.0 125.0 1.813 1.813 8.031 24 24 40 40 125 125 1 1 1 524 35.0 75.0 125.0 3.271 3.271 14.513 35 35 75 75 125 125 1 1 1 525 47.5 22.5 126.0 2.926 1.552 6.870 47 48 22 23 126 126 2 1 2 526 78.6 40.3 126.0 5.031 1.763 7.807 78 79 40 41 126 126 3 1 3 527 16.2 56.0 126.0 3.814 2.957 13.116 16 17 56 56 126 126 2 1 2 528 68.0 83.6 126.0 2.640 1.611 7.134 68 68 83 84 126 126 2 1 2 529 23.4 92.0 126.0 3.051 1.494 6.614 22 24 92 92 126 126 3 1 3 530 40.5 93.4 126.0 14.337 2.947 13.073 38 43 92 94 126 126 9 1 9 531 10.3 56.6 127.0 8.338 2.846 12.625 10 11 56 58 127 127 5 1 5 532 19.7 60.4 127.0 5.798 2.087 9.251 19 20 60 61 127 127 3 1 3 533 73.0 97.0 127.0 3.622 3.622 16.073 73 73 97 97 127 127 1 1 1 534 78.8 97.1 127.0 10.401 2.356 10.444 78 80 96 98 127 127 8 1 8 # Duchamp completed: Thu Aug 29 10:22:26 2013