# Results of the Duchamp source finder v.1.6: Tue Apr 22 17:03:43 2014 # Executing statement: ./Duchamp-1.6 -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 27.5 6.0 0.0 2.958 1.552 6.981 27 28 6 6 0 0 2 1 2 2 86.0 18.0 0.0 2.066 2.066 9.300 86 86 18 18 0 0 1 1 1 3 85.0 71.0 0.0 2.423 2.423 10.906 85 85 71 71 0 0 1 1 1 4 5.2 85.2 0.0 4.262 2.110 9.497 5 6 84 86 0 0 4 1 4 5 33.9 92.5 2.8 6.821 2.108 9.486 33 35 91 93 0 4 6 1 6 6 83.0 9.0 1.0 0.971 0.971 4.363 83 83 9 9 1 1 1 1 1 7 8.8 54.8 1.0 3.038 2.293 10.322 8 9 54 55 1 1 2 1 2 8 96.4 85.6 1.0 1.452 0.933 4.195 96 97 85 86 1 1 2 1 2 9 67.0 9.0 2.0 2.480 2.480 11.164 67 67 9 9 2 2 1 1 1 10 56.0 43.3 2.0 3.965 2.684 12.081 56 56 43 44 2 2 2 1 2 11 71.0 72.0 2.0 1.987 1.987 8.942 71 71 72 72 2 2 1 1 1 12 10.6 3.7 3.0 9.361 3.633 16.359 10 11 3 5 3 3 5 1 5 13 32.3 15.4 3.0 4.878 1.807 8.132 32 33 15 16 3 3 3 1 3 14 62.0 22.0 3.0 2.161 2.161 9.725 62 62 22 22 3 3 1 1 1 15 45.0 51.0 3.0 0.758 0.758 3.407 45 45 51 51 3 3 1 1 1 16 25.0 55.4 3.0 2.472 1.445 6.499 25 25 55 56 3 3 2 1 2 17 35.0 10.0 4.0 0.774 0.774 3.475 35 35 10 10 4 4 1 1 1 18 21.5 41.7 4.0 4.009 1.944 8.746 21 22 41 42 4 4 3 1 3 19 16.9 50.0 4.0 4.561 2.345 10.553 16 17 49 51 4 4 4 1 4 20 36.0 57.0 4.0 0.658 0.658 2.956 36 36 57 57 4 4 1 1 1 21 28.3 72.8 4.0 3.312 1.570 7.063 28 29 72 73 4 4 3 1 3 22 15.2 77.7 6.2 7.145 2.333 10.501 14 16 77 79 4 11 5 1 5 23 68.0 86.0 4.0 1.157 1.157 5.204 68 68 86 86 4 4 1 1 1 24 95.0 90.0 4.0 0.666 0.666 2.991 95 95 90 90 4 4 1 1 1 25 46.1 15.4 5.0 4.390 2.114 9.513 46 47 15 16 5 5 4 1 4 26 92.0 23.0 5.0 0.024 0.024 0.097 92 92 23 23 5 5 1 1 1 27 24.9 25.0 20.7 1115.834 10.574 47.628 16 31 20 30 5 25 468 7 121 28 42.7 58.0 5.0 4.505 3.313 14.914 42 43 58 58 5 5 2 1 2 29 52.0 12.0 6.0 1.962 1.962 8.831 52 52 12 12 6 6 1 1 1 30 2.7 35.0 6.0 4.390 2.948 13.273 2 3 35 36 6 6 3 1 3 31 64.0 46.0 6.0 0.507 0.507 2.276 64 64 46 46 6 6 1 1 1 32 16.0 68.0 6.0 1.058 1.058 4.758 16 16 68 68 6 6 1 1 1 33 41.0 90.9 6.0 2.187 1.963 8.834 41 41 90 91 6 6 2 1 2 34 8.0 38.0 7.0 3.417 3.417 15.386 8 8 38 38 7 7 1 1 1 35 56.0 48.0 7.0 1.181 1.181 5.312 56 56 48 48 7 7 1 1 1 36 51.0 59.0 7.0 0.756 0.756 3.398 51 51 59 59 7 7 1 1 1 37 61.6 62.3 7.0 14.653 3.223 14.512 60 63 61 64 7 7 9 1 9 38 61.7 68.1 7.0 6.787 3.013 13.562 61 62 67 69 7 7 4 1 4 39 94.0 72.0 7.0 -0.048 -0.048 -0.228 94 94 72 72 7 7 1 1 1 40 79.2 9.2 8.0 4.622 1.700 7.649 78 80 9 10 8 8 4 1 4 41 25.0 17.0 8.0 1.798 1.798 8.090 25 25 17 17 8 8 1 1 1 42 10.0 22.0 8.0 1.218 1.218 5.479 10 10 22 22 8 8 1 1 1 43 28.0 48.0 8.0 1.356 1.356 6.098 28 28 48 48 8 8 1 1 1 44 53.0 8.6 9.0 2.411 1.361 6.123 53 53 8 9 9 9 2 1 2 45 92.0 71.0 9.0 0.550 0.550 2.470 92 92 71 71 9 9 1 1 1 46 17.5 83.5 9.0 4.299 2.305 10.374 17 18 83 84 9 9 2 1 2 47 65.3 83.7 9.0 3.954 2.470 11.119 64 66 83 84 9 9 3 1 3 48 41.0 98.0 9.0 1.129 1.129 5.077 41 41 98 98 9 9 1 1 1 49 38.1 13.8 10.0 10.569 2.099 9.446 37 39 13 15 10 10 6 1 6 50 75.0 31.0 10.0 2.236 2.236 10.066 75 75 31 31 10 10 1 1 1 51 17.0 70.0 10.0 2.696 2.696 12.138 17 17 70 70 10 10 1 1 1 52 8.1 77.6 10.0 2.909 1.661 7.472 8 9 77 78 10 10 3 1 3 53 27.4 85.2 13.9 8.047 1.988 8.945 27 28 84 86 10 15 5 1 5 54 15.4 15.7 11.0 1.836 1.040 4.674 15 16 15 16 11 11 3 1 3 55 62.5 29.9 11.0 7.158 2.128 9.579 62 63 29 31 11 11 5 1 5 56 59.0 64.0 11.0 2.326 2.326 10.469 59 59 64 64 11 11 1 1 1 57 43.5 69.0 11.0 4.722 2.389 10.753 43 44 69 69 11 11 2 1 2 58 10.0 74.0 11.0 1.160 1.160 5.216 10 10 74 74 11 11 1 1 1 59 92.0 39.7 12.0 3.759 2.586 11.640 92 92 39 40 12 12 2 1 2 60 38.6 62.9 12.0 3.611 1.732 7.795 38 39 62 63 12 12 3 1 3 61 56.5 71.5 12.0 4.390 2.225 10.014 56 57 71 72 12 12 2 1 2 62 49.2 17.5 13.0 5.087 2.709 12.195 49 50 17 18 13 13 3 1 3 63 25.4 24.9 17.4 311.800 7.603 34.245 21 30 21 29 13 18 172 3 73 64 73.7 23.5 13.0 8.040 3.147 14.166 73 75 23 24 13 13 5 1 5 65 83.8 26.5 13.0 10.459 2.362 10.633 83 85 25 29 13 13 8 1 8 66 59.2 32.9 13.0 8.632 2.910 13.100 58 60 32 34 13 13 6 1 6 67 49.3 87.5 13.0 8.152 1.909 8.591 48 50 86 88 13 13 7 1 7 68 59.0 1.0 14.0 0.683 0.683 3.066 59 59 1 1 14 14 1 1 1 69 47.8 81.0 14.0 4.306 3.392 15.271 47 48 81 81 14 14 2 1 2 70 93.0 12.0 15.0 0.921 0.921 4.141 93 93 12 12 15 15 1 1 1 71 55.4 11.8 15.0 4.714 1.760 7.919 55 56 11 13 15 15 5 1 5 72 30.0 25.0 15.0 1.636 1.636 7.361 30 30 25 25 15 15 1 1 1 73 56.2 40.7 15.0 3.252 1.604 7.218 56 57 40 41 15 15 3 1 3 74 27.1 43.1 18.5 7.981 2.430 10.939 26 28 42 44 15 20 5 1 5 75 63.0 66.0 15.0 3.005 3.005 13.528 63 63 66 66 15 15 1 1 1 76 82.0 77.0 15.0 1.749 1.749 7.869 82 82 77 77 15 15 1 1 1 77 32.8 56.7 16.0 2.032 2.463 11.085 33 34 56 57 16 16 3 1 3 78 54.0 62.0 16.0 2.768 2.768 12.461 54 54 62 62 16 16 1 1 1 79 67.5 90.1 16.0 4.680 2.451 11.033 67 69 90 91 16 16 4 1 4 80 75.0 1.0 17.0 2.281 2.281 10.265 75 75 1 1 17 17 1 1 1 81 80.1 10.5 19.0 14.075 3.345 15.059 78 82 9 12 17 22 10 1 10 82 6.0 79.0 17.0 2.694 2.694 12.128 6 6 79 79 17 17 1 1 1 83 1.0 94.0 17.0 1.993 1.993 8.969 1 1 94 94 17 17 1 1 1 84 70.0 96.6 17.0 4.497 2.836 12.767 70 70 96 97 17 17 2 1 2 85 43.1 26.6 18.0 6.362 1.656 7.452 42 44 26 27 18 18 5 1 5 86 1.0 44.0 18.0 0.728 0.728 3.268 1 1 44 44 18 18 1 1 1 87 8.5 71.8 18.0 4.183 2.161 9.727 8 9 71 72 18 18 3 1 3 88 93.0 74.0 18.0 2.781 2.781 12.518 93 93 74 74 18 18 1 1 1 89 58.9 78.2 18.0 11.843 2.588 11.648 57 61 78 79 18 18 7 1 7 90 23.0 88.2 18.0 1.945 1.593 7.168 23 23 88 89 18 18 2 1 2 91 5.4 97.7 18.0 5.331 3.072 13.829 5 6 97 98 18 18 3 1 3 92 53.0 23.5 19.0 3.231 1.700 7.648 53 53 23 24 19 19 2 1 2 93 15.1 75.7 19.0 7.629 2.590 11.659 14 16 74 76 19 19 7 1 7 94 96.0 98.0 19.0 2.892 2.892 13.019 96 96 98 98 19 19 1 1 1 95 25.3 57.4 20.0 2.957 1.168 5.254 25 26 57 58 20 20 3 1 3 96 5.0 75.6 20.0 2.093 1.297 5.833 5 5 75 76 20 20 2 1 2 97 83.0 90.0 20.0 0.378 0.378 1.693 83 83 90 90 20 20 1 1 1 98 79.5 96.3 20.0 8.670 3.679 16.565 79 80 96 97 20 20 4 1 4 99 30.0 18.0 21.0 1.258 1.258 5.656 30 30 18 18 21 21 1 1 1 100 61.0 31.0 21.0 1.596 1.596 7.180 61 61 31 31 21 21 1 1 1 101 20.3 50.6 21.0 6.809 2.923 13.157 20 21 50 51 21 21 4 1 4 102 67.8 53.2 23.8 11.540 4.410 19.857 66 69 52 54 21 30 8 1 6 103 88.0 63.0 21.0 1.344 1.344 6.044 88 88 63 63 21 21 1 1 1 104 82.9 70.6 21.0 3.220 1.541 6.931 82 83 70 71 21 21 3 1 3 105 18.5 93.9 21.0 11.243 2.664 11.994 17 20 93 95 21 21 6 1 6 106 91.0 41.0 22.0 2.767 2.767 12.457 91 91 41 41 22 22 1 1 1 107 1.0 18.0 23.0 1.230 1.230 5.533 1 1 18 18 23 23 1 1 1 108 81.5 30.4 23.0 6.560 2.344 10.548 81 82 30 31 23 23 4 1 4 109 74.0 39.0 23.0 0.721 0.721 3.237 74 74 39 39 23 23 1 1 1 110 77.0 73.4 23.0 3.006 1.705 7.672 77 77 73 74 23 23 2 1 2 111 29.7 88.4 23.6 5.649 1.859 8.367 29 31 88 89 23 24 5 2 5 112 2.8 12.7 24.0 5.188 2.657 11.961 2 3 12 13 24 24 3 1 3 113 62.0 14.0 24.0 2.500 2.500 11.254 62 62 14 14 24 24 1 1 1 114 80.4 15.5 24.0 8.237 3.015 13.572 80 81 15 16 24 24 4 1 4 115 91.8 50.0 24.0 3.127 2.410 10.847 91 92 50 50 24 24 2 1 2 116 32.4 52.6 24.1 5.600 2.501 11.258 32 33 52 53 24 25 4 2 3 117 49.0 57.7 24.0 3.182 2.110 9.495 49 49 57 58 24 24 2 1 2 118 73.0 71.0 24.0 1.056 1.056 4.749 73 73 71 71 24 24 1 1 1 119 38.0 51.0 25.0 1.357 1.357 6.104 38 38 51 51 25 25 1 1 1 120 17.0 55.2 25.0 2.390 2.019 9.084 17 17 55 56 25 25 2 1 2 121 79.0 60.0 25.0 1.672 1.672 7.522 79 79 60 60 25 25 1 1 1 122 30.0 4.0 26.0 1.253 1.253 5.636 30 30 4 4 26 26 1 1 1 123 97.8 10.7 26.0 5.388 3.069 13.815 97 98 10 11 26 26 4 1 4 124 19.0 13.0 26.0 -0.749 -0.749 -3.384 19 19 13 13 26 26 1 1 1 125 42.5 33.0 26.0 4.452 2.326 10.469 42 43 33 33 26 26 2 1 2 126 29.5 36.2 26.0 4.705 2.199 9.897 29 30 36 37 26 26 3 1 3 127 71.0 72.0 26.0 1.586 1.586 7.134 71 71 72 72 26 26 1 1 1 128 7.9 23.5 27.5 14.056 2.612 11.758 5 11 23 24 27 28 13 2 13 129 95.9 27.8 27.0 9.304 2.763 12.437 95 97 27 29 27 27 6 1 6 130 7.0 41.0 27.0 3.323 3.323 14.959 7 7 41 41 27 27 1 1 1 131 14.7 46.5 27.0 5.545 2.157 9.709 14 15 46 47 27 27 4 1 4 132 68.0 72.0 27.0 0.663 0.663 2.979 68 68 72 72 27 27 1 1 1 133 75.0 82.0 27.0 1.745 1.745 7.851 75 75 82 82 27 27 1 1 1 134 23.0 94.0 27.0 2.345 2.345 10.556 23 23 94 94 27 27 1 1 1 135 13.0 1.5 28.0 1.417 0.737 3.312 13 13 1 2 28 28 2 1 2 136 66.0 39.0 28.0 1.769 1.769 7.960 66 66 39 39 28 28 1 1 1 137 46.0 40.0 28.0 1.401 1.401 6.302 46 46 40 40 28 28 1 1 1 138 32.7 43.9 28.0 12.043 3.569 16.069 31 34 43 45 28 28 10 1 10 139 60.0 49.0 28.0 1.367 1.367 6.148 60 60 49 49 28 28 1 1 1 140 87.0 91.4 28.0 3.508 2.056 9.254 87 87 91 92 28 28 2 1 2 141 47.8 29.2 29.0 6.391 2.411 10.851 47 49 28 30 29 29 6 1 6 142 82.0 36.0 29.0 1.414 1.414 6.361 82 82 36 36 29 29 1 1 1 143 58.0 50.0 29.0 1.171 1.171 5.264 58 58 50 50 29 29 1 1 1 144 68.0 63.0 29.0 1.076 1.076 4.839 68 68 63 63 29 29 1 1 1 145 52.3 97.4 29.0 6.911 2.889 13.006 52 53 97 98 29 29 4 1 4 146 42.6 12.7 31.4 11.976 2.214 9.966 41 44 11 13 30 34 8 1 7 147 94.0 33.8 32.9 18.817 2.990 13.459 93 96 32 36 30 35 14 1 13 148 89.0 63.5 30.0 2.443 1.336 6.008 89 89 63 64 30 30 2 1 2 149 87.0 71.0 30.0 0.284 0.284 1.270 87 87 71 71 30 30 1 1 1 150 15.0 90.0 30.0 3.120 3.120 14.048 15 15 90 90 30 30 1 1 1 151 67.0 20.0 31.0 0.522 0.522 2.340 67 67 20 20 31 31 1 1 1 152 47.0 24.0 31.0 0.240 0.240 1.071 47 47 24 24 31 31 1 1 1 153 23.1 47.2 31.0 9.302 3.496 15.739 22 24 47 48 31 31 4 1 4 154 85.0 55.0 31.0 0.905 0.905 4.069 85 85 55 55 31 31 1 1 1 155 54.4 57.0 31.0 3.514 1.933 8.699 54 55 57 57 31 31 2 1 2 156 94.0 71.0 31.0 0.798 0.798 3.586 94 94 71 71 31 31 1 1 1 157 42.0 88.1 31.0 3.983 3.398 15.299 42 42 88 89 31 31 2 1 2 158 17.1 93.7 31.0 4.804 3.139 14.131 16 17 93 94 31 31 3 1 3 159 89.4 9.6 32.0 6.413 3.030 13.642 89 90 9 10 32 32 4 1 4 160 90.0 33.9 32.0 3.660 1.625 7.309 90 90 33 35 32 32 3 1 3 161 61.1 38.3 32.0 3.620 2.205 9.925 61 62 38 39 32 32 3 1 3 162 36.9 58.3 32.0 6.288 3.594 16.182 36 37 58 59 32 32 3 1 3 163 48.7 73.4 32.0 5.374 1.829 8.230 48 49 72 74 32 32 4 1 4 164 98.0 19.4 33.0 5.421 3.001 13.509 98 98 19 20 33 33 2 1 2 165 78.1 42.9 33.0 1.921 1.783 8.022 78 79 42 43 33 33 3 1 3 166 21.0 49.0 33.0 1.581 1.581 7.113 21 21 49 49 33 33 1 1 1 167 41.0 76.7 33.0 2.569 1.899 8.547 39 41 76 77 33 33 3 1 3 168 8.0 78.0 33.0 1.174 1.174 5.278 8 8 78 78 33 33 1 1 1 169 93.6 86.0 33.0 2.924 1.825 8.213 93 94 86 86 33 33 2 1 2 170 30.0 96.0 33.0 2.292 2.292 10.317 30 30 96 96 33 33 1 1 1 171 57.7 95.3 33.0 4.656 3.255 14.654 57 59 95 96 33 33 5 1 5 172 73.3 4.7 34.0 4.150 2.046 9.207 73 75 4 5 34 34 5 1 5 173 74.4 9.6 34.0 5.174 2.445 11.007 74 75 9 11 34 34 4 1 4 174 21.2 31.4 34.0 2.945 1.624 7.307 21 22 31 32 34 34 3 1 3 175 86.4 60.2 37.7 10.318 3.211 14.457 84 89 60 61 34 40 9 1 8 176 5.0 62.6 34.0 2.174 1.329 5.979 5 5 62 63 34 34 2 1 2 177 9.0 83.0 34.0 1.774 1.774 7.982 9 9 83 83 34 34 1 1 1 178 35.0 2.0 35.0 1.272 1.272 5.722 35 35 2 2 35 35 1 1 1 179 64.3 3.7 35.0 3.934 2.580 11.612 64 65 3 4 35 35 2 1 2 180 70.0 5.0 35.0 3.249 3.249 14.626 70 70 5 5 35 35 1 1 1 181 77.7 15.0 37.5 11.451 3.344 15.054 77 79 14 17 35 39 7 1 7 182 40.0 30.0 35.0 1.129 1.129 5.076 40 40 30 30 35 35 1 1 1 183 7.2 32.2 35.0 6.452 2.411 10.851 7 8 31 33 35 35 4 1 4 184 93.5 46.0 35.0 4.603 2.387 10.743 93 95 46 46 35 35 3 1 3 185 79.0 56.0 35.0 1.060 1.060 4.765 79 79 56 56 35 35 1 1 1 186 66.8 92.7 35.0 5.960 2.398 10.795 66 67 92 93 35 35 4 1 4 187 30.6 5.0 36.0 7.159 2.361 10.626 30 31 4 6 36 36 5 1 5 188 20.0 17.1 36.0 3.211 2.986 13.441 20 20 17 18 36 36 2 1 2 189 75.0 24.9 41.9 1358.469 10.546 47.500 68 81 20 30 36 53 583 9 105 190 81.1 58.0 36.0 2.231 1.910 8.596 81 82 58 58 36 36 2 1 2 191 66.5 82.5 36.0 5.219 1.598 7.190 66 67 82 83 36 36 4 1 4 192 37.0 27.0 37.0 3.795 3.795 17.087 37 37 27 27 37 37 1 1 1 193 73.0 50.7 37.0 3.979 2.676 12.044 73 74 50 51 37 37 3 1 3 194 41.0 64.0 37.0 2.665 2.665 11.998 41 41 64 64 37 37 1 1 1 195 62.0 73.0 37.0 2.590 2.590 11.657 62 62 73 73 37 37 1 1 1 196 38.6 96.6 37.0 4.681 2.303 10.364 38 39 96 97 37 37 4 1 4 197 43.0 28.0 38.0 2.699 2.699 12.149 43 43 28 28 38 38 1 1 1 198 87.0 95.2 40.1 7.151 2.474 11.134 86 88 93 97 38 44 7 1 7 199 3.6 2.2 39.0 8.569 1.676 7.539 3 4 1 4 39 39 7 1 7 200 35.0 29.3 39.0 3.556 2.625 11.817 35 35 29 30 39 39 2 1 2 201 78.3 76.4 39.4 6.527 2.892 13.021 78 79 76 77 39 40 3 2 3 202 39.7 16.0 40.0 5.231 3.442 15.495 39 40 16 16 40 40 2 1 2 203 1.6 24.6 40.0 6.946 2.619 11.788 1 2 24 25 40 40 4 1 4 204 8.0 26.3 40.0 3.799 2.470 11.119 8 8 26 27 40 40 2 1 2 205 48.2 41.7 40.0 5.048 2.401 10.809 48 49 41 42 40 40 3 1 3 206 40.2 57.4 40.0 5.186 3.000 13.507 39 41 57 58 40 40 4 1 4 207 83.1 45.5 41.0 5.175 3.033 13.654 82 83 45 46 41 41 4 1 4 208 31.5 55.0 41.0 2.475 1.348 6.062 31 32 55 55 41 41 2 1 2 209 43.5 96.6 41.0 6.108 2.103 9.464 43 44 96 97 41 41 4 1 4 210 19.0 1.0 42.0 1.396 1.396 6.277 19 19 1 1 42 42 1 1 1 211 48.0 10.7 42.0 4.486 3.180 14.317 48 48 10 11 42 42 2 1 2 212 61.5 26.2 42.0 3.558 1.618 7.280 61 62 26 27 42 42 3 1 3 213 68.0 50.0 42.0 3.485 3.485 15.689 68 68 50 50 42 42 1 1 1 214 98.3 53.6 42.0 4.540 1.799 8.094 98 99 53 54 42 42 3 1 3 215 72.2 64.5 42.0 6.427 2.288 10.297 71 73 64 65 42 42 4 1 4 216 59.1 32.0 43.0 2.202 2.441 10.989 58 59 32 32 43 43 2 1 2 217 10.0 70.0 43.0 2.212 2.212 9.957 10 10 70 70 43 43 1 1 1 218 67.1 85.7 43.0 8.724 3.321 14.953 67 68 85 87 43 43 6 1 6 219 57.0 77.0 44.0 1.609 1.609 7.241 57 57 77 77 44 44 1 1 1 220 44.0 20.0 45.0 1.704 1.704 7.667 44 44 20 20 45 45 1 1 1 221 56.0 20.0 45.0 2.648 2.648 11.921 56 56 20 20 45 45 1 1 1 222 47.0 23.0 45.0 3.525 3.525 15.869 47 47 23 23 45 45 1 1 1 223 81.4 94.0 45.0 2.781 1.791 8.059 81 82 94 94 45 45 2 1 2 224 59.4 97.3 45.0 12.045 2.381 10.717 58 60 96 99 45 45 9 1 9 225 88.8 10.5 46.0 5.779 3.235 14.565 88 89 10 11 46 46 4 1 4 226 24.4 19.4 46.0 5.216 2.124 9.559 24 25 19 20 46 46 3 1 3 227 31.0 27.0 46.0 1.883 1.883 8.475 31 31 27 27 46 46 1 1 1 228 84.3 37.7 46.0 7.030 3.390 15.262 84 85 37 38 46 46 4 1 4 229 34.4 56.7 46.0 5.143 3.031 13.644 34 35 56 57 46 46 3 1 3 230 13.0 83.0 46.0 0.616 0.616 2.766 13 13 83 83 46 46 1 1 1 231 74.5 90.2 47.4 8.230 2.367 10.652 74 75 89 91 46 48 4 1 4 232 24.6 89.3 46.0 8.826 3.288 14.803 24 25 89 90 46 46 4 1 4 233 80.6 10.0 47.0 4.478 2.531 11.392 80 81 10 10 47 47 2 1 2 234 33.3 30.5 49.9 7.372 3.150 14.180 32 34 30 32 47 51 6 1 6 235 14.0 55.0 47.0 2.115 2.115 9.518 14 14 55 55 47 47 1 1 1 236 11.2 65.0 47.0 2.756 2.119 9.537 11 12 65 65 47 47 2 1 2 237 45.3 76.7 47.0 12.533 4.136 18.623 44 46 75 78 47 47 7 1 7 238 94.0 2.0 48.0 2.039 2.039 9.176 94 94 2 2 48 48 1 1 1 239 73.0 45.0 48.0 2.251 2.251 10.134 73 73 45 45 48 48 1 1 1 240 17.5 66.3 48.0 3.540 1.717 7.727 17 18 66 67 48 48 3 1 3 241 18.0 84.3 52.6 8.077 2.705 12.176 18 18 83 85 48 54 4 1 3 242 73.0 85.0 48.0 1.682 1.682 7.569 73 73 85 85 48 48 1 1 1 243 29.8 17.6 49.0 4.936 2.100 9.453 29 30 17 18 49 49 3 1 3 244 41.0 24.3 49.0 6.269 2.600 11.702 41 41 23 26 49 49 4 1 4 245 6.7 49.1 49.0 5.475 2.403 10.818 6 8 49 50 49 49 4 1 4 246 73.2 54.5 49.0 2.351 1.270 5.712 73 74 54 55 49 49 3 1 3 247 87.0 70.4 49.0 10.103 3.133 14.104 86 88 70 71 49 49 6 1 6 248 42.0 75.0 49.0 2.843 2.843 12.797 42 42 75 75 49 49 1 1 1 249 67.8 78.3 49.0 9.544 3.039 13.680 67 69 78 79 49 49 5 1 5 250 65.3 3.7 50.0 4.246 1.722 7.746 65 66 3 4 50 50 4 1 4 251 36.0 51.0 50.0 2.009 2.009 9.041 36 36 51 51 50 50 1 1 1 252 35.0 91.0 50.0 9.740 2.737 12.320 34 36 90 92 50 50 5 1 5 253 3.9 9.2 51.0 3.249 3.095 13.934 4 5 9 10 51 51 3 1 3 254 68.9 43.8 51.6 12.855 2.888 13.000 67 71 42 45 51 54 11 1 11 255 86.8 44.2 51.0 2.028 1.651 7.427 86 87 44 45 51 51 2 1 2 256 8.3 55.5 51.0 6.900 2.236 10.064 7 9 55 56 51 51 5 1 5 257 52.0 70.8 51.0 3.149 2.373 10.681 52 52 70 71 51 51 2 1 2 258 59.0 93.0 51.0 2.175 2.175 9.790 59 59 93 93 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51 36 38 100 100 5 1 5 504 76.6 52.2 103.7 13.562 2.648 11.919 75 78 50 54 100 107 11 1 11 505 6.0 77.0 100.0 1.437 1.437 6.464 6 6 77 77 100 100 1 1 1 506 24.0 84.5 100.0 1.930 0.982 4.413 24 24 84 85 100 100 2 1 2 507 9.4 86.0 100.0 2.859 1.751 7.877 9 10 86 86 100 100 2 1 2 508 58.0 10.0 101.0 1.825 1.825 8.213 58 58 10 10 101 101 1 1 1 509 54.6 82.4 101.0 7.381 3.158 14.218 54 55 82 83 101 101 3 1 3 510 28.7 84.6 101.0 4.441 1.928 8.675 28 29 84 85 101 101 3 1 3 511 49.0 4.0 102.0 1.243 1.243 5.591 49 49 4 4 102 102 1 1 1 512 30.0 8.0 102.0 2.867 2.867 12.905 30 30 8 8 102 102 1 1 1 513 80.2 8.6 102.0 4.508 1.928 8.676 80 81 8 9 102 102 3 1 3 514 99.0 20.0 102.0 3.392 3.392 15.271 99 99 20 20 102 102 1 1 1 515 33.5 4.4 103.0 7.076 2.251 10.133 33 34 4 5 103 103 4 1 4 516 10.0 12.0 103.0 0.821 0.821 3.688 10 10 12 12 103 103 1 1 1 517 73.7 16.6 103.0 3.247 2.117 9.528 73 74 16 17 103 103 3 1 3 518 76.0 22.0 103.0 1.059 1.059 4.762 76 76 22 22 103 103 1 1 1 519 26.0 58.0 103.0 1.157 1.157 5.203 26 26 58 58 103 103 1 1 1 520 73.0 74.5 103.0 5.800 2.970 13.370 73 73 74 75 103 103 2 1 2 521 21.0 90.0 103.0 1.923 1.923 8.652 21 21 90 90 103 103 1 1 1 522 15.0 14.0 104.0 1.688 1.688 7.594 15 15 14 14 104 104 1 1 1 523 61.6 33.0 104.0 3.650 2.143 9.646 61 62 33 33 104 104 2 1 2 524 26.0 35.0 104.0 2.620 2.620 11.792 26 26 35 35 104 104 1 1 1 525 14.0 41.0 104.0 0.394 0.394 1.763 14 14 41 41 104 104 1 1 1 526 90.0 80.0 104.0 1.324 1.324 5.954 90 90 80 80 104 104 1 1 1 527 66.0 1.0 105.0 2.136 2.136 9.613 66 66 1 1 105 105 1 1 1 528 16.5 24.0 105.0 2.217 1.206 5.424 16 17 24 24 105 105 2 1 2 529 27.0 41.4 105.0 4.509 2.657 11.961 27 28 41 42 105 105 3 1 3 530 24.4 45.4 105.0 3.234 1.387 6.239 24 25 45 46 105 105 3 1 3 531 13.2 39.0 106.0 4.308 3.321 14.953 13 14 39 39 106 106 2 1 2 532 24.8 93.0 106.0 1.978 1.575 7.085 24 25 93 93 106 106 2 1 2 533 18.0 94.3 106.0 4.167 2.713 12.214 18 18 94 95 106 106 2 1 2 534 79.7 12.6 107.0 8.147 3.207 14.438 79 80 12 13 107 107 3 1 3 535 96.5 15.0 107.0 1.874 0.982 4.413 96 97 15 15 107 107 2 1 2 536 13.8 63.2 107.0 6.168 2.543 11.446 13 14 62 65 107 107 6 1 6 537 8.0 7.0 108.0 2.534 2.534 11.406 8 8 7 7 108 108 1 1 1 538 20.3 32.4 108.0 8.090 3.153 14.194 20 21 32 33 108 108 4 1 4 539 8.5 78.7 108.0 5.305 1.889 8.502 8 9 78 79 108 108 4 1 4 540 6.8 90.4 108.0 5.899 3.351 15.089 6 7 90 91 108 108 3 1 3 541 24.0 98.5 108.0 2.724 1.435 6.455 24 24 98 99 108 108 2 1 2 542 37.0 7.0 109.0 0.103 0.103 0.453 37 37 7 7 109 109 1 1 1 543 72.0 11.7 109.0 5.408 2.847 12.817 72 72 11 13 109 109 3 1 3 544 81.7 26.0 109.0 4.984 3.447 15.520 81 82 26 26 109 109 2 1 2 545 53.4 37.0 109.0 2.856 1.807 8.133 53 54 37 37 109 109 2 1 2 546 49.2 59.6 109.0 2.872 1.248 5.614 49 50 59 60 109 109 3 1 3 547 57.0 85.0 109.0 0.214 0.214 0.954 57 57 85 85 109 109 1 1 1 548 29.3 89.3 110.6 18.663 3.548 15.973 28 31 88 90 109 111 12 1 11 549 75.0 5.0 110.0 -0.136 -0.136 -0.625 75 75 5 5 110 110 1 1 1 550 70.0 50.0 110.0 2.801 2.801 12.611 70 70 50 50 110 110 1 1 1 551 38.6 3.0 111.0 3.662 2.357 10.609 38 39 3 3 111 111 2 1 2 552 76.0 22.9 111.0 1.781 1.945 8.755 76 76 23 24 111 111 2 1 2 553 70.0 39.0 111.0 2.467 2.467 11.103 70 70 39 39 111 111 1 1 1 554 79.0 55.0 111.0 1.023 1.023 4.598 79 79 55 55 111 111 1 1 1 555 22.8 66.7 111.0 6.019 1.588 7.146 22 24 66 68 111 111 6 1 6 556 81.0 69.0 111.0 1.550 1.550 6.974 81 81 69 69 111 111 1 1 1 557 50.0 74.0 111.0 -0.456 -0.456 -2.066 50 50 74 74 111 111 1 1 1 558 64.0 1.0 112.0 0.586 0.586 2.631 64 64 1 1 112 112 1 1 1 559 38.4 74.0 112.0 2.307 1.334 6.001 38 39 74 74 112 112 2 1 2 560 42.0 93.0 112.0 3.032 3.032 13.650 42 42 93 93 112 112 1 1 1 561 86.0 75.0 113.0 1.335 1.335 6.003 86 86 75 75 113 113 1 1 1 562 78.0 96.0 113.0 1.139 1.139 5.121 78 78 96 96 113 113 1 1 1 563 85.0 33.3 114.0 2.987 1.971 8.870 85 85 33 34 114 114 2 1 2 564 10.3 38.4 114.0 4.107 2.595 11.683 10 11 38 39 114 114 3 1 3 565 87.0 55.0 114.0 1.890 1.890 8.507 87 87 55 55 114 114 1 1 1 566 58.0 59.0 114.0 1.068 1.068 4.802 58 58 59 59 114 114 1 1 1 567 11.5 26.0 115.0 4.400 2.310 10.399 11 12 26 26 115 115 2 1 2 568 31.9 55.0 115.0 0.851 1.776 7.990 33 34 55 55 115 115 2 1 2 569 89.0 66.0 115.0 1.597 1.597 7.186 89 89 66 66 115 115 1 1 1 570 15.0 90.9 115.0 2.111 1.817 8.177 15 15 90 91 115 115 2 1 2 571 36.3 9.4 116.0 7.929 2.903 13.069 36 37 9 10 116 116 3 1 3 572 30.3 17.7 116.0 6.301 2.267 10.202 30 31 17 18 116 116 4 1 4 573 3.1 36.5 116.0 2.858 1.822 8.199 2 3 36 37 116 116 3 1 3 574 79.0 42.0 116.0 1.891 1.891 8.509 79 79 42 42 116 116 1 1 1 575 98.0 75.0 116.0 2.998 2.998 13.498 98 98 75 75 116 116 1 1 1 576 63.3 82.2 116.0 8.374 2.790 12.558 63 64 81 83 116 116 6 1 6 577 72.1 85.0 116.0 2.472 2.256 10.153 72 73 85 85 116 116 2 1 2 578 57.4 87.8 116.0 7.574 1.796 8.080 57 58 87 89 116 116 5 1 5 579 4.0 90.6 116.7 2.928 1.067 4.796 4 4 90 91 116 117 3 2 2 580 58.2 1.7 117.0 8.661 2.589 11.655 56 59 1 2 117 117 7 1 7 581 78.0 4.5 117.0 4.966 2.491 11.211 78 78 4 5 117 117 2 1 2 582 68.0 9.0 117.0 2.522 2.522 11.351 68 68 9 9 117 117 1 1 1 583 81.0 11.8 117.0 1.778 2.125 9.565 81 81 12 13 117 117 2 1 2 584 24.7 63.0 117.0 3.814 2.807 12.635 24 25 63 63 117 117 2 1 2 585 2.0 79.7 117.0 3.534 2.244 10.101 2 3 79 80 117 117 4 1 4 586 74.5 83.9 118.5 12.183 3.115 14.023 73 76 82 86 117 122 9 1 9 587 93.1 3.9 118.0 4.455 1.623 7.300 93 94 3 5 118 118 4 1 4 588 93.5 9.2 119.4 11.263 2.800 12.603 93 94 8 10 118 125 6 1 5 589 8.0 11.0 118.0 1.836 1.836 8.261 8 8 11 11 118 118 1 1 1 590 59.0 23.0 118.0 1.990 1.990 8.954 59 59 23 23 118 118 1 1 1 591 48.0 27.0 118.0 1.877 1.877 8.444 48 48 27 27 118 118 1 1 1 592 60.1 70.5 119.6 6.145 1.895 8.529 58 61 70 71 118 123 7 1 7 593 7.1 90.6 118.0 10.760 2.548 11.470 6 8 90 92 118 118 7 1 7 594 10.8 10.0 119.0 2.515 1.957 8.807 10 11 10 10 119 119 2 1 2 595 59.4 12.0 119.0 3.989 2.584 11.630 59 60 12 12 119 119 2 1 2 596 89.0 40.0 119.0 1.042 1.042 4.684 89 89 40 40 119 119 1 1 1 597 39.6 41.3 119.0 4.094 2.847 12.815 39 40 41 42 119 119 4 1 4 598 87.3 64.5 119.0 7.074 3.357 15.114 87 88 64 65 119 119 3 1 3 599 1.0 74.0 119.0 1.833 1.833 8.247 1 1 74 74 119 119 1 1 1 600 65.9 98.0 119.0 2.974 2.570 11.569 65 66 98 98 119 119 2 1 2 601 27.6 85.0 120.0 5.183 2.877 12.951 27 28 85 85 120 120 2 1 2 602 74.7 20.4 121.0 10.570 2.710 12.198 74 75 18 22 121 121 8 1 8 603 43.0 87.0 121.0 0.831 0.831 3.736 43 43 87 87 121 121 1 1 1 604 8.0 32.0 122.0 2.119 2.119 9.534 8 8 32 32 122 122 1 1 1 605 52.3 51.6 122.0 4.353 2.396 10.783 52 53 51 52 122 122 3 1 3 606 63.7 56.4 122.0 14.130 2.216 9.975 61 66 55 57 122 122 11 1 11 607 91.4 90.8 122.0 5.650 2.431 10.943 91 92 90 91 122 122 3 1 3 608 52.4 8.7 123.0 9.522 2.209 9.941 51 54 8 10 123 123 7 1 7 609 71.0 96.0 123.0 1.851 1.851 8.329 71 71 96 96 123 123 1 1 1 610 4.3 21.8 124.0 8.634 3.471 15.629 4 5 20 23 124 124 4 1 4 611 14.0 29.0 124.0 2.144 2.144 9.649 14 14 29 29 124 124 1 1 1 612 9.5 36.6 124.0 5.911 3.052 13.738 9 10 36 37 124 124 3 1 3 613 44.0 44.0 124.0 2.875 2.875 12.945 44 44 44 44 124 124 1 1 1 614 28.8 44.3 124.0 6.015 2.902 13.064 28 29 44 45 124 124 4 1 4 615 95.0 45.8 124.0 3.716 2.847 12.814 95 95 45 46 124 124 2 1 2 616 53.5 66.2 124.0 6.925 3.560 16.031 53 54 66 67 124 124 3 1 3 617 15.4 93.3 124.0 5.580 3.095 13.932 15 16 93 94 124 124 3 1 3 618 24.0 40.0 125.0 1.813 1.813 8.158 24 24 40 40 125 125 1 1 1 619 34.8 75.0 125.0 4.266 3.271 14.727 34 35 75 75 125 125 2 1 2 620 59.0 75.0 125.0 2.135 2.135 9.607 59 59 75 75 125 125 1 1 1 621 47.5 22.5 126.0 2.926 1.552 6.981 47 48 22 23 126 126 2 1 2 622 79.1 40.2 126.0 7.152 2.121 9.546 78 80 40 41 126 126 4 1 4 623 16.2 56.0 126.0 3.814 2.957 13.311 16 17 56 56 126 126 2 1 2 624 68.0 83.6 126.0 2.640 1.611 7.249 68 68 83 84 126 126 2 1 2 625 23.3 92.1 126.0 3.278 1.494 6.722 22 24 92 93 126 126 4 1 4 626 40.6 93.3 126.0 15.794 2.947 13.268 38 43 92 94 126 126 10 1 10 627 10.3 56.6 127.0 8.338 2.846 12.814 10 11 56 58 127 127 5 1 5 628 19.7 60.4 127.0 5.798 2.087 9.394 19 20 60 61 127 127 3 1 3 629 73.0 97.0 127.0 3.622 3.622 16.308 73 73 97 97 127 127 1 1 1 630 78.8 97.1 127.0 10.401 2.356 10.604 78 80 96 98 127 127 8 1 8 # Duchamp completed: Tue Apr 22 17:03:45 2014