#Merged list of line candidates based on MF3D from the COLDz COSMOS mosaic. See Pavesi et al. 2018 for a description of the method used to measure line properties. #COSMOS candidates with SNR>6 (ID number 0,1,2,3) were independently confirmed and are thus considered secure detections. #Sequential ID #SNR: line candidate S/N ratio, from the template producing the highest S/N ratio. #(xpix,ypix,chan): line peak center as measured by the highest significance pixel in the MF cubes. #N_templ: number of templates which detect the line candidate with SNR>4. #(spat_templ,freq_templ): spatial (in pixels) and frequency (in channels) sizes (FWHM) of the Gaussian template which produces the highest SNR for the current candidate. spat_templ= -1 stands for highest significance in the "N-mosaic", i.e., pre-smoothing. See Pavesi et al. 2018, for details. #maj_asec,maj_asec_err: 2D-Gaussian Major axis FWHM (and error) in arcsec from fitting the moment 0 map of the line candidate. #min_asec,min_asec_err: 2D-Gaussian Minor axis FWHM (and error) in arcsec from fitting the moment 0 map of the line candidate. #RA,Dec: J2000 coordinates for line candidate center in degrees #freq_GHz,freq_GHz_err: frequency of line center (and error) in GHz, from spectral 1D-Gaussian fitting to the extracted aperture spectrum. #peak_flux_mJy, peak_flux_mJy_err: peak line flux (and error) in mJy, from spectral 1D-Gaussian fitting to the extracted aperture spectrum. #FWHM_kms, FWHM_kms_err: velocity FWHM (and error) in km/s, from spectral 1D-Gaussian fitting to the extracted aperture spectrum. #int_flux_Jykms, int_flux_Jykms_err: integrated line flux (and error) in Jy km/s, from the reported peak flux and line width, assuming a Gaussian line profile. #COLDz.COS.ID (SNR,(xpix,ypix,chan),N_templ,(spat_templ,freq_templ)) maj_asec maj_asec_err min_asec min_asec_err RA Dec freq_GHz freq_GHz_err peak_flux_mJy peak_flux_mJy_err FWHM_kms FWHM_kms_err int_flux_Jykms int_flux_Jykms_err 0 (14.67476206768883, (256, 263, 1411), 30, (-1, 12)) 2.58474182891 0.0558316106912 2.70679147598 0.062678206183 150.08625 2.58902777778 36.608853036 0.00214435521756 0.406167310241 0.037250558694 390.763693377 41.3830764399 0.16893443958 0.0236668747366 1 (10.564040687196449, (403, 296, 116), 30, (-1, 12)) 3.04721167842 0.167216965135 2.61073331548 0.112185658917 150.065812397 2.5936109467 31.4295737985 0.00333779437458 0.242011015322 0.0361595583328 434.956143054 75.0297076575 0.112041683389 0.025569147705 2 (9.617907661300876, (331, 215, 544), 30, (-1, 20)) 2.92417079286 0.0766978396267 2.67097383347 0.0588191274747 150.075822744 2.5823610683 33.150573199 0.00614847434769 0.145754186699 0.0199789275689 828.734621777 133.569482249 0.128568786187 0.0272024366195 3 (9.2403250525162655, (360, 142, 1964), 30, (4, 8)) 7.61798976396 1.06342573499 2.85757731152 0.0606153259688 150.071790987 2.57222213972 38.820776369 0.00243381246981 1.53838047177 0.270827827166 217.87149251 44.2929969182 0.356749349221 0.0959404045907 4 (5.7057825136246318, (207, 130, 982), 28, (-1, 16)) 2.05674839138 0.0373701972815 4.55655598077 0.340131703857 150.093062411 2.57055553701 34.8865230706 0.00722003182941 0.183672772525 0.0378543715151 614.556415819 146.286354685 0.12014496116 0.0378288536325 5 (5.6179751869231183, (348, 174, 963), 27, (-1, 12)) 3.01381198249 0.144351421131 3.14184731373 0.161341857748 150.07345929 2.57666660219 34.8141467315 0.00479689266261 0.211196284044 0.0496788640031 358.321908941 97.3456194774 0.0805487227836 0.028945622591 6 (5.5915053228705753, (179, 146, 256), 13, (-1, 8)) 2.13730390983 0.102078534343 2.77456657104 0.213855792219 150.096955235 2.57277773248 31.9886555524 0.00296131759195 0.139611562885 0.032043569594 246.831387125 65.4035266279 0.0366792794377 0.0128581461614 7 (5.5623800716677501, (230, 94, 1215), 12, (2, 4)) 2.67843326314 0.0564018299715 3.34658387982 0.103635179987 150.089864734 2.56555554983 35.8245758468 0.00157186404638 0.66642703218 0.144473776078 123.834112972 30.9988853018 0.0878399187357 0.0290881922938 8 (5.5587968720192995, (125, 334, 1082), 31, (4, 8)) 6.36993351924 0.0 5.55041383296 0.0 150.104463178 2.59888875837 35.2908477708 0.00374482157425 0.897547673504 0.229919567872 253.392768701 74.9689114225 0.24207545963 0.0947358299299 9 (5.558274723731115, (204, 374, 1407), 28, (8, 8)) 5.91306032862 0.433857286939 4.27307345733 0.200053961155 150.09347969 2.60444442409 36.5939962822 0.00259210619223 0.602241313287 0.12505537407 208.769008419 50.0443574819 0.13382448959 0.0424416008567 10 (5.5561121332596297, (174, 400, 792), 15, (6, 4)) 6.60549470578 0.898106906956 3.56890266882 0.162047150329 150.097650698 2.6080555048 34.1319488429 0.000878868248561 1.11533397516 0.19036399286 92.2964665501 18.193654785 0.109569335922 0.0285697363823 11 (5.4947921536391204, (264, 214, 1711), 12, (0, 4)) 2.26479802176 0.124457546415 6.05463452521 1.90805622864 150.08513776 2.58222222173 37.8098678239 0.00213468594612 0.416264965465 0.124350701895 115.596724743 39.8878840227 0.0512170325461 0.0233757529919 12 (5.4349355872147616, (351, 244, 1097), 13, (-1, 4)) 2.73582716285 0.201726944655 1.70483702815 0.0585061574995 150.073042101 2.58638882022 35.3538955239 0.0020025609583 0.15086074025 0.0334222283928 156.443997345 40.0184838091 0.0251208402261 0.00850092926342 13 (5.4348450759906912, (449, 227, 365), 20, (-1, 8)) 3.28321197507 0.248629767155 2.32696856116 0.102378025045 150.059417159 2.58402749435 32.4233067921 0.00400310489958 0.278362941474 0.0701805706659 299.574125893 87.2271797176 0.0887594782266 0.0341861463785 14 (5.4177844753599951, (225, 336, 1010), 4, (-1, 4)) 2.32846439957 0.0796817722295 1.98055358205 0.055630386312 150.09055999 2.59916665942 35.0046148654 0.00157008091021 0.182416099248 0.0532142944367 94.046901014 31.675859911 0.0182602482198 0.00813638156636 15 (5.4126428293930298, (271, 285, 929), 10, (-1, 12)) 1.90474536311 0.0619509893255 2.89297716064 0.197339854974 150.084164533 2.59208333163 34.6812359492 0.00556213825254 0.0925236604894 0.0267647162291 339.129499524 113.307687426 0.0333977644988 0.014759822053 16 (5.3387169205381069, (112, 292, 1491), 14, (-1, 8)) 2.50991248017 0.216584769514 2.4199441789 0.202208026654 150.1062705 2.59305539778 36.9335995988 0.00442813781506 0.240109485348 0.0666814226675 264.206721052 84.7055093878 0.0675230732938 0.0286405033848 17 (5.3294564592830218, (286, 225, 739), 22, (-1, 20)) 2.21995925285 0.142820201201 3.81183688032 0.628629190905 150.082079093 2.58374999315 33.9172274824 0.00739106519401 0.10293530019 0.0242048088058 567.0704739 153.962781263 0.0621298626083 0.0223156797735 18 (5.3224714261221155, (139, 178, 82), 21, (0, 4)) 2.72711808633 0.1521791776 3.39900453199 0.29477353587 150.102516453 2.577222118 31.2958869286 0.00198062460841 0.192564718257 0.0411024536809 181.398840065 44.7123062511 0.0371800737554 0.0121229426739 19 (5.2856989624477784, (218, 211, 1529), 12, (-1, 4)) 2.03959632372 0.0594294876099 4.38463062127 0.488035664041 150.091533141 2.58180554456 37.082591556 0.00181574503712 0.343617390399 0.0822544944356 125.129328125 34.5936952011 0.0457649793383 0.0167360957977 20 (5.2838207320966157, (366, 221, 119), 17, (-1, 4)) 2.62805775304 0.111688177241 2.30252331789 0.0853270960666 150.070956681 2.58319435237 31.4371158516 0.00216800935691 0.116161210175 0.0285985774864 171.378115753 48.7226185616 0.0211892465456 0.00796893192413 21 (5.2766115562220657, (173, 219, 1347), 10, (0, 4)) 2.2735962358 0.174343582408 7.09857819768 4.69591184369 150.097789501 2.58291661424 36.3488152644 0.00423678566871 0.18335116485 0.114340764307 114.331265315 82.3489760677 0.0223124729031 0.0212576047115 22 (5.2725156762604097, (190, 122, 1083), 29, (4, 8)) 2.34848405072 0.0766800221766 5.64532248589 0.878667088858 150.095425892 2.56944441097 35.3011950018 0.00455288578974 0.320269175404 0.0729091520093 346.586511837 91.1191205038 0.118147849612 0.0410881242218 23 (5.2582447132688817, (260, 104, 1885), 9, (2, 4)) 4.08525754984 0.0 4.5590394595 0.0 150.085693886 2.56694444385 38.5036795538 0.000667330349736 2.22850516497 0.420392405805 58.2860536652 13.0658081555 0.138253877199 0.0405055780025 24 (5.2533716934771348, (427, 304, 1099), 8, (-1, 4)) 2.14885322397 0.0602832510654 2.60353923746 0.103937067019 150.062475625 2.59472199974 35.3620104711 0.00165498504209 0.489462052994 0.108815597138 128.833177241 33.0650582373 0.0671190448464 0.0227902554553 25 (5.2519636927185127, (245, 163, 654), 30, (-1, 8)) 2.00088787325 0.0573793507217 3.64848430752 0.292381495706 150.087779322 2.57513888786 33.5793862963 0.00543825139916 0.113320484876 0.0275539158101 407.474015034 114.419143763 0.0491481715457 0.0182558394475