{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from astropy.coordinates import SkyCoord\n", "import pandas as pd\n", "import astropy.units as u\n", "import healpy as hp\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "作业1" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "#1.获得NGC星表的位置\n", "def process(i):\n", " catalogname = 'NGC '\n", " stri = '%d' %i\n", " galaxyname = catalogname+stri\n", " Pos = SkyCoord.from_name(galaxyname)\n", " ra = Pos.to_string('decimal').split(\" \")[0]\n", " dec = Pos.to_string('decimal').split(\" \")[1]\n", " ra = float(ra)\n", " dec = float(dec)\n", "\n", " print(i,galaxyname,ra,dec)\n", "\n", " return galaxyname,ra,dec\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1 NGC 1 1.81607 27.7081\n", "2 NGC 2 1.82132 27.6783\n", "3 NGC 3 1.81999 8.30166\n", "4 NGC 4 1.85167 8.375\n", "5 NGC 5 1.95361 35.3623\n", "6 NGC 6 2.0735 32.5057\n", "7 NGC 7 2.08733 -29.915\n", "8 NGC 8 2.18875 23.8386\n", "9 NGC 9 2.22784 23.8169\n", "10 NGC 10 2.14391 -33.8584\n", "11 NGC 11 2.17706 37.4479\n", "12 NGC 12 2.18642 4.61257\n", "13 NGC 13 2.19881 33.4333\n", "14 NGC 14 2.19263 15.817\n", "15 NGC 15 2.26033 21.6246\n", "16 NGC 16 2.26782 27.7294\n", "17 NGC 17 2.77755 -12.1079\n", "18 NGC 18 2.3483 27.7224\n", "19 NGC 19 2.67031 32.983\n", "20 NGC 20 2.38618 33.3087\n", "21 NGC 21 2.6745 32.9724\n", "22 NGC 22 2.45084 27.8323\n", "23 NGC 23 2.47255 25.9237\n", "24 NGC 24 2.48559 -24.9631\n", "25 NGC 25 2.49704 -57.0208\n", "26 NGC 26 2.60783 25.8319\n", "27 NGC 27 2.63649 28.9962\n", "28 NGC 28 2.60511 -56.9891\n", "29 NGC 29 2.69546 33.3528\n", "30 NGC 30 2.698 21.9557\n", "31 NGC 31 2.66002 -56.9864\n", "32 NGC 32 2.7226 18.789\n", "33 NGC 33 2.7209 3.6724\n", "34 NGC 34 2.77755 -12.1079\n", "35 NGC 35 2.79372 -12.0208\n", "36 NGC 36 2.84291 6.38934\n", "37 NGC 37 2.8456 -56.9573\n", "38 NGC 38 2.94579 -5.58633\n", "39 NGC 39 3.0786 31.0611\n", "40 NGC 40 3.25424 72.522\n", "41 NGC 41 3.19984 22.0235\n", "42 NGC 42 3.23476 22.1003\n", "43 NGC 43 3.25322 30.9152\n", "44 NGC 44 3.275 31.3\n", "45 NGC 45 3.5167 -23.182\n", "46 NGC 46 3.54117 5.98773\n", "47 NGC 47 3.62761 -7.16745\n", "48 NGC 48 3.50923 48.2349\n", "49 NGC 49 3.59342 48.2465\n", "50 NGC 50 3.68572 -7.34512\n", "51 NGC 51 3.64546 48.2555\n", "52 NGC 52 3.66709 18.582\n", "53 NGC 53 3.67859 -60.3284\n", "54 NGC 54 3.78189 -7.10671\n", "55 NGC 55 3.72334 -39.1966\n", "56 NGC 56 3.85 12.45\n", "57 NGC 57 3.87864 17.3284\n", "58 NGC 58 3.62761 -7.16745\n", "59 NGC 59 3.85469 -21.4444\n", "60 NGC 60 3.99269 -0.303525\n", "61 NGC 61 4.10125 -6.31889\n", "62 NGC 62 4.27263 -13.4871\n", "63 NGC 63 4.43978 11.4503\n", "64 NGC 64 4.37659 -6.82461\n", "65 NGC 65 4.74456 -22.8804\n", "66 NGC 66 4.77059 -22.9363\n", "67 NGC 67 4.5618 30.0631\n", "68 NGC 68 4.57696 30.0717\n", "69 NGC 69 4.5854 30.04\n", "70 NGC 70 4.59403 30.0795\n", "71 NGC 71 4.59814 30.0633\n", "72 NGC 72 4.61811 30.0407\n", "73 NGC 73 4.66242 -15.3224\n", "74 NGC 74 4.7054 30.0621\n", "75 NGC 75 4.85973 6.44938\n", "76 NGC 76 4.90746 29.9339\n", "77 NGC 77 5.00683 -22.5321\n", "78 NGC 78 5.11462 0.833555\n", "79 NGC 79 5.2619 22.5666\n", "80 NGC 80 5.29511 22.3571\n", "81 NGC 81 5.30534 22.3829\n", "82 NGC 82 5.3507 22.4553\n", "83 NGC 83 5.34338 22.4336\n", "84 NGC 84 5.38963 22.592\n", "85 NGC 85 5.35645 22.5117\n", "86 NGC 86 5.36894 22.5565\n", "87 NGC 87 5.30859 -48.6301\n", "88 NGC 88 5.34181 -48.64\n", "89 NGC 89 5.35148 -48.6654\n", "90 NGC 90 5.46408 22.4\n", "91 NGC 91 5.46511 22.3682\n", "92 NGC 92 5.38214 -48.6248\n", "93 NGC 93 5.51345 22.4081\n", "94 NGC 94 5.55639 22.483\n", "95 NGC 95 5.55642 10.4916\n", "96 NGC 96 5.57383 22.5463\n", "97 NGC 97 5.62508 29.7453\n", "98 NGC 98 5.7065 -45.2691\n", "99 NGC 99 5.99759 15.7703\n", "100 NGC 100 6.01182 16.4864\n", "101 NGC 101 5.97758 -32.5361\n", "102 NGC 102 6.15226 -13.9563\n", "103 NGC 103 6.312 61.326\n", "104 NGC 104 6.02233 -72.0814\n", "105 NGC 105 6.3198 12.8839\n", "106 NGC 106 6.18226 -5.14873\n", "107 NGC 107 6.42577 -8.2828\n", "108 NGC 108 6.49892 29.2121\n", "109 NGC 109 6.56105 21.8074\n", "110 NGC 110 6.855 71.422\n", "111 NGC 111 6.6698 -2.6284\n", "112 NGC 112 6.70312 31.7033\n", "113 NGC 113 6.72767 -2.50091\n", "114 NGC 114 6.74259 -1.7862\n", "115 NGC 115 6.69283 -33.6771\n", "116 NGC 116 6.77178 -7.66822\n", "117 NGC 117 6.79616 1.3337\n", "118 NGC 118 6.8176 -1.78014\n", "119 NGC 119 6.74004 -56.9781\n", "120 NGC 120 6.87538 -1.51346\n", "121 NGC 121 6.70417 -71.5361\n", "122 NGC 122 6.92 -1.6284\n", "123 NGC 123 6.945 -1.5951\n", "124 NGC 124 6.96815 -1.81029\n", "125 NGC 125 7.20904 2.83878\n", "126 NGC 126 7.28369 2.81106\n", "127 NGC 127 7.30165 2.87257\n", "128 NGC 128 7.31268 2.86405\n", "129 NGC 129 7.607 60.213\n", "130 NGC 130 7.32725 2.87042\n", "131 NGC 131 7.41056 -33.2599\n", "132 NGC 132 7.54452 2.09336\n", "133 NGC 133 7.8 63.397\n", "134 NGC 134 7.59133 -33.2429\n", "135 NGC 135 7.94144 -13.3374\n", "136 NGC 136 7.896 61.506\n", "137 NGC 137 7.74201 10.2084\n", "138 NGC 138 7.74684 5.15973\n", "139 NGC 139 7.7765 5.07863\n", "140 NGC 140 7.8352 30.7925\n", "141 NGC 141 7.82259 5.17972\n", "142 NGC 142 7.78368 -22.6187\n", "143 NGC 143 7.81509 -22.5599\n", "144 NGC 144 7.83608 -22.6456\n", "145 NGC 145 7.94054 -5.15265\n", "146 NGC 146 8.262 63.316\n", "147 NGC 147 8.3005 48.5087\n", "148 NGC 148 8.5646 -31.786\n", "149 NGC 149 8.45949 30.7234\n", "150 NGC 150 8.56447 -27.8036\n", "151 NGC 151 8.51163 -9.70527\n", "152 NGC 152 8.2365 -73.1157\n", "153 NGC 153 8.51163 -9.70527\n", "154 NGC 154 8.58111 -12.6562\n", "155 NGC 155 8.66702 -10.7665\n", "156 NGC 156 8.6425 -8.3456\n", "157 NGC 157 8.69495 -8.39646\n", "158 NGC 158 8.7175 -8.3123\n", "159 NGC 159 8.6481 -55.79\n", "160 NGC 160 9.01708 23.9579\n", "161 NGC 161 8.89136 -2.84868\n", "162 NGC 162 9.03868 23.9624\n", "163 NGC 163 8.99929 -10.1217\n", "164 NGC 164 9.13702 2.7498\n", "165 NGC 165 9.12057 -10.106\n", "166 NGC 166 8.95322 -13.6106\n", "167 NGC 167 8.84625 -23.375\n", "168 NGC 168 9.16116 -22.5935\n", "169 NGC 169 9.21503 23.991\n", "170 NGC 170 9.19091 1.88648\n", "171 NGC 171 9.33979 -19.9343\n", "172 NGC 172 9.3069 -22.5871\n", "173 NGC 173 9.30194 1.94223\n", "174 NGC 174 9.24552 -29.4779\n", "175 NGC 175 9.33979 -19.9343\n", "176 NGC 176 8.9945 -73.1657\n", "177 NGC 177 9.39308 -22.5492\n", "178 NGC 178 9.78476 -14.1728\n", "179 NGC 179 9.44277 -17.8495\n", "180 NGC 180 9.49045 8.63521\n", "181 NGC 181 9.59674 29.4725\n", "182 NGC 182 9.55158 2.72851\n", "183 NGC 183 9.62246 29.5111\n", "184 NGC 184 9.64916 29.4476\n", "185 NGC 185 9.74142 48.3375\n", "186 NGC 186 9.60542 3.16641\n", "187 NGC 187 9.87675 -14.6564\n", "188 NGC 188 11.798 85.244\n", "189 NGC 189 9.885 61.09\n", "190 NGC 190 9.72788 7.06272\n", "191 NGC 191 9.74765 -9.00258\n", "192 NGC 192 9.8059 0.8642\n", "193 NGC 193 9.82745 3.33128\n", "194 NGC 194 9.82674 3.03744\n", "195 NGC 195 9.89915 -9.19451\n", "196 NGC 196 9.82434 0.91277\n", "197 NGC 197 9.82831 0.891969\n", "198 NGC 198 9.84576 2.79791\n", "199 NGC 199 9.88815 3.13856\n", "200 NGC 200 9.89527 2.88738\n", "201 NGC 201 9.8952 0.859968\n", "202 NGC 202 9.9161 3.53634\n", "203 NGC 203 9.91472 3.4429\n", "204 NGC 204 9.93446 3.29957\n", "205 NGC 205 10.0919 41.6854\n", "206 NGC 206 10.1408 40.7394\n", "207 NGC 207 9.91966 -14.2371\n", "208 NGC 208 10.0733 2.75631\n", "209 NGC 209 9.76495 -18.6083\n", "210 NGC 210 10.1458 -13.8728\n", "211 NGC 211 10.247 3.437\n", "212 NGC 212 10.0556 -56.1531\n", "213 NGC 213 10.2917 16.4693\n", "214 NGC 214 10.3668 25.4994\n", "215 NGC 215 10.2037 -56.2142\n", "216 NGC 216 10.362 -21.048\n", "217 NGC 217 10.3912 -10.0214\n", "218 NGC 218 10.4359 36.3596\n", "219 NGC 219 10.5471 0.904555\n", "220 NGC 220 10.2332 -73.4028\n", "221 NGC 221 10.6743 40.8652\n", "222 NGC 222 10.1755 -73.3836\n", "223 NGC 223 10.5662 0.845485\n", "224 NGC 224 10.6847 41.2687\n", "225 NGC 225 10.805 61.774\n", "226 NGC 226 10.7253 32.5809\n", "227 NGC 227 10.6535 -1.52878\n", "228 NGC 228 10.7271 23.5031\n", "229 NGC 229 10.7694 23.5091\n", "230 NGC 230 10.6133 -23.6288\n", "231 NGC 231 10.2802 -73.3496\n", "232 NGC 232 10.6909 -23.5613\n", "233 NGC 233 10.9024 30.587\n", "234 NGC 234 10.8849 14.3426\n", "235 NGC 235 10.72 -23.541\n", "236 NGC 236 10.8647 2.95818\n", "237 NGC 237 10.8661 -0.124946\n", "238 NGC 238 10.8573 -50.1829\n", "239 NGC 239 11.1563 -3.75922\n", "240 NGC 240 11.258 6.11329\n", "241 NGC 241 10.8864 -73.4404\n", "242 NGC 242 10.9065 -73.4439\n", "243 NGC 243 11.5036 29.9595\n", "244 NGC 244 11.4434 -15.5968\n", "245 NGC 245 11.5225 -1.72339\n", "246 NGC 246 11.7639 -11.8719\n", "247 NGC 247 11.7856 -20.7604\n", "248 NGC 248 11.3503 -73.379\n", "249 NGC 249 11.3758 -73.0797\n", "250 NGC 250 11.8168 7.91004\n", "251 NGC 251 11.9751 19.5969\n", "252 NGC 252 12.0063 27.6239\n", "253 NGC 253 11.8881 -25.2888\n", "254 NGC 254 11.8652 -31.4218\n", "255 NGC 255 11.9471 -11.4687\n", "256 NGC 256 11.4755 -73.5066\n", "257 NGC 257 12.0063 8.29708\n", "258 NGC 258 12.0533 27.6572\n", "259 NGC 259 12.0137 -2.77528\n", "260 NGC 260 12.1445 27.6924\n", "261 NGC 261 11.6312 -73.1044\n", "262 NGC 262 12.1964 31.957\n", "263 NGC 263 12.202 -13.1074\n", "264 NGC 264 12.0873 -38.2344\n", "265 NGC 265 11.7975 -73.4769\n", "266 NGC 266 12.4492 32.2777\n", "267 NGC 267 12.0108 -73.2775\n", "268 NGC 268 12.5398 -5.19371\n", "269 NGC 269 12.0927 -73.5302\n", "270 NGC 270 12.6354 -8.65168\n", "271 NGC 271 12.6744 -1.91029\n", "272 NGC 272 12.825 35.833\n", "273 NGC 273 12.7019 -6.88569\n", "274 NGC 274 12.7577 -7.05701\n", "275 NGC 275 12.7689 -7.06564\n", "276 NGC 276 13.0274 -22.6801\n", "277 NGC 277 12.8218 -8.59684\n", "278 NGC 278 13.0181 47.5505\n", "279 NGC 279 13.0373 -2.21843\n", "280 NGC 280 13.1261 24.3506\n", "281 NGC 281 13.1046 56.565\n", "282 NGC 282 13.1756 30.639\n", "283 NGC 283 13.3051 -13.1639\n", "284 NGC 284 13.375 -13.15\n", "285 NGC 285 13.3745 -13.1608\n", "286 NGC 286 13.3765 -13.1127\n", "287 NGC 287 13.3679 32.4824\n", "288 NGC 288 13.1885 -26.5826\n", "289 NGC 289 13.1765 -31.2058\n", "290 NGC 290 12.8014 -73.1617\n", "291 NGC 291 13.3746 -8.76775\n", "292 NGC 292 13.1583 -72.8003\n", "293 NGC 293 13.5664 -7.23553\n", "294 NGC 294 13.2733 -73.3804\n", "295 NGC 295 13.7812 31.5423\n", "296 NGC 296 13.8397 31.6773\n", "297 NGC 297 13.7456 -7.34961\n", "298 NGC 298 13.7598 -7.33309\n", "299 NGC 299 13.3531 -72.1966\n", "300 NGC 300 13.7227 -37.6842\n", "301 NGC 301 14.0765 -10.6739\n", "302 NGC 302 13.9892 -10.6481\n", "303 NGC 303 13.7281 -16.6548\n", "304 NGC 304 14.0251 24.1269\n", "305 NGC 305 13.994 12.1239\n", "306 NGC 306 13.5596 -72.2409\n", "307 NGC 307 14.1357 -1.77199\n", "308 NGC 308 14.143 -1.78433\n", "309 NGC 309 14.1777 -9.91388\n", "310 NGC 310 14.2194 -1.765\n", "311 NGC 311 14.3863 30.2807\n", "312 NGC 312 14.0664 -52.7827\n", "313 NGC 313 14.4406 30.3682\n", "314 NGC 314 14.2183 -31.963\n", "315 NGC 315 14.4537 30.3524\n", "316 NGC 316 14.4656 30.3515\n", "317 NGC 317 14.4182 43.7967\n", "318 NGC 318 14.5218 30.4255\n", "319 NGC 319 14.2399 -43.8388\n", "320 NGC 320 14.6939 -20.84\n", "321 NGC 321 14.4135 -5.08616\n", "322 NGC 322 14.2918 -43.7271\n", "323 NGC 323 14.1735 -52.9759\n", "324 NGC 324 14.3115 -40.9591\n", "325 NGC 325 14.4496 -5.11209\n", "326 NGC 326 14.5943 26.8663\n", "327 NGC 327 14.4807 -5.13044\n", "328 NGC 328 14.2397 -52.9239\n", "329 NGC 329 14.5067 -5.07128\n", "330 NGC 330 14.0773 -72.4625\n", "331 NGC 331 14.2658 -2.7575\n", "332 NGC 332 14.7047 7.11129\n", "333 NGC 333 14.7137 -16.4692\n", "334 NGC 334 14.7076 -35.1161\n", "335 NGC 335 14.8324 -18.2346\n", "336 NGC 336 14.7416 -18.7427\n", "337 NGC 337 14.9587 -7.57796\n", "338 NGC 338 15.1517 30.669\n", "339 NGC 339 14.4484 -74.4707\n", "340 NGC 340 15.1454 -6.8665\n", "341 NGC 341 15.1909 -9.18576\n", "342 NGC 342 15.2077 -6.77254\n", "343 NGC 343 15.2049 -23.2322\n", "344 NGC 344 15.3982 -23.2648\n", "345 NGC 345 15.342 -6.88426\n", "346 NGC 346 14.7683 -72.1775\n", "347 NGC 347 15.3965 -6.73367\n", "348 NGC 348 15.2166 -53.2445\n", "349 NGC 349 15.4615 -6.79974\n", "350 NGC 350 15.4863 -6.79568\n", "351 NGC 351 15.4909 -1.9367\n", "352 NGC 352 15.5384 -4.24545\n", "353 NGC 353 15.6023 -1.95906\n", "354 NGC 354 15.8182 22.3426\n", "355 NGC 355 15.779 -6.32385\n", "356 NGC 356 15.7796 -6.98833\n", "357 NGC 357 15.8412 -6.33919\n", "358 NGC 358 16.2958 62.0217\n", "359 NGC 359 16.0707 -0.764911\n", "360 NGC 360 15.7145 -65.6099\n", "361 NGC 361 15.5463 -71.607\n", "362 NGC 362 15.8094 -70.8488\n", "363 NGC 363 16.5658 -16.5428\n", "364 NGC 364 16.1701 -0.802747\n", "365 NGC 365 16.078 -35.1213\n", "366 NGC 366 16.624 62.219\n", "367 NGC 367 16.4537 -12.1285\n", "368 NGC 368 16.0918 -43.2767\n", "369 NGC 369 16.2871 -17.7592\n", "370 NGC 370 16.6455 32.4168\n", "371 NGC 371 15.8542 -72.0733\n", "372 NGC 372 16.6706 32.4334\n", "373 NGC 373 16.7426 32.3084\n", "374 NGC 374 16.7741 32.7951\n", "375 NGC 375 16.7747 32.3481\n", "376 NGC 376 15.9592 -72.826\n", "377 NGC 377 16.5811 -20.0498\n", "378 NGC 378 16.5508 -30.1781\n", "379 NGC 379 16.8154 32.5204\n", "380 NGC 380 16.8233 32.4829\n", "381 NGC 381 17.0829 61.5839\n", "382 NGC 382 16.8495 32.4039\n", "383 NGC 383 16.854 32.4125\n", "384 NGC 384 16.8542 32.2927\n", "385 NGC 385 16.8635 32.3199\n", "386 NGC 386 16.8804 32.3619\n", "387 NGC 387 16.8877 32.3911\n", "388 NGC 388 16.9465 32.3099\n", "389 NGC 389 17.1247 39.6954\n", "390 NGC 390 17.054 32.4536\n", "391 NGC 391 16.8441 0.925957\n", "392 NGC 392 17.0978 33.1337\n", "393 NGC 393 17.154 39.6442\n", "394 NGC 394 17.1085 33.1479\n", "395 NGC 395 16.2833 -71.9969\n", "396 NGC 396 17.0351 4.53092\n", "397 NGC 397 17.1297 33.1092\n", "398 NGC 398 17.2237 32.5145\n", "399 NGC 399 17.2467 32.6342\n", "400 NGC 400 17.2467 32.733\n", "401 NGC 401 17.2718 32.7663\n", "402 NGC 402 17.2969 32.8163\n", "403 NGC 403 17.309 32.7521\n", "404 NGC 404 17.3626 35.7181\n", "405 NGC 405 17.0774 -46.6668\n", "406 NGC 406 16.8544 -69.8792\n", "407 NGC 407 17.6524 33.1264\n", "408 NGC 408 17.7108 33.1134\n", "409 NGC 409 17.3884 -35.8056\n", "410 NGC 410 17.7454 33.152\n", "411 NGC 411 16.9818 -71.7675\n", "412 NGC 412 16.6462 -20.3322\n", "413 NGC 413 18.1308 -2.79343\n", "414 NGC 414 17.8228 33.1139\n", "415 NGC 415 17.5236 -35.4909\n", "416 NGC 416 16.996 -72.3557\n", "417 NGC 417 17.7731 -18.1483\n", "418 NGC 418 17.6485 -30.221\n", "419 NGC 419 17.0719 -72.8838\n", "420 NGC 420 18.0402 32.1232\n", "421 NGC 421 18.0223 32.1491\n", "422 NGC 422 17.3521 -71.7664\n", "423 NGC 423 17.8426 -29.2346\n", "424 NGC 424 17.8652 -38.0835\n", "425 NGC 425 18.2608 38.7684\n", "426 NGC 426 18.2025 -0.290204\n", "427 NGC 427 18.0803 -32.0611\n", "428 NGC 428 18.2321 0.981581\n", "429 NGC 429 18.2393 -0.345003\n", "430 NGC 430 18.2497 -0.252501\n", "431 NGC 431 18.5189 33.7042\n", "432 NGC 432 17.9429 -61.5277\n", "433 NGC 433 18.798 60.133\n", "434 NGC 434 18.0589 -58.248\n", "435 NGC 435 18.4994 2.07151\n", "436 NGC 436 19.001 58.82\n", "437 NGC 437 18.5928 5.92695\n", "438 NGC 438 18.3923 -37.9017\n", "439 NGC 439 18.447 -31.7472\n", "440 NGC 440 18.2021 -58.2823\n", "441 NGC 441 18.4636 -31.7884\n", "442 NGC 442 18.661 -1.02065\n", "443 NGC 443 18.7817 33.3772\n", "444 NGC 444 18.9566 31.0802\n", "445 NGC 445 18.7187 1.91741\n", "446 NGC 446 19.0151 4.29416\n", "447 NGC 447 18.9069 33.0678\n", "448 NGC 448 18.8188 -1.62625\n", "449 NGC 449 19.0301 33.0893\n", "450 NGC 450 18.8769 -0.860868\n", "451 NGC 451 19.0516 33.0641\n", "452 NGC 452 19.0617 31.0338\n", "453 NGC 453 19.0748 33.0483\n", "454 NGC 454 18.5955 -55.3987\n", "455 NGC 455 18.9902 5.17867\n", "456 NGC 456 18.435 -73.2906\n", "457 NGC 457 19.887 58.278\n", "458 NGC 458 18.7206 -71.55\n", "459 NGC 459 19.5341 17.5623\n", "460 NGC 460 18.6733 -73.2976\n", "461 NGC 461 19.336 -33.8409\n", "462 NGC 462 19.5458 4.22609\n", "463 NGC 463 19.7425 16.3255\n", "464 NGC 464 19.7764 34.9465\n", "465 NGC 465 18.925 -73.3283\n", "466 NGC 466 19.3051 -58.9099\n", "467 NGC 467 19.7923 3.30073\n", "468 NGC 468 19.9517 32.7679\n", "469 NGC 469 19.8877 14.8708\n", "470 NGC 470 19.9369 3.41001\n", "471 NGC 471 19.9983 14.7862\n", "472 NGC 472 20.1196 32.7091\n", "473 NGC 473 19.9794 16.5448\n", "474 NGC 474 20.0279 3.41552\n", "475 NGC 475 20.0083 14.8611\n", "476 NGC 476 20.0829 16.0201\n", "477 NGC 477 20.3348 40.4882\n", "478 NGC 478 20.0369 -22.3775\n", "479 NGC 479 20.3156 3.86233\n", "480 NGC 480 20.1433 -9.88022\n", "481 NGC 481 20.3021 -9.21119\n", "482 NGC 482 20.0851 -40.9661\n", "483 NGC 483 20.4846 33.521\n", "484 NGC 484 19.8947 -58.5244\n", "485 NGC 485 20.365 7.01806\n", "486 NGC 486 20.544 5.41145\n", "487 NGC 487 20.4796 -16.3703\n", "488 NGC 488 20.445 5.25684\n", "489 NGC 489 20.4745 9.20663\n", "490 NGC 490 20.512 5.36716\n", "491 NGC 491 20.3351 -34.0633\n", "492 NGC 492 20.5565 5.41704\n", "493 NGC 493 20.5374 0.945336\n", "494 NGC 494 20.7307 33.1739\n", "495 NGC 495 20.7332 33.4714\n", "496 NGC 496 20.7983 33.5293\n", "497 NGC 497 20.5991 -0.875213\n", "498 NGC 498 20.7969 33.4893\n", "499 NGC 499 20.7979 33.4602\n", "500 NGC 500 20.664 5.38721\n", "501 NGC 501 20.8434 33.433\n", "502 NGC 502 20.7315 9.04918\n", "503 NGC 503 20.8684 33.3318\n", "504 NGC 504 20.8663 33.2044\n", "505 NGC 505 20.7379 9.46891\n", "506 NGC 506 20.9027 33.2301\n", "507 NGC 507 20.9165 33.2562\n", "508 NGC 508 20.9191 33.2807\n", "509 NGC 509 20.8505 9.43364\n", "510 NGC 510 20.928 33.4301\n", "511 NGC 511 20.878 11.291\n", "512 NGC 512 20.9988 33.9078\n", "513 NGC 513 21.1117 33.7995\n", "514 NGC 514 21.0162 12.9175\n", "515 NGC 515 21.1604 33.4728\n", "516 NGC 516 21.0337 9.55178\n", "517 NGC 517 21.1825 33.4296\n", "518 NGC 518 21.0735 9.33089\n", "519 NGC 519 21.1193 -1.64127\n", "520 NGC 520 21.1454 3.7915\n", "521 NGC 521 21.1407 1.73136\n", "522 NGC 522 21.1911 9.99462\n", "523 NGC 523 21.3364 34.0252\n", "524 NGC 524 21.1989 9.53891\n", "525 NGC 525 21.2205 9.70337\n", "526 NGC 526 20.9766 -35.0655\n", "527 NGC 527 20.9923 -35.1151\n", "528 NGC 528 21.3899 33.6714\n", "529 NGC 529 21.4179 34.713\n", "530 NGC 530 21.1736 -1.58711\n", "531 NGC 531 21.5783 34.7541\n", "532 NGC 532 21.3223 9.26424\n", "533 NGC 533 21.3809 1.75923\n", "534 NGC 534 21.1859 -38.1291\n", "535 NGC 535 21.3798 -1.40822\n", "536 NGC 536 21.5908 34.7031\n", "537 NGC 537 21.5798 34.0796\n", "538 NGC 538 21.3586 -1.55062\n", "539 NGC 539 21.3406 -18.1639\n", "540 NGC 540 21.7871 -20.0366\n", "541 NGC 541 21.4346 -1.37947\n", "542 NGC 542 21.6285 34.6755\n", "543 NGC 543 21.4584 -1.29278\n", "544 NGC 544 21.3001 -38.0945\n", "545 NGC 545 21.4963 -1.34022\n", "546 NGC 546 21.3034 -38.0692\n", "547 NGC 547 21.5026 -1.34512\n", "548 NGC 548 21.5105 -1.22561\n", "549 NGC 549 21.3687 -38.2675\n", "550 NGC 550 21.6773 2.02231\n", "551 NGC 551 21.9193 37.183\n", "552 NGC 552 21.9545 33.4626\n", "553 NGC 553 21.9545 33.4626\n", "554 NGC 554 21.7902 -22.7252\n", "555 NGC 555 21.7992 -22.7621\n", "556 NGC 556 21.8026 -22.6978\n", "557 NGC 557 21.6047 -1.63864\n", "558 NGC 558 21.8174 -1.97092\n", "559 NGC 559 22.387 63.301\n", "560 NGC 560 21.8559 -1.913\n", "561 NGC 561 22.0782 34.3087\n", "562 NGC 562 22.122 48.3871\n", "563 NGC 563 21.7921 -18.6533\n", "564 NGC 564 21.9508 -1.87942\n", "565 NGC 565 22.0425 -1.30599\n", "566 NGC 566 22.2624 32.3323\n", "567 NGC 567 21.76 -10.2652\n", "568 NGC 568 21.9875 -35.7176\n", "569 NGC 569 22.2798 11.1314\n", "570 NGC 570 22.2443 -0.948971\n", "571 NGC 571 22.4831 32.5014\n", "572 NGC 572 22.1517 -39.3074\n", "573 NGC 573 22.7056 41.2573\n", "574 NGC 574 22.263 -35.5989\n", "575 NGC 575 22.6944 21.4404\n", "576 NGC 576 22.2404 -51.5987\n", "577 NGC 577 22.6696 -1.99437\n", "578 NGC 578 22.619 -22.6672\n", "579 NGC 579 22.9438 33.6156\n", "580 NGC 580 22.6696 -1.99437\n", "581 NGC 581 23.339 60.659\n", "582 NGC 582 22.9919 33.4765\n", "583 NGC 583 22.4341 -18.3394\n", "584 NGC 584 22.8363 -6.86799\n", "585 NGC 585 22.9254 -0.932967\n", "586 NGC 586 22.9035 -6.8938\n", "587 NGC 587 23.1389 35.3586\n", "588 NGC 588 23.1883 30.6483\n", "589 NGC 589 23.1664 -12.0427\n", "590 NGC 590 23.4204 44.9289\n", "591 NGC 591 23.3801 35.6682\n", "592 NGC 592 23.3008 30.6464\n", "593 NGC 593 23.0865 -12.3544\n", "594 NGC 594 23.2371 -16.536\n", "595 NGC 595 23.3897 30.6916\n", "596 NGC 596 23.2163 -7.03157\n", "597 NGC 597 23.0619 -33.4971\n", "598 NGC 598 23.4621 30.6602\n", "599 NGC 599 23.2241 -12.1913\n", "600 NGC 600 23.2721 -7.31141\n", "601 NGC 601 23.2241 -12.1913\n", "602 NGC 602 22.3839 -73.5606\n", "603 NGC 603 23.6833 30.2333\n", "604 NGC 604 23.6337 30.7836\n", "605 NGC 605 23.7598 41.2481\n", "606 NGC 606 23.709 21.4184\n", "607 NGC 607 23.5882 -7.4223\n", "608 NGC 608 23.8676 33.6567\n", "609 NGC 609 24.102 64.54\n", "610 NGC 610 23.5751 -20.1556\n", "611 NGC 611 23.575 -20.133\n", "612 NGC 612 23.4906 -36.4933\n", "613 NGC 613 23.576 -29.4185\n", "614 NGC 614 23.9676 33.682\n", "615 NGC 615 23.7737 -7.34023\n", "616 NGC 616 24.008 33.7606\n", "617 NGC 617 23.5106 -9.77415\n", "618 NGC 618 24.0576 33.3939\n", "619 NGC 619 23.7158 -36.4894\n", "620 NGC 620 24.2487 42.3232\n", "621 NGC 621 24.2044 35.5121\n", "622 NGC 622 24.0006 0.663372\n", "623 NGC 623 23.7766 -36.4902\n", "624 NGC 624 23.9628 -10.003\n", "625 NGC 625 23.7693 -41.4362\n", "626 NGC 626 23.8004 -39.146\n", "627 NGC 627 24.2581 33.577\n", "628 NGC 628 24.1739 15.7836\n", "629 NGC 629 25.0844 72.8762\n", "630 NGC 630 23.902 -39.3578\n", "631 NGC 631 24.1962 5.83535\n", "632 NGC 632 24.3232 5.87726\n", "633 NGC 633 24.0976 -37.3216\n", "634 NGC 634 24.5778 35.3649\n", "635 NGC 635 24.5745 -19.9399\n", "636 NGC 636 24.7772 -7.51263\n", "637 NGC 637 25.775 64.038\n", "638 NGC 638 24.9077 7.23726\n", "639 NGC 639 24.7469 -29.9243\n", "640 NGC 640 24.8537 -9.40117\n", "641 NGC 641 24.6635 -42.5275\n", "642 NGC 642 24.7763 -29.915\n", "643 NGC 643 23.7333 -75.5547\n", "644 NGC 644 24.7206 -42.5852\n", "645 NGC 645 25.0362 5.72672\n", "646 NGC 646 24.3485 -64.8958\n", "647 NGC 647 24.9841 -9.24243\n", "648 NGC 648 24.6657 -17.8311\n", "649 NGC 649 25.0311 -9.27213\n", "650 NGC 650 25.5819 51.5754\n", "651 NGC 651 25.5819 51.5754\n", "652 NGC 652 25.1808 7.98295\n", "653 NGC 653 25.6073 35.6384\n", "654 NGC 654 26.008 61.883\n", "655 NGC 655 25.4797 -13.0818\n", "656 NGC 656 25.6136 26.143\n", "657 NGC 657 25.849 55.84\n", "658 NGC 658 25.5402 12.6018\n", "659 NGC 659 26.108 60.679\n", "660 NGC 660 25.7598 13.6457\n", "661 NGC 661 26.0608 28.7059\n", "662 NGC 662 26.1479 37.6958\n", "663 NGC 663 26.586 61.212\n", "664 NGC 664 25.9408 4.22298\n", "665 NGC 665 26.2337 10.4229\n", "666 NGC 666 26.5258 34.3745\n", "667 NGC 667 26.2361 -22.919\n", "668 NGC 668 26.5944 36.4604\n", "669 NGC 669 26.8172 35.5633\n", "670 NGC 670 26.8536 27.8858\n", "671 NGC 671 26.7465 13.1251\n", "672 NGC 672 26.977 27.4328\n", "673 NGC 673 27.0936 11.5216\n", "674 NGC 674 27.8232 22.358\n", "675 NGC 675 27.2866 13.059\n", "676 NGC 676 27.2388 5.90752\n", "677 NGC 677 27.3085 13.0553\n", "678 NGC 678 27.3535 21.9973\n", "679 NGC 679 27.4323 35.7856\n", "680 NGC 680 27.4471 21.9709\n", "681 NGC 681 27.2951 -10.4263\n", "682 NGC 682 27.2691 -14.9748\n", "683 NGC 683 27.4445 11.7015\n", "684 NGC 684 27.5585 27.6457\n", "685 NGC 685 26.9285 -52.7619\n", "686 NGC 686 27.2339 -23.7981\n", "687 NGC 687 27.6385 36.3709\n", "688 NGC 688 27.684 35.2846\n", "689 NGC 689 27.4657 -27.4666\n", "690 NGC 690 26.9503 -16.7222\n", "691 NGC 691 27.6738 21.76\n", "692 NGC 692 27.1749 -48.6485\n", "693 NGC 693 27.6285 6.14521\n", "694 NGC 694 27.7437 21.9976\n", "695 NGC 695 27.8098 22.5822\n", "696 NGC 696 27.3802 -34.9051\n", "697 NGC 697 27.8232 22.358\n", "698 NGC 698 27.432 -34.8311\n", "699 NGC 699 27.682 -12.0356\n", "700 NGC 700 28.053 36.0974\n", "701 NGC 701 27.7662 -9.70256\n", "702 NGC 702 27.8296 -4.055\n", "703 NGC 703 28.165 36.1714\n", "704 NGC 704 28.157 36.1269\n", "705 NGC 705 28.173 36.144\n", "706 NGC 706 27.9605 6.29685\n", "707 NGC 707 27.8629 -8.50537\n", "708 NGC 708 28.1937 36.1518\n", "709 NGC 709 28.211 36.2234\n", "710 NGC 710 28.2247 36.0527\n", "711 NGC 711 28.1158 17.5127\n", "712 NGC 712 28.2852 36.8198\n", "713 NGC 713 28.8397 -9.0838\n", "714 NGC 714 28.3735 36.2213\n", "715 NGC 715 28.3021 -12.8728\n", "716 NGC 716 28.2486 12.7085\n", "717 NGC 717 28.4797 36.2294\n", "718 NGC 718 28.3054 4.19579\n", "719 NGC 719 28.4119 19.8405\n", "720 NGC 720 28.2522 -13.7387\n", "721 NGC 721 28.6894 39.3835\n", "722 NGC 722 28.6957 20.6982\n", "723 NGC 723 28.4404 -23.7578\n", "724 NGC 724 28.4404 -23.7578\n", "725 NGC 725 28.1479 -16.5178\n", "726 NGC 726 28.8828 -10.7998\n", "727 NGC 727 28.4557 -35.8561\n", "728 NGC 728 28.7753 4.2055\n", "729 NGC 729 28.51 -35.7986\n", "730 NGC 730 28.827 5.6221\n", "731 NGC 731 28.7342 -9.01081\n", "732 NGC 732 29.1155 36.8022\n", "733 NGC 733 29.1031 33.0645\n", "734 NGC 734 28.621 -16.7072\n", "735 NGC 735 29.1584 34.1769\n", "736 NGC 736 29.1703 33.0435\n", "737 NGC 737 29.1893 33.055\n", "738 NGC 738 29.1903 33.0583\n", "739 NGC 739 29.2279 33.2667\n", "740 NGC 740 29.2287 33.0151\n", "741 NGC 741 29.0968 5.6264\n", "742 NGC 742 29.1007 5.62668\n", "743 NGC 743 29.614 60.13\n", "744 NGC 744 29.652 55.473\n", "745 NGC 745 28.5322 -56.6937\n", "746 NGC 746 29.4625 44.9186\n", "747 NGC 747 29.3769 -9.46237\n", "748 NGC 748 29.0908 -4.46762\n", "749 NGC 749 28.9213 -29.9223\n", "750 NGC 750 29.3863 33.2094\n", "751 NGC 751 29.3875 33.2031\n", "752 NGC 752 29.223 37.794\n", "753 NGC 753 29.4259 35.916\n", "754 NGC 754 28.5868 -56.761\n", "755 NGC 755 29.0946 -9.06132\n", "756 NGC 756 28.621 -16.7072\n", "757 NGC 757 29.1099 -8.9115\n", "758 NGC 758 28.9256 -3.06647\n", "759 NGC 759 29.4598 36.3431\n", "760 NGC 760 29.4475 33.3553\n", "761 NGC 761 29.4566 33.3771\n", "762 NGC 762 29.2407 -5.40286\n", "763 NGC 763 29.0946 -9.06132\n", "764 NGC 764 29.3009 -16.0284\n", "765 NGC 765 29.7001 24.8924\n", "766 NGC 766 29.675 8.34674\n", "767 NGC 767 29.7118 -9.58717\n", "768 NGC 768 29.6706 0.529229\n", "769 NGC 769 29.8995 30.9099\n", "770 NGC 770 29.8068 18.9546\n", "771 NGC 771 30.8682 72.4197\n", "772 NGC 772 29.8315 19.0076\n", "773 NGC 773 29.7166 -11.5147\n", "774 NGC 774 29.8947 14.0082\n", "775 NGC 775 29.6361 -26.2937\n", "776 NGC 776 29.9772 23.6443\n", "777 NGC 777 30.0621 31.4294\n", "778 NGC 778 30.0809 31.3131\n", "779 NGC 779 29.9277 -5.96427\n", "780 NGC 780 30.1468 28.2252\n", "781 NGC 781 30.0374 12.6561\n", "782 NGC 782 29.4183 -57.7902\n", "783 NGC 783 30.2775 31.8824\n", "784 NGC 784 30.3206 28.8373\n", "785 NGC 785 30.4167 31.8265\n", "786 NGC 786 30.353 15.6465\n", "787 NGC 787 30.2026 -9.00256\n", "788 NGC 788 30.2769 -6.81587\n", "789 NGC 789 30.6085 32.0724\n", "790 NGC 790 30.34 -5.37089\n", "791 NGC 791 30.4343 8.49993\n", "792 NGC 792 30.5639 15.7121\n", "793 NGC 793 30.7146 32.0032\n", "794 NGC 794 30.6222 18.373\n", "795 NGC 795 29.9556 -55.8242\n", "796 NGC 796 29.1833 -74.22\n", "797 NGC 797 30.8671 38.117\n", "798 NGC 798 30.8317 32.0775\n", "799 NGC 799 30.5514 -0.100631\n", "800 NGC 800 30.5493 -0.130417\n", "801 NGC 801 30.9366 38.2588\n", "802 NGC 802 29.7748 -67.87\n", "803 NGC 803 30.9363 16.031\n", "804 NGC 804 31.0088 30.833\n", "805 NGC 805 31.1233 28.8123\n", "806 NGC 806 30.8798 -9.93339\n", "807 NGC 807 31.2319 28.9875\n", "808 NGC 808 30.9858 -23.3116\n", "809 NGC 809 31.0791 -8.73529\n", "810 NGC 810 31.369 13.2515\n", "811 NGC 811 31.1452 -10.1084\n", "812 NGC 812 31.7146 44.5729\n", "813 NGC 813 30.4001 -68.4392\n", "814 NGC 814 32.6567 -15.7737\n", "815 NGC 815 32.6646 -15.8135\n", "816 NGC 816 32.037 29.2559\n", "817 NGC 817 31.8905 17.2026\n", "818 NGC 818 32.1856 38.7771\n", "819 NGC 819 32.1432 29.234\n", "820 NGC 820 32.1041 14.3496\n", "821 NGC 821 32.0881 10.995\n", "822 NGC 822 31.6631 -41.1567\n", "823 NGC 823 31.8336 -25.4419\n", "824 NGC 824 31.7219 -36.4532\n", "825 NGC 825 32.1347 6.3236\n", "826 NGC 826 32.3544 30.7397\n", "827 NGC 827 32.2346 7.97155\n", "828 NGC 828 32.5398 39.1903\n", "829 NGC 829 32.1756 -7.7908\n", "830 NGC 830 32.2445 -7.7668\n", "831 NGC 831 32.3941 6.09626\n", "832 NGC 832 32.7533 35.5411\n", "833 NGC 833 32.3369 -10.1331\n", "834 NGC 834 32.7553 37.6664\n", "835 NGC 835 32.3525 -10.1359\n", "836 NGC 836 32.6038 -22.0548\n", "837 NGC 837 32.5678 -22.4314\n", "838 NGC 838 32.4107 -10.1461\n", "839 NGC 839 32.4282 -10.1838\n", "840 NGC 840 32.5676 7.84539\n", "841 NGC 841 32.8224 37.4971\n", "842 NGC 842 32.4616 -7.76246\n", "843 NGC 843 32.7833 32.0967\n", "844 NGC 844 32.5594 6.04982\n", "845 NGC 845 33.0826 37.4774\n", "846 NGC 846 33.0515 44.5685\n", "847 NGC 847 33.0515 44.5685\n", "848 NGC 848 32.573 -10.321\n", "849 NGC 849 32.5467 -22.323\n", "850 NGC 850 32.8068 -1.48553\n", "851 NGC 851 32.8003 3.77971\n", "852 NGC 852 32.2312 -56.737\n", "853 NGC 853 32.9228 -9.30454\n", "854 NGC 854 32.8781 -35.8351\n", "855 NGC 855 33.5151 27.8772\n", "856 NGC 856 33.4098 -0.717302\n", "857 NGC 857 33.154 -31.9446\n", "858 NGC 858 33.1258 -22.4716\n", "859 NGC 859 33.4098 -0.717302\n", "860 NGC 860 33.7506 30.7788\n", "861 NGC 861 33.9631 35.9136\n", "862 NGC 862 33.2624 -42.0335\n", "863 NGC 863 33.6398 -0.766717\n", "864 NGC 864 33.8652 6.00262\n", "865 NGC 865 34.063 28.5997\n", "866 NGC 866 199.32 20.691\n", "867 NGC 867 34.2699 1.24419\n", "868 NGC 868 33.9937 -0.71361\n", "869 NGC 869 34.741 57.134\n", "870 NGC 870 34.2884 14.5231\n", "871 NGC 871 34.2947 14.5478\n", "872 NGC 872 33.8551 -17.7811\n", "873 NGC 873 34.1349 -11.3485\n", "874 NGC 874 34.0086 -23.306\n", "875 NGC 875 34.2699 1.24419\n", "876 NGC 876 34.4722 14.5216\n", "877 NGC 877 34.4985 14.5439\n", "878 NGC 878 34.4761 -23.3841\n", "879 NGC 879 34.2133 -8.96401\n", "880 NGC 880 34.6135 -4.20539\n", "881 NGC 881 34.6886 -6.63907\n", "882 NGC 882 34.9163 15.8143\n", "883 NGC 883 34.7716 -6.79098\n", "884 NGC 884 35.584 57.149\n", "885 NGC 885 34.9443 -0.769\n", "886 NGC 886 35.898 63.8\n", "887 NGC 887 34.8859 -16.0697\n", "888 NGC 888 34.3628 -59.861\n", "889 NGC 889 34.779 -41.7494\n", "890 NGC 890 35.5042 33.266\n", "891 NGC 891 35.6371 42.3483\n", "892 NGC 892 35.2168 -23.1136\n", "893 NGC 893 34.9941 -41.4032\n", "894 NGC 894 35.402 -5.52139\n", "895 NGC 895 35.402 -5.52139\n", "896 NGC 896 36.45 61.983\n", "897 NGC 897 35.2766 -33.7207\n", "898 NGC 898 35.8349 41.9514\n", "899 NGC 899 35.4714 -20.8232\n", "900 NGC 900 35.8841 26.5116\n", "901 NGC 901 35.911 26.563\n", "902 NGC 902 35.5908 -16.6789\n", "903 NGC 903 36.0037 27.3564\n", "904 NGC 904 36.0232 27.3425\n", "905 NGC 905 35.6816 -8.71898\n", "906 NGC 906 36.3178 42.0899\n", "907 NGC 907 35.7621 -20.7118\n", "908 NGC 908 35.769 -21.2339\n", "909 NGC 909 36.3449 42.0352\n", "910 NGC 910 36.3616 41.8243\n", "911 NGC 911 36.4266 41.9563\n", "912 NGC 912 36.4281 41.7774\n", "913 NGC 913 36.436 41.7994\n", "914 NGC 914 36.5215 42.1441\n", "915 NGC 915 36.44 27.2211\n", "916 NGC 916 36.4485 27.2426\n", "917 NGC 917 36.532 31.9123\n", "918 NGC 918 36.4616 18.4962\n", "919 NGC 919 36.5694 27.2121\n", "920 NGC 920 36.9658 45.9471\n", "921 NGC 921 36.6391 -15.8475\n", "922 NGC 922 36.2683 -24.7882\n", "923 NGC 923 36.8942 41.9777\n", "924 NGC 924 36.6951 20.4975\n", "925 NGC 925 36.8205 33.5789\n", "926 NGC 926 36.528 -0.331927\n", "927 NGC 927 36.6553 12.1552\n", "928 NGC 928 36.9209 27.2212\n", "929 NGC 929 36.826 -12.0869\n", "930 NGC 930 36.9779 20.3325\n", "931 NGC 931 37.0603 31.3115\n", "932 NGC 932 36.9779 20.3325\n", "933 NGC 933 37.3229 45.9113\n", "934 NGC 934 36.8872 -0.244548\n", "935 NGC 935 37.0464 19.5991\n", "936 NGC 936 36.9061 -1.15628\n", "937 NGC 937 37.367 42.25\n", "938 NGC 938 37.1397 20.2837\n", "939 NGC 939 36.5888 -44.4462\n", "940 NGC 940 37.3646 31.641\n", "941 NGC 941 37.116 -1.15156\n", "942 NGC 942 37.2929 -10.8361\n", "943 NGC 943 37.2903 -10.8282\n", "944 NGC 944 36.6731 -14.5157\n", "945 NGC 945 37.1554 -10.5391\n", "946 NGC 946 37.6604 42.2323\n", "947 NGC 947 37.1381 -19.042\n", "948 NGC 948 37.1893 -10.5139\n", "949 NGC 949 37.7026 37.1366\n", "950 NGC 950 37.299 -11.0248\n", "951 NGC 951 37.237 -22.3495\n", "952 NGC 952 37.8293 34.7435\n", "953 NGC 953 37.7908 29.5888\n", "954 NGC 954 37.2151 -41.4027\n", "955 NGC 955 37.6381 -1.10842\n", "956 NGC 956 38.0625 44.5633\n", "957 NGC 957 38.343 57.553\n", "958 NGC 958 37.6784 -2.93904\n", "959 NGC 959 38.0997 35.4946\n", "960 NGC 960 37.9221 -9.30028\n", "961 NGC 961 40.2604 -6.93587\n", "962 NGC 962 38.1659 28.07\n", "963 NGC 963 37.6304 -4.21542\n", "964 NGC 964 37.7742 -36.0347\n", "965 NGC 965 38.1045 -18.6397\n", "966 NGC 966 37.9466 -19.8817\n", "967 NGC 967 38.053 -17.2168\n", "968 NGC 968 38.5259 34.4799\n", "969 NGC 969 38.533 32.9473\n", "970 NGC 970 38.5487 32.9773\n", "971 NGC 971 38.5666 32.9797\n", "972 NGC 972 38.5557 29.3113\n", "973 NGC 973 38.5838 32.5056\n", "974 NGC 974 38.6075 32.9545\n", "975 NGC 975 38.3448 9.60168\n", "976 NGC 976 38.5002 20.9767\n", "977 NGC 977 38.2643 -10.7599\n", "978 NGC 978 38.6957 32.8462\n", "979 NGC 979 37.9117 -44.5243\n", "980 NGC 980 38.8274 40.9265\n", "981 NGC 981 38.2496 -10.9739\n", "982 NGC 982 38.8536 40.8697\n", "983 NGC 983 39.7318 34.6223\n", "984 NGC 984 38.6796 23.413\n", "985 NGC 985 38.6578 -8.78806\n", "986 NGC 986 38.393 -39.045\n", "987 NGC 987 39.2067 33.3273\n", "988 NGC 988 38.8657 -9.35609\n", "989 NGC 989 38.4419 -16.5112\n", "990 NGC 990 39.0759 11.6421\n", "991 NGC 991 38.8862 -7.15441\n", "992 NGC 992 39.3562 21.1008\n", "993 NGC 993 39.1919 2.05038\n", "994 NGC 994 39.1919 2.05038\n", "995 NGC 995 39.6335 41.5293\n", "996 NGC 996 39.6662 41.6475\n", "997 NGC 997 39.3103 7.30568\n", "998 NGC 998 39.3188 7.33575\n", "999 NGC 999 39.6978 41.6705\n", "1000 NGC 1000 39.7073 41.4597\n", "1001 NGC 1001 39.8028 41.6717\n", "1002 NGC 1002 39.7318 34.6223\n", "1003 NGC 1003 39.8204 40.8723\n", "1004 NGC 1004 39.4241 1.97531\n", "1005 NGC 1005 39.8652 41.4933\n", "1006 NGC 1006 39.3952 -11.0251\n", "1007 NGC 1007 39.4677 2.156\n", "1008 NGC 1008 39.4804 2.07979\n", "1009 NGC 1009 39.5794 2.31003\n", "1010 NGC 1010 39.3952 -11.0251\n", "1011 NGC 1011 39.4121 -11.0055\n", "1012 NGC 1012 39.8123 30.1517\n", "1013 NGC 1013 39.4602 -11.5073\n", "1014 NGC 1014 39.4556 -9.5256\n", "1015 NGC 1015 39.5481 -1.31878\n", "1016 NGC 1016 39.5815 2.1193\n", "1017 NGC 1017 39.475 -11.0\n", "1018 NGC 1018 39.5432 -9.54389\n", "1019 NGC 1019 39.6142 1.90771\n", "1020 NGC 1020 39.6847 2.23124\n", "1021 NGC 1021 39.7 2.21746\n", "1022 NGC 1022 39.6363 -6.67739\n", "1023 NGC 1023 40.1001 39.0632\n", "1024 NGC 1024 39.7999 10.8468\n", "1025 NGC 1025 39.0831 -54.8642\n", "1026 NGC 1026 39.83 6.54404\n", "1027 NGC 1027 40.677 61.616\n", "1028 NGC 1028 39.9048 10.8437\n", "1029 NGC 1029 39.9022 10.7933\n", "1030 NGC 1030 39.9608 18.0243\n", "1031 NGC 1031 39.1614 -54.8599\n", "1032 NGC 1032 39.8485 1.09379\n", "1033 NGC 1033 40.0672 -8.77695\n", "1034 NGC 1034 39.5584 -15.809\n", "1035 NGC 1035 39.8714 -8.13364\n", "1036 NGC 1036 40.1208 19.2971\n", "1037 NGC 1037 39.4947 -1.8441\n", "1038 NGC 1038 40.0262 1.50882\n", "1039 NGC 1039 40.531 42.722\n", "1040 NGC 1040 40.5501 41.506\n", "1041 NGC 1041 40.1051 -5.44043\n", "1042 NGC 1042 40.0999 -8.43354\n", "1043 NGC 1043 40.1941 1.34318\n", "1044 NGC 1044 40.2758 8.73798\n", "1045 NGC 1045 40.1213 -11.2776\n", "1046 NGC 1046 40.3036 8.71939\n", "1047 NGC 1047 40.1368 -8.14768\n", "1048 NGC 1048 40.1582 -8.53333\n", "1049 NGC 1049 39.9507 -34.2579\n", "1050 NGC 1050 40.6482 34.7635\n", "1051 NGC 1051 40.2604 -6.93587\n", "1052 NGC 1052 40.27 -8.25576\n", "1053 NGC 1053 40.8019 41.5006\n", "1054 NGC 1054 40.5657 18.2173\n", "1055 NGC 1055 40.4385 0.443181\n", "1056 NGC 1056 40.7012 28.5741\n", "1057 NGC 1057 40.762 32.4912\n", "1058 NGC 1058 40.8751 37.3413\n", "1059 NGC 1059 40.6248 18.0226\n", "1060 NGC 1060 40.8127 32.425\n", "1061 NGC 1061 40.8156 32.4667\n", "1062 NGC 1062 40.934 32.4959\n", "1063 NGC 1063 40.5419 -5.56847\n", "1064 NGC 1064 40.598 -9.36227\n", "1065 NGC 1065 40.5262 -15.0915\n", "1066 NGC 1066 40.958 32.4749\n", "1067 NGC 1067 40.9606 32.512\n", "1068 NGC 1068 40.6696 -0.0132944\n", "1069 NGC 1069 40.7493 -8.28949\n", "1070 NGC 1070 40.8428 4.96838\n", "1071 NGC 1071 40.7827 -8.7739\n", "1072 NGC 1072 40.8805 0.306816\n", "1073 NGC 1073 40.9192 1.37587\n", "1074 NGC 1074 40.9005 -16.297\n", "1075 NGC 1075 40.8898 -16.2011\n", "1076 NGC 1076 40.8718 -14.7542\n", "1077 NGC 1077 41.5026 40.0902\n", "1078 NGC 1078 41.0335 -9.45235\n", "1079 NGC 1079 40.9347 -29.0033\n", "1080 NGC 1080 41.2915 -4.71076\n", "1081 NGC 1081 41.273 -15.5878\n", "1082 NGC 1082 41.4218 -8.18052\n", "1083 NGC 1083 41.418 -15.3612\n", "1084 NGC 1084 41.4997 -7.57864\n", "1085 NGC 1085 41.6055 3.60726\n", "1086 NGC 1086 41.9848 41.2464\n", "1087 NGC 1087 41.6048 -0.498738\n", "1088 NGC 1088 41.7666 16.1999\n", "1089 NGC 1089 41.5421 -15.0731\n", "1090 NGC 1090 41.6414 -0.247119\n", "1091 NGC 1091 41.3434 -17.5332\n", "1092 NGC 1092 41.3732 -17.5422\n", "1093 NGC 1093 42.0672 34.4198\n", "1094 NGC 1094 41.866 -0.285132\n", "1095 NGC 1095 41.9078 4.63764\n", "1096 NGC 1096 40.9553 -59.9134\n", "1097 NGC 1097 41.5794 -30.2749\n", "1098 NGC 1098 41.2236 -17.6591\n", "1099 NGC 1099 41.3251 -17.7084\n", "1100 NGC 1100 41.4003 -17.6889\n", "1101 NGC 1101 42.0618 4.57802\n", "1102 NGC 1102 41.8038 -22.2088\n", "1103 NGC 1103 42.0258 -13.9576\n", "1104 NGC 1104 42.1612 -0.271497\n", "1105 NGC 1105 43.0747 -15.7096\n", "1106 NGC 1106 42.6687 41.6716\n", "1107 NGC 1107 42.3317 8.09272\n", "1108 NGC 1108 42.1606 -7.95109\n", "1109 NGC 1109 41.9315 13.2554\n", "1110 NGC 1110 42.2888 -7.83995\n", "1111 NGC 1111 42.4611 13.1453\n", "1112 NGC 1112 42.2516 13.2238\n", "1113 NGC 1113 42.5426 13.3028\n", "1114 NGC 1114 42.28 -16.9934\n", "1115 NGC 1115 42.6057 13.2662\n", "1116 NGC 1116 42.6487 13.335\n", "1117 NGC 1117 42.8046 13.1854\n", "1118 NGC 1118 42.4945 -12.1637\n", "1119 NGC 1119 42.0712 -17.9876\n", "1120 NGC 1120 42.2671 -14.4706\n", "1121 NGC 1121 42.6633 -1.73409\n", "1122 NGC 1122 43.2128 42.2055\n", "1123 NGC 1123 43.2128 42.2055\n", "1124 NGC 1124 42.8997 -25.7018\n", "1125 NGC 1125 42.9185 -16.6507\n", "1126 NGC 1126 43.0775 -1.29622\n", "1127 NGC 1127 43.2161 13.2564\n", "1128 NGC 1128 44.4235 6.02444\n", "1129 NGC 1129 43.6142 41.5796\n", "1130 NGC 1130 43.6015 41.6056\n", "1131 NGC 1131 43.6415 41.559\n", "1132 NGC 1132 43.2159 -1.27472\n", "1133 NGC 1133 43.1757 -8.80437\n", "1134 NGC 1134 43.4223 13.0142\n", "1135 NGC 1135 42.6969 -54.9296\n", "1136 NGC 1136 42.7239 -54.9759\n", "1137 NGC 1137 43.5114 2.96211\n", "1138 NGC 1138 44.1519 43.0473\n", "1139 NGC 1139 43.195 -14.5293\n", "1140 NGC 1140 43.6397 -10.0287\n", "1141 NGC 1141 43.7905 -0.177847\n", "1142 NGC 1142 43.801 -0.183558\n", "1143 NGC 1143 43.7905 -0.177847\n", "1144 NGC 1144 43.801 -0.183558\n", "1145 NGC 1145 43.6396 -18.6351\n", "1146 NGC 1146 44.3723 46.4498\n", "1147 NGC 1147 43.83 -9.116\n", "1148 NGC 1148 44.2682 -7.68564\n", "1149 NGC 1149 44.3494 -0.309418\n", "1150 NGC 1150 44.2558 -15.0484\n", "1151 NGC 1151 44.2693 -15.013\n", "1152 NGC 1152 44.3901 -7.75882\n", "1153 NGC 1153 44.543 3.36196\n", "1154 NGC 1154 44.5321 -10.3633\n", "1155 NGC 1155 44.5546 -10.3506\n", "1156 NGC 1156 44.9286 25.2412\n", "1157 NGC 1157 44.5278 -15.1186\n", "1158 NGC 1158 44.2977 -14.3955\n", "1159 NGC 1159 45.1938 43.1627\n", "1160 NGC 1160 45.3052 44.9554\n", "1161 NGC 1161 45.309 44.8974\n", "1162 NGC 1162 44.7332 -12.3987\n", "1163 NGC 1163 45.092 -17.1525\n", "1164 NGC 1164 45.4993 42.5849\n", "1165 NGC 1165 44.6986 -32.0992\n", "1166 NGC 1166 45.1458 11.8427\n", "1167 NGC 1167 45.4264 35.2056\n", "1168 NGC 1168 45.1959 11.7722\n", "1169 NGC 1169 45.8947 46.3863\n", "1170 NGC 1170 45.621 27.0643\n", "1171 NGC 1171 45.9957 43.3984\n", "1172 NGC 1172 45.4003 -14.8365\n", "1173 NGC 1173 46.0582 41.3636\n", "1174 NGC 1174 46.3787 42.8355\n", "1175 NGC 1175 46.1348 42.3394\n", "1176 NGC 1176 46.1334 41.3801\n", "1177 NGC 1177 46.1547 42.3628\n", "1178 NGC 1178 46.1582 41.2967\n", "1179 NGC 1179 45.6603 -18.8978\n", "1180 NGC 1180 45.4627 -15.0298\n", "1181 NGC 1181 45.4282 -15.0524\n", "1182 NGC 1182 45.8703 -9.67128\n", "1183 NGC 1183 46.1834 41.3634\n", "1184 NGC 1184 49.1885 80.7934\n", "1185 NGC 1185 45.7478 -9.13227\n", "1186 NGC 1186 46.3787 42.8355\n", "1187 NGC 1187 45.6566 -22.8674\n", "1188 NGC 1188 45.9307 -15.4845\n", "1189 NGC 1189 45.852 -15.6235\n", "1190 NGC 1190 45.8589 -15.6619\n", "1191 NGC 1191 45.8786 -15.6853\n", "1192 NGC 1192 45.8943 -15.6788\n", "1193 NGC 1193 46.486 44.383\n", "1194 NGC 1194 45.9546 -1.10373\n", "1195 NGC 1195 45.8867 -12.0398\n", "1196 NGC 1196 45.8967 -12.0762\n", "1197 NGC 1197 46.5427 44.0627\n", "1198 NGC 1198 46.5552 41.8489\n", "1199 NGC 1199 45.9101 -15.6135\n", "1200 NGC 1200 45.977 -11.9919\n", "1201 NGC 1201 46.0333 -26.0697\n", "1202 NGC 1202 46.2605 -6.49162\n", "1203 NGC 1203 46.3087 -14.3811\n", "1204 NGC 1204 46.1662 -12.3414\n", "1205 NGC 1205 46.3532 -9.687\n", "1206 NGC 1206 46.5406 -8.83315\n", "1207 NGC 1207 47.0645 38.3822\n", "1208 NGC 1208 46.5496 -9.5415\n", "1209 NGC 1209 46.5126 -15.6113\n", "1210 NGC 1210 46.689 -25.7163\n", "1211 NGC 1211 46.7184 -0.794465\n", "1212 NGC 1212 47.1813 40.8619\n", "1213 NGC 1213 47.3221 38.6494\n", "1214 NGC 1214 46.7331 -9.54401\n", "1215 NGC 1215 46.7894 -9.59269\n", "1216 NGC 1216 46.8266 -9.61266\n", "1217 NGC 1217 46.5252 -39.0363\n", "1218 NGC 1218 47.1093 4.11092\n", "1219 NGC 1219 47.1165 2.10857\n", "1220 NGC 1220 47.92 53.344\n", "1221 NGC 1221 47.0647 -4.2595\n", "1222 NGC 1222 47.2364 -2.95516\n", "1223 NGC 1223 47.0829 -4.13845\n", "1224 NGC 1224 47.8064 41.3637\n", "1225 NGC 1225 47.1967 -4.10147\n", "1226 NGC 1226 47.7723 35.3868\n", "1227 NGC 1227 47.7821 35.3248\n", "1228 NGC 1228 47.0489 -22.9229\n", "1229 NGC 1229 47.0451 -22.9603\n", "1230 NGC 1230 47.0683 -22.984\n", "1231 NGC 1231 46.6222 -15.569\n", "1232 NGC 1232 47.4396 -20.5793\n", "1233 NGC 1233 48.1379 39.3189\n", "1234 NGC 1234 47.4125 -7.84539\n", "1235 NGC 1235 48.2039 38.9264\n", "1236 NGC 1236 47.8667 10.8082\n", "1237 NGC 1237 47.6797 -8.6727\n", "1238 NGC 1238 47.7195 -10.748\n", "1239 NGC 1239 47.7238 -2.55313\n", "1240 NGC 1240 48.2315 30.5597\n", "1241 NGC 1241 47.8109 -8.92188\n", "1242 NGC 1242 47.8304 -8.90246\n", "1243 NGC 1243 47.8541 -8.9563\n", "1244 NGC 1244 46.6297 -66.7757\n", "1245 NGC 1245 48.691 47.235\n", "1246 NGC 1246 46.7587 -66.9386\n", "1247 NGC 1247 48.0597 -10.4811\n", "1248 NGC 1248 48.2023 -5.2247\n", "1249 NGC 1249 47.5051 -53.3358\n", "1250 NGC 1250 48.8379 41.3554\n", "1251 NGC 1251 48.523 1.4592\n", "1252 NGC 1252 47.7042 -57.7667\n", "1253 NGC 1253 48.5377 -2.82295\n", "1254 NGC 1254 48.5994 2.6779\n", "1255 NGC 1255 48.3833 -25.7251\n", "1256 NGC 1256 48.4927 -21.9863\n", "1257 NGC 1257 49.2483 41.5293\n", "1258 NGC 1258 48.5228 -21.7742\n", "1259 NGC 1259 49.322 41.3854\n", "1260 NGC 1260 49.3635 41.4051\n", "1261 NGC 1261 48.0675 -55.2162\n", "1262 NGC 1262 48.8899 -15.8793\n", "1263 NGC 1263 48.9148 -15.0983\n", "1264 NGC 1264 49.4982 41.5204\n", "1265 NGC 1265 49.5653 41.8578\n", "1266 NGC 1266 49.0032 -2.42717\n", "1267 NGC 1267 49.6863 41.4675\n", "1268 NGC 1268 49.6882 41.4887\n", "1269 NGC 1269 49.3274 -41.108\n", "1270 NGC 1270 49.7421 41.4701\n", "1271 NGC 1271 49.797 41.3532\n", "1272 NGC 1272 49.8387 41.4906\n", "1273 NGC 1273 49.8614 41.5405\n", "1274 NGC 1274 49.919 41.5486\n", "1275 NGC 1275 49.9507 41.5117\n", "1276 NGC 1276 49.9645 41.5565\n", "1277 NGC 1277 49.9645 41.5736\n", "1278 NGC 1278 49.9755 41.5634\n", "1279 NGC 1279 49.9961 41.4796\n", "1280 NGC 1280 49.4878 -0.169088\n", "1281 NGC 1281 50.0255 41.63\n", "1282 NGC 1282 50.0504 41.367\n", "1283 NGC 1283 50.0647 41.3986\n", "1284 NGC 1284 49.4396 -10.2891\n", "1285 NGC 1285 49.4726 -7.29779\n", "1286 NGC 1286 49.4522 -7.61685\n", "1287 NGC 1287 49.6394 -2.73087\n", "1288 NGC 1288 49.305 -32.5759\n", "1289 NGC 1289 49.7075 -1.97326\n", "1290 NGC 1290 50.0137 -13.9981\n", "1291 NGC 1291 49.3274 -41.108\n", "1292 NGC 1292 49.5621 -27.6103\n", "1293 NGC 1293 50.4019 41.3928\n", "1294 NGC 1294 50.4165 41.3606\n", "1295 NGC 1295 50.0137 -13.9981\n", "1296 NGC 1296 49.7072 -13.0624\n", "1297 NGC 1297 49.8093 -19.1001\n", "1298 NGC 1298 50.0545 -2.11408\n", "1299 NGC 1299 50.0404 -6.26203\n", "1300 NGC 1300 49.921 -19.4112\n", "1301 NGC 1301 50.1472 -18.7154\n", "1302 NGC 1302 49.9633 -26.0605\n", "1303 NGC 1303 50.17 -7.39442\n", "1304 NGC 1304 50.3033 -4.58404\n", "1305 NGC 1305 50.3457 -2.31681\n", "1306 NGC 1306 50.2624 -25.5124\n", "1307 NGC 1307 50.3033 -4.58404\n", "1308 NGC 1308 50.6189 -2.75715\n", "1309 NGC 1309 50.5273 -15.3999\n", "1310 NGC 1310 50.2642 -37.1017\n", "1311 NGC 1311 50.0289 -52.1855\n", "1312 NGC 1312 50.8741 1.32419\n", "1313 NGC 1313 49.5669 -66.4983\n", "1314 NGC 1314 50.6716 -4.18654\n", "1315 NGC 1315 50.7775 -21.3752\n", "1316 NGC 1316 50.6741 -37.2082\n", "1317 NGC 1317 50.6845 -37.1037\n", "1318 NGC 1318 50.6845 -37.1037\n", "1319 NGC 1319 50.9852 -21.5277\n", "1320 NGC 1320 51.2029 -3.04226\n", "1321 NGC 1321 51.2024 -3.01558\n", "1322 NGC 1322 51.2279 -2.91916\n", "1323 NGC 1323 51.2337 -2.82219\n", "1324 NGC 1324 51.257 -5.74583\n", "1325 NGC 1325 51.1066 -21.5441\n", "1326 NGC 1326 50.9849 -36.4645\n", "1327 NGC 1327 51.3468 -25.679\n", "1328 NGC 1328 51.4129 -4.12488\n", "1329 NGC 1329 51.5108 -17.5915\n", "1330 NGC 1330 52.2992 41.3881\n", "1331 NGC 1331 51.6181 -21.3555\n", "1332 NGC 1332 51.5722 -21.3354\n", "1333 NGC 1333 52.297 31.31\n", "1334 NGC 1334 52.5078 41.8322\n", "1335 NGC 1335 52.5813 41.5728\n", "1336 NGC 1336 51.6341 -35.7135\n", "1337 NGC 1337 52.0248 -8.38862\n", "1338 NGC 1338 52.2273 -12.1533\n", "1339 NGC 1339 52.0273 -32.2861\n", "1340 NGC 1340 52.0818 -31.0682\n", "1341 NGC 1341 51.9933 -37.1501\n", "1342 NGC 1342 52.894 37.38\n", "1343 NGC 1343 54.4572 72.5713\n", "1344 NGC 1344 52.0818 -31.0682\n", "1345 NGC 1345 52.3821 -17.7783\n", "1346 NGC 1346 52.5553 -5.54333\n", "1347 NGC 1347 52.4242 -22.2789\n", "1348 NGC 1348 53.524 51.409\n", "1349 NGC 1349 52.8646 4.38089\n", "1350 NGC 1350 52.7838 -33.6286\n", "1351 NGC 1351 52.6457 -34.854\n", "1352 NGC 1352 52.8874 -19.2784\n", "1353 NGC 1353 53.0126 -20.8192\n", "1354 NGC 1354 53.1224 -15.2212\n", "1355 NGC 1355 53.3478 -4.99869\n", "1356 NGC 1356 52.67 -50.3096\n", "1357 NGC 1357 53.3211 -13.6642\n", "1358 NGC 1358 53.4153 -5.0895\n", "1359 NGC 1359 53.4487 -19.4919\n", "1360 NGC 1360 53.311 -25.8717\n", "1361 NGC 1361 53.5739 -6.26501\n", "1362 NGC 1362 53.4712 -20.2825\n", "1363 NGC 1363 53.7066 -9.84256\n", "1364 NGC 1364 53.7457 -9.83853\n", "1365 NGC 1365 53.4019 -36.1407\n", "1366 NGC 1366 53.4737 -31.1942\n", "1367 NGC 1367 53.7556 -24.9332\n", "1368 NGC 1368 53.7455 -15.6559\n", "1369 NGC 1369 54.1886 -36.2563\n", "1370 NGC 1370 53.8106 -20.3738\n", "1371 NGC 1371 53.7556 -24.9332\n", "1372 NGC 1372 54.2489 -15.8815\n", "1373 NGC 1373 53.7467 -35.1711\n", "1374 NGC 1374 53.8191 -35.2263\n", "1375 NGC 1375 53.82 -35.2657\n", "1376 NGC 1376 54.2747 -5.04264\n", "1377 NGC 1377 54.1628 -20.9023\n", "1378 NGC 1378 53.966 -35.2012\n", "1379 NGC 1379 54.0165 -35.4413\n", "1380 NGC 1380 54.115 -34.9763\n", "1381 NGC 1381 54.1319 -35.2952\n", "1382 NGC 1382 54.2874 -35.195\n", "1383 NGC 1383 54.4134 -18.3394\n", "1384 NGC 1384 54.8066 15.8195\n", "1385 NGC 1385 54.368 -24.5013\n", "1386 NGC 1386 54.1927 -35.9993\n", "1387 NGC 1387 54.2376 -35.5066\n", "1388 NGC 1388 54.55 -15.8995\n", "1389 NGC 1389 54.2989 -35.7461\n", "1390 NGC 1390 54.4673 -19.0084\n", "1391 NGC 1391 54.7207 -18.3541\n", "1392 NGC 1392 54.446 -36.1474\n", "1393 NGC 1393 54.6607 -18.428\n", "1394 NGC 1394 54.7788 -18.2923\n", "1395 NGC 1395 54.6241 -23.0277\n", "1396 NGC 1396 54.5274 -35.4399\n", "1397 NGC 1397 54.9465 -4.67016\n", "1398 NGC 1398 54.7172 -26.3378\n", "1399 NGC 1399 54.6212 -35.4507\n", "1400 NGC 1400 54.8785 -18.6881\n", "1401 NGC 1401 54.841 -22.7247\n", "1402 NGC 1402 54.8774 -18.527\n", "1403 NGC 1403 54.7952 -22.3887\n", "1404 NGC 1404 54.7163 -35.5944\n", "1405 NGC 1405 55.0788 -15.5302\n", "1406 NGC 1406 54.8471 -31.3215\n", "1407 NGC 1407 55.0496 -18.5804\n", "1408 NGC 1408 54.8392 -35.5196\n", "1409 NGC 1409 55.2939 -1.30281\n", "1410 NGC 1410 55.2946 -1.29861\n", "1411 NGC 1411 54.687 -44.1006\n", "1412 NGC 1412 55.1224 -26.8622\n", "1413 NGC 1413 55.0482 -15.6107\n", "1414 NGC 1414 55.2381 -21.7139\n", "1415 NGC 1415 55.2369 -22.5645\n", "1416 NGC 1416 55.2621 -22.7191\n", "1417 NGC 1417 55.4893 -4.70487\n", "1418 NGC 1418 55.5673 -4.73083\n", "1419 NGC 1419 55.1754 -37.5108\n", "1420 NGC 1420 55.6836 -5.8545\n", "1421 NGC 1421 55.622 -13.488\n", "1422 NGC 1422 55.3794 -21.6815\n", "1423 NGC 1423 55.6671 -6.38185\n", "1424 NGC 1424 55.8084 -4.73022\n", "1425 NGC 1425 55.5478 -29.8934\n", "1426 NGC 1426 55.7046 -22.1084\n", "1427 NGC 1427 55.581 -35.3925\n", "1428 NGC 1428 55.5947 -35.154\n", "1429 NGC 1429 56.0109 -4.7219\n", "1430 NGC 1430 54.7917 -22.3883\n", "1431 NGC 1431 56.1701 2.83498\n", "1432 NGC 1432 56.5 24.2\n", "1433 NGC 1433 55.5062 -47.2219\n", "1434 NGC 1434 56.5537 -9.68263\n", "1435 NGC 1435 56.5 23.9\n", "1436 NGC 1436 55.9045 -35.8531\n", "1437 NGC 1437 55.9045 -35.8531\n", "1438 NGC 1438 56.3218 -23.0024\n", "1439 NGC 1439 56.2081 -21.9207\n", "1440 NGC 1440 56.2622 -18.266\n", "1441 NGC 1441 56.4296 -4.09161\n", "1442 NGC 1442 56.2622 -18.266\n", "1443 NGC 1443 56.4372 -4.0227\n", "1444 NGC 1444 57.361 52.658\n", "1445 NGC 1445 56.2343 -9.85595\n", "1446 NGC 1446 56.4872 -4.0562\n", "1447 NGC 1447 56.4465 -9.01869\n", "1448 NGC 1448 56.133 -44.6448\n", "1449 NGC 1449 56.5128 -4.13807\n", "1450 NGC 1450 56.4027 -9.23479\n", "1451 NGC 1451 56.5299 -4.06918\n", "1452 NGC 1452 56.343 -18.6337\n", "1453 NGC 1453 56.6135 -3.96884\n", "1454 NGC 1454 56.4766 -20.6895\n", "1455 NGC 1455 56.4663 -18.68\n", "1456 NGC 1456 57.025 22.567\n", "1457 NGC 1457 56.133 -44.6448\n", "1458 NGC 1458 56.7571 -18.24\n", "1459 NGC 1459 56.7414 -25.5218\n", "1460 NGC 1460 56.5572 -36.6964\n", "1461 NGC 1461 57.113 -16.3928\n", "1462 NGC 1462 57.5977 6.97301\n", "1463 NGC 1463 56.5642 -59.8101\n", "1464 NGC 1464 57.8521 -15.4023\n", "1465 NGC 1465 58.383 32.4927\n", "1466 NGC 1466 56.1363 -71.6717\n", "1467 NGC 1467 57.9699 -8.83817\n", "1468 NGC 1468 58.0524 -6.34895\n", "1469 NGC 1469 60.1158 68.5777\n", "1470 NGC 1470 58.041 -8.99942\n", "1471 NGC 1471 57.8521 -15.4023\n", "1472 NGC 1472 58.4472 -8.56847\n", "1473 NGC 1473 56.8545 -68.2205\n", "1474 NGC 1474 58.6265 10.7071\n", "1475 NGC 1475 58.5285 -8.1103\n", "1476 NGC 1476 58.0366 -44.5325\n", "1477 NGC 1477 58.512 -8.57495\n", "1478 NGC 1478 58.5305 -8.55534\n", "1479 NGC 1479 58.599 -10.1938\n", "1480 NGC 1480 183.272 -7.589\n", "1481 NGC 1481 58.6209 -20.4272\n", "1482 NGC 1482 58.6622 -20.5024\n", "1483 NGC 1483 58.1984 -47.4775\n", "1484 NGC 1484 58.5742 -36.9708\n", "1485 NGC 1485 61.2661 70.9964\n", "1486 NGC 1486 59.0778 -21.8213\n", "1487 NGC 1487 58.9438 -42.3669\n", "1488 NGC 1488 59.5512 18.5844\n", "1489 NGC 1489 59.4088 -19.2167\n", "1490 NGC 1490 58.3927 -66.018\n", "1491 NGC 1491 60.8162 51.315\n", "1492 NGC 1492 59.5545 -35.4464\n", "1493 NGC 1493 59.3643 -46.2107\n", "1494 NGC 1494 59.4274 -48.9114\n", "1495 NGC 1495 59.5909 -44.4663\n", "1496 NGC 1496 61.111 52.668\n", "1497 NGC 1497 60.5284 23.1329\n", "1498 NGC 1498 60.075 -12.015\n", "1499 NGC 1499 60.825 36.4217\n", "1500 NGC 1500 59.5583 -52.3282\n", "1501 NGC 1501 61.7475 60.9206\n", "1502 NGC 1502 61.954 62.332\n", "1503 NGC 1503 59.1386 -66.0407\n", "1504 NGC 1504 60.6237 -9.3354\n", "1505 NGC 1505 60.6517 -9.32239\n", "1506 NGC 1506 60.0898 -52.5738\n", "1507 NGC 1507 61.1134 -2.18858\n", "1508 NGC 1508 61.4486 25.4084\n", "1509 NGC 1509 60.98 -11.179\n", "1510 NGC 1510 60.886 -43.4002\n", "1511 NGC 1511 59.9041 -67.6343\n", "1512 NGC 1512 60.9762 -43.3488\n", "1513 NGC 1513 62.47 49.504\n", "1514 NGC 1514 62.3208 30.776\n", "1515 NGC 1515 61.0112 -54.1001\n", "1516 NGC 1516 62.0346 -8.83556\n", "1517 NGC 1517 62.2997 8.64887\n", "1518 NGC 1518 61.7071 -21.1726\n", "1519 NGC 1519 62.0316 -17.1929\n", "1520 NGC 1520 59.4625 -76.795\n", "1521 NGC 1521 62.0788 -21.052\n", "1522 NGC 1522 61.5329 -52.6683\n", "1523 NGC 1523 61.5512 -54.1001\n", "1524 NGC 1524 62.5763 -8.8022\n", "1525 NGC 1525 62.5763 -8.8022\n", "1526 NGC 1526 61.3014 -65.8398\n", "1527 NGC 1527 62.1004 -47.8969\n", "1528 NGC 1528 63.878 51.218\n", "1529 NGC 1529 61.8329 -62.8993\n", "1530 NGC 1530 65.8629 75.2956\n", "1531 NGC 1531 62.9972 -32.8508\n", "1532 NGC 1532 63.0182 -32.8742\n", "1533 NGC 1533 62.466 -56.1184\n", "1534 NGC 1534 62.192 -62.7977\n", "1535 NGC 1535 63.5657 -12.7394\n", "1536 NGC 1536 62.7493 -56.4805\n", "1537 NGC 1537 63.4195 -31.6452\n", "1538 NGC 1538 63.6754 -13.2\n", "1539 NGC 1539 64.7582 26.8275\n", "1540 NGC 1540 63.7931 -28.4843\n", "1541 NGC 1541 64.2509 0.835184\n", "1542 NGC 1542 64.309 4.78166\n", "1543 NGC 1543 63.1799 -57.7379\n", "1544 NGC 1544 75.6523 86.2223\n", "1545 NGC 1545 65.202 50.221\n", "1546 NGC 1546 63.6523 -56.0608\n", "1547 NGC 1547 64.3016 -17.8574\n", "1548 NGC 1548 65.332 36.92\n", "1549 NGC 1549 63.9384 -55.5924\n", "1550 NGC 1550 64.9081 2.40998\n", "1551 NGC 1551 64.9081 2.40998\n", "1552 NGC 1552 65.0736 -0.692726\n", "1553 NGC 1553 64.0436 -55.78\n", "1554 NGC 1554 65.5 19.6\n", "1555 NGC 1555 65.4878 19.5352\n", "1556 NGC 1556 64.4367 -50.1643\n", "1557 NGC 1557 63.2958 -70.4717\n", "1558 NGC 1558 65.0674 -45.0315\n", "1559 NGC 1559 64.399 -62.7837\n", "1560 NGC 1560 68.2045 71.8831\n", "1561 NGC 1561 65.7546 -15.8456\n", "1562 NGC 1562 65.4484 -15.7555\n", "1563 NGC 1563 65.7248 -15.7326\n", "1564 NGC 1564 65.7541 -15.7388\n", "1565 NGC 1565 65.8478 -15.7443\n", "1566 NGC 1566 65.0017 -54.938\n", "1567 NGC 1567 65.2865 -48.2547\n", "1568 NGC 1568 66.1055 -0.746163\n", "1569 NGC 1569 67.7049 64.8479\n", "1570 NGC 1570 65.5372 -43.6296\n", "1571 NGC 1571 65.5372 -43.6296\n", "1572 NGC 1572 65.6784 -40.601\n", "1573 NGC 1573 68.7666 73.2624\n", "1574 NGC 1574 65.4948 -56.9746\n", "1575 NGC 1575 66.5856 -10.0985\n", "1576 NGC 1576 66.5784 -3.62107\n", "1577 NGC 1577 66.585 -10.0983\n", "1578 NGC 1578 65.9443 -51.5995\n", "1579 NGC 1579 67.514 35.325\n", "1580 NGC 1580 67.0769 -5.17877\n", "1581 NGC 1581 66.1872 -54.942\n", "1582 NGC 1582 67.985 43.718\n", "1583 NGC 1583 67.0864 -17.5954\n", "1584 NGC 1584 67.0428 -17.5234\n", "1585 NGC 1585 66.8876 -42.1652\n", "1586 NGC 1586 67.6593 -0.304161\n", "1587 NGC 1587 67.6664 0.661645\n", "1588 NGC 1588 67.6824 0.66471\n", "1589 NGC 1589 67.6893 0.863672\n", "1590 NGC 1590 67.7927 7.63084\n", "1591 NGC 1591 67.3772 -26.7131\n", "1592 NGC 1592 67.4202 -27.4087\n", "1593 NGC 1593 68.0256 0.567398\n", "1594 NGC 1594 67.7151 -5.79826\n", "1595 NGC 1595 67.0908 -47.8159\n", "1596 NGC 1596 66.9088 -55.0277\n", "1597 NGC 1597 67.8061 -11.2903\n", "1598 NGC 1598 67.1404 -47.7825\n", "1599 NGC 1599 67.9114 -4.58826\n", "1600 NGC 1600 67.9161 -5.0861\n", "1601 NGC 1601 67.924 -5.06032\n", "1602 NGC 1602 66.979 -55.0577\n", "1603 NGC 1603 67.9582 -5.09444\n", "1604 NGC 1604 67.9942 -5.36972\n", "1605 NGC 1605 68.745 45.269\n", "1606 NGC 1606 68.014 -5.03246\n", "1607 NGC 1607 68.013 -4.45988\n", "1608 NGC 1608 68.0256 0.567398\n", "1609 NGC 1609 68.1879 -4.3724\n", "1610 NGC 1610 68.5578 -4.69983\n", "1611 NGC 1611 68.2748 -4.29743\n", "1612 NGC 1612 68.3047 -4.17247\n", "1613 NGC 1613 68.3555 -4.26535\n", "1614 NGC 1614 68.5001 -8.57905\n", "1615 NGC 1615 69.0042 19.9502\n", "1616 NGC 1616 68.1739 -43.7159\n", "1617 NGC 1617 67.9147 -54.6023\n", "1618 NGC 1618 69.0274 -3.14871\n", "1619 NGC 1619 69.0594 -4.8332\n", "1620 NGC 1620 69.1557 -0.143562\n", "1621 NGC 1621 69.1044 -4.98732\n", "1622 NGC 1622 69.1528 -3.18888\n", "1623 NGC 1623 68.8851 -13.5563\n", "1624 NGC 1624 70.15 50.4617\n", "1625 NGC 1625 69.2761 -3.3035\n", "1626 NGC 1626 69.1044 -4.98732\n", "1627 NGC 1627 69.4084 -4.88745\n", "1628 NGC 1628 69.4012 -4.71493\n", "1629 NGC 1629 67.4 -71.8383\n", "1630 NGC 1630 69.3145 -18.9015\n", "1631 NGC 1631 69.6007 -20.6499\n", "1632 NGC 1632 69.9941 -9.4562\n", "1633 NGC 1633 70.038 7.34955\n", "1634 NGC 1634 70.0408 7.33875\n", "1635 NGC 1635 70.0328 -0.547561\n", "1636 NGC 1636 70.1675 -8.60778\n", "1637 NGC 1637 70.3675 -2.85796\n", "1638 NGC 1638 70.4021 -1.80903\n", "1639 NGC 1639 70.2054 -16.9859\n", "1640 NGC 1640 70.5604 -20.4348\n", "1641 NGC 1641 68.8833 -65.75\n", "1642 NGC 1642 70.7288 0.618603\n", "1643 NGC 1643 70.9331 -5.31943\n", "1644 NGC 1644 69.4125 -66.2\n", "1645 NGC 1645 71.0267 -5.46567\n", "1646 NGC 1646 71.098 -8.53121\n", "1647 NGC 1647 71.481 19.079\n", "1648 NGC 1648 71.145 -8.47877\n", "1649 NGC 1649 69.5281 -68.7785\n", "1650 NGC 1650 71.298 -15.87\n", "1651 NGC 1651 69.3855 -70.5858\n", "1652 NGC 1652 69.5959 -68.6724\n", "1653 NGC 1653 71.4473 -2.3929\n", "1654 NGC 1654 71.452 -2.08382\n", "1655 NGC 1655 71.7959 20.9272\n", "1656 NGC 1656 71.4724 -5.13672\n", "1657 NGC 1657 71.5304 -2.07724\n", "1658 NGC 1658 71.0056 -41.4634\n", "1659 NGC 1659 71.6248 -4.78885\n", "1660 NGC 1660 71.0475 -41.4976\n", "1661 NGC 1661 71.7819 -2.05446\n", "1662 NGC 1662 72.198 10.882\n", "1663 NGC 1663 72.315 13.17\n", "1664 NGC 1664 72.763 43.676\n", "1665 NGC 1665 72.0712 -5.4276\n", "1666 NGC 1666 72.1369 -6.57003\n", "1667 NGC 1667 72.1549 -6.31995\n", "1668 NGC 1668 71.5246 -44.7334\n", "1669 NGC 1669 70.7497 -65.8144\n", "1670 NGC 1670 72.4276 -2.76054\n", "1671 NGC 1671 72.3918 0.252801\n", "1672 NGC 1672 71.4273 -59.2474\n", "1673 NGC 1673 70.6625 -69.82\n", "1674 NGC 1674 73.1044 23.9076\n", "1675 NGC 1675 73.1044 23.9076\n", "1676 NGC 1676 70.9721 -68.8272\n", "1677 NGC 1677 72.717 -4.89271\n", "1678 NGC 1678 72.8976 -2.62311\n", "1679 NGC 1679 72.4817 -31.9656\n", "1680 NGC 1680 72.1417 -47.8164\n", "1681 NGC 1681 72.9586 -5.80321\n", "1682 NGC 1682 73.0825 -3.10582\n", "1683 NGC 1683 73.0735 -3.0245\n", "1684 NGC 1684 73.1298 -3.10602\n", "1685 NGC 1685 73.1429 -2.94926\n", "1686 NGC 1686 73.2277 -15.3465\n", "1687 NGC 1687 72.839 -33.939\n", "1688 NGC 1688 72.0991 -59.8003\n", "1689 NGC 1689 72.1549 -6.31995\n", "1690 NGC 1690 73.5803 1.64032\n", "1691 NGC 1691 73.6597 3.26793\n", "1692 NGC 1692 73.8488 -20.5711\n", "1693 NGC 1693 71.9167 -69.345\n", "1694 NGC 1694 73.8201 -4.65262\n", "1695 NGC 1695 71.9346 -69.3754\n", "1696 NGC 1696 72.1236 -68.2426\n", "1697 NGC 1697 72.1534 -68.5585\n", "1698 NGC 1698 72.2813 -69.1179\n", "1699 NGC 1699 74.2485 -4.75685\n", "1700 NGC 1700 74.2347 -4.86578\n", "1701 NGC 1701 73.9631 -29.8835\n", "1702 NGC 1702 72.3583 -69.8517\n", "1703 NGC 1703 73.2173 -59.7422\n", "1704 NGC 1704 72.4792 -69.755\n", "1705 NGC 1705 73.5561 -53.361\n", "1706 NGC 1706 73.1292 -62.9857\n", "1707 NGC 1707 74.7148 8.2371\n", "1708 NGC 1708 75.871 52.851\n", "1709 NGC 1709 74.6835 -0.4782\n", "1710 NGC 1710 74.3211 -15.289\n", "1711 NGC 1711 72.6555 -69.9838\n", "1712 NGC 1712 72.7417 -69.4067\n", "1713 NGC 1713 74.7275 -0.48897\n", "1714 NGC 1714 73.035 -66.9231\n", "1715 NGC 1715 73.0487 -66.9081\n", "1716 NGC 1716 74.5556 -20.3636\n", "1717 NGC 1717 74.8752 -0.237992\n", "1718 NGC 1718 73.1043 -67.0524\n", "1719 NGC 1719 74.8942 -0.260428\n", "1720 NGC 1720 74.836 -7.85893\n", "1721 NGC 1721 74.8225 -11.1186\n", "1722 NGC 1722 72.9723 -69.3905\n", "1723 NGC 1723 74.8579 -10.9807\n", "1724 NGC 1724 75.838 49.495\n", "1725 NGC 1725 74.8454 -11.1324\n", "1726 NGC 1726 74.9246 -7.75514\n", "1727 NGC 1727 73.0542 -69.3389\n", "1728 NGC 1728 74.8656 -11.123\n", "1729 NGC 1729 75.0654 -3.35257\n", "1730 NGC 1730 74.8828 -15.8236\n", "1731 NGC 1731 73.3125 -66.9267\n", "1732 NGC 1732 73.2993 -68.6509\n", "1733 NGC 1733 73.518 -66.6822\n", "1734 NGC 1734 73.3885 -68.7665\n", "1735 NGC 1735 73.5855 -67.0995\n", "1736 NGC 1736 73.2655 -68.0514\n", "1737 NGC 1737 73.5271 -69.1906\n", "1738 NGC 1738 75.4445 -18.1572\n", "1739 NGC 1739 75.4472 -18.1667\n", "1740 NGC 1740 75.4784 -3.29622\n", "1741 NGC 1741 75.4096 -4.25694\n", "1742 NGC 1742 75.4126 -3.2979\n", "1743 NGC 1743 73.5125 -69.2017\n", "1744 NGC 1744 74.9906 -26.0222\n", "1745 NGC 1745 73.5833 -69.1583\n", "1746 NGC 1746 75.9583 23.77\n", "1747 NGC 1747 73.7958 -67.1783\n", "1748 NGC 1748 73.6025 -69.1836\n", "1749 NGC 1749 73.7334 -68.1893\n", "1750 NGC 1750 75.926 23.695\n", "1751 NGC 1751 73.5538 -69.8074\n", "1752 NGC 1752 75.5396 -8.24054\n", "1753 NGC 1753 75.6347 -3.34444\n", "1754 NGC 1754 73.5753 -70.4424\n", "1755 NGC 1755 73.8183 -68.2064\n", "1756 NGC 1756 73.7047 -69.2362\n", "1757 NGC 1757 75.6592 -4.7318\n", "1758 NGC 1758 76.175 23.813\n", "1759 NGC 1759 75.2044 -38.6739\n", "1760 NGC 1760 74.0867 -66.5369\n", "1761 NGC 1761 74.1625 -66.4833\n", "1762 NGC 1762 75.9043 1.57338\n", "1763 NGC 1763 74.2146 -66.4069\n", "1764 NGC 1764 74.115 -67.696\n", "1765 NGC 1765 74.6006 -62.0284\n", "1766 NGC 1766 73.9892 -70.2239\n", "1767 NGC 1767 74.122 -69.404\n", "1768 NGC 1768 74.2645 -68.2511\n", "1769 NGC 1769 74.4353 -66.4616\n", "1770 NGC 1770 74.6238 -68.4506\n", "1771 NGC 1771 74.732 -63.2982\n", "1772 NGC 1772 74.227 -69.557\n", "1773 NGC 1773 74.5501 -66.3601\n", "1774 NGC 1774 74.5255 -67.2409\n", "1775 NGC 1775 74.225 -70.43\n", "1776 NGC 1776 74.6647 -66.4295\n", "1777 NGC 1777 73.95 -74.2833\n", "1778 NGC 1778 77.033 37.02\n", "1779 NGC 1779 76.3251 -9.14724\n", "1780 NGC 1780 76.5864 -19.4666\n", "1781 NGC 1781 76.9793 -18.1899\n", "1782 NGC 1782 74.4645 -69.3925\n", "1783 NGC 1783 74.7858 -65.9877\n", "1784 NGC 1784 76.363 -11.8714\n", "1785 NGC 1785 74.6458 -68.8444\n", "1786 NGC 1786 74.7811 -67.746\n", "1787 NGC 1787 75.4386 -65.8244\n", "1788 NGC 1788 76.725 -3.3417\n", "1789 NGC 1789 74.4628 -71.9028\n", "1790 NGC 1790 77.7583 52.1183\n", "1791 NGC 1791 74.7724 -70.1671\n", "1792 NGC 1792 76.31 -37.9806\n", "1793 NGC 1793 74.9115 -69.5561\n", "1794 NGC 1794 76.9793 -18.1899\n", "1795 NGC 1795 74.9456 -69.8022\n", "1796 NGC 1796 75.6768 -61.14\n", "1797 NGC 1797 76.937 -8.01905\n", "1798 NGC 1798 77.914 47.691\n", "1799 NGC 1799 76.9359 -7.9692\n", "1800 NGC 1800 76.6072 -31.9542\n", "1801 NGC 1801 75.1484 -69.6117\n", "1802 NGC 1802 77.575 24.133\n", "1803 NGC 1803 76.3607 -49.568\n", "1804 NGC 1804 75.2687 -69.0842\n", "1805 NGC 1805 75.5904 -66.111\n", "1806 NGC 1806 75.5466 -67.985\n", "1807 NGC 1807 77.703 16.522\n", "1808 NGC 1808 76.9264 -37.513\n", "1809 NGC 1809 75.5209 -69.5683\n", "1810 NGC 1810 75.8487 -66.3822\n", "1811 NGC 1811 77.178 -29.2759\n", "1812 NGC 1812 77.2204 -29.2512\n", "1813 NGC 1813 75.6783 -70.3205\n", "1814 NGC 1814 75.9423 -67.3042\n", "1815 NGC 1815 75.6114 -70.6222\n", "1816 NGC 1816 75.9667 -67.2625\n", "1817 NGC 1817 78.139 16.696\n", "1818 NGC 1818 76.0554 -66.4349\n", "1819 NGC 1819 77.9423 5.20061\n", "1820 NGC 1820 76.025 -67.2783\n", "1821 NGC 1821 77.9421 -15.1347\n", "1822 NGC 1822 76.2864 -66.2121\n", "1823 NGC 1823 75.8523 -70.335\n", "1824 NGC 1824 76.7371 -59.727\n", "1825 NGC 1825 76.0784 -68.9285\n", "1826 NGC 1826 76.3918 -66.229\n", "1827 NGC 1827 77.5191 -36.9602\n", "1828 NGC 1828 76.0877 -69.3904\n", "1829 NGC 1829 76.2375 -68.055\n", "1830 NGC 1830 76.1647 -69.3427\n", "1831 NGC 1831 76.5672 -64.9186\n", "1832 NGC 1832 78.0139 -15.6878\n", "1833 NGC 1833 76.0979 -70.7353\n", "1834 NGC 1834 76.2965 -69.2006\n", "1835 NGC 1835 76.2884 -69.4058\n", "1836 NGC 1836 76.3993 -68.6294\n", "1837 NGC 1837 76.2374 -70.7158\n", "1838 NGC 1838 76.536 -68.4491\n", "1839 NGC 1839 76.5136 -68.627\n", "1840 NGC 1840 76.3307 -71.7643\n", "1841 NGC 1841 71.3516 -83.9981\n", "1842 NGC 1842 76.8285 -67.272\n", "1843 NGC 1843 78.5255 -10.6269\n", "1844 NGC 1844 76.8746 -67.3241\n", "1845 NGC 1845 76.5827 -70.4808\n", "1846 NGC 1846 76.8954 -67.459\n", "1847 NGC 1847 76.7842 -68.971\n", "1848 NGC 1848 77.0452 -71.1735\n", "1849 NGC 1849 77.3945 -66.3147\n", "1850 NGC 1850 77.2091 -68.7599\n", "1851 NGC 1851 78.5282 -40.0466\n", "1852 NGC 1852 77.349 -67.7772\n", "1853 NGC 1853 78.0687 -57.399\n", "1854 NGC 1854 77.3383 -68.8443\n", "1855 NGC 1855 77.3383 -68.8443\n", "1856 NGC 1856 77.3762 -69.1292\n", "1857 NGC 1857 80.031 39.336\n", "1858 NGC 1858 77.4837 -68.9017\n", "1859 NGC 1859 77.8898 -65.2489\n", "1860 NGC 1860 77.6714 -68.7535\n", "1861 NGC 1861 77.5921 -70.7787\n", "1862 NGC 1862 78.1417 -66.155\n", "1863 NGC 1863 77.9177 -68.7267\n", "1864 NGC 1864 78.1682 -67.6225\n", "1865 NGC 1865 78.1039 -68.772\n", "1866 NGC 1866 78.4122 -65.4647\n", "1867 NGC 1867 78.4196 -66.2938\n", "1868 NGC 1868 78.6525 -63.9571\n", "1869 NGC 1869 78.4708 -67.38\n", "1870 NGC 1870 78.2872 -69.1166\n", "1871 NGC 1871 78.4682 -67.4555\n", "1872 NGC 1872 78.2918 -69.3125\n", "1873 NGC 1873 78.475 -67.335\n", "1874 NGC 1874 78.3051 -69.3751\n", "1875 NGC 1875 80.4407 6.6888\n", "1876 NGC 1876 78.3293 -69.3624\n", "1877 NGC 1877 78.3406 -69.3772\n", "1878 NGC 1878 78.2141 -70.4723\n", "1879 NGC 1879 79.951 -32.1427\n", "1880 NGC 1880 78.4121 -69.3839\n", "1881 NGC 1881 78.4055 -69.3009\n", "1882 NGC 1882 78.8918 -66.1284\n", "1883 NGC 1883 81.48 46.493\n", "1884 NGC 1884 78.9857 -66.1734\n", "1885 NGC 1885 78.7869 -68.9801\n", "1886 NGC 1886 80.4507 -23.8101\n", "1887 NGC 1887 79.021 -66.32\n", "1888 NGC 1888 80.6435 -11.4995\n", "1889 NGC 1889 80.6471 -11.4969\n", "1890 NGC 1890 78.443 -72.08\n", "1891 NGC 1891 80.3542 -35.7417\n", "1892 NGC 1892 79.2876 -64.9597\n", "1893 NGC 1893 80.724 33.444\n", "1894 NGC 1894 78.9667 -69.4689\n", "1895 NGC 1895 79.2225 -67.3308\n", "1896 NGC 1896 81.425 29.3\n", "1897 NGC 1897 79.3807 -67.4505\n", "1898 NGC 1898 79.1891 -69.6547\n", "1899 NGC 1899 79.45 -67.9014\n", "1900 NGC 1900 79.7408 -63.0241\n", "1901 NGC 1901 79.49 -68.342\n", "1902 NGC 1902 79.5775 -66.6275\n", "1903 NGC 1903 79.3446 -69.3356\n", "1904 NGC 1904 81.0441 -24.5242\n", "1905 NGC 1905 79.5946 -67.2776\n", "1906 NGC 1906 81.1962 -15.9434\n", "1907 NGC 1907 82.033 35.33\n", "1908 NGC 1908 81.4893 -2.529\n", "1909 NGC 1909 75.5 -7.9\n", "1910 NGC 1910 79.6771 -69.2367\n", "1911 NGC 1911 79.8569 -66.6829\n", "1912 NGC 1912 82.167 35.824\n", "1913 NGC 1913 79.5781 -69.5374\n", "1914 NGC 1914 79.4042 -71.25\n", "1915 NGC 1915 79.8636 -66.74\n", "1916 NGC 1916 79.6578 -69.4064\n", "1917 NGC 1917 79.764 -69.0018\n", "1918 NGC 1918 79.7687 -69.6489\n", "1919 NGC 1919 80.0375 -66.8733\n", "1920 NGC 1920 80.1375 -66.7783\n", "1921 NGC 1921 79.8333 -69.7883\n", "1922 NGC 1922 79.9573 -69.501\n", "1923 NGC 1923 80.3875 -65.4883\n", "1924 NGC 1924 82.0083 -5.31063\n", "1925 NGC 1925 80.425 -65.84\n", "1926 NGC 1926 80.1475 -69.5252\n", "1927 NGC 1927 82.1751 -8.3807\n", "1928 NGC 1928 80.2331 -69.4764\n", "1929 NGC 1929 80.409 -67.912\n", "1930 NGC 1930 81.4867 -46.7285\n", "1931 NGC 1931 82.845 34.233\n", "1932 NGC 1932 80.6133 -66.1519\n", "1933 NGC 1933 80.5715 -66.1542\n", "1934 NGC 1934 80.4583 -67.9033\n", "1935 NGC 1935 80.4917 -67.955\n", "1936 NGC 1936 80.5522 -67.9755\n", "1937 NGC 1937 80.6208 -67.895\n", "1938 NGC 1938 80.3514 -69.9421\n", "1939 NGC 1939 80.3618 -69.9497\n", "1940 NGC 1940 80.6844 -67.1864\n", "1941 NGC 1941 80.783 -66.3791\n", "1942 NGC 1942 81.1797 -63.9394\n", "1943 NGC 1943 80.6263 -70.1552\n", "1944 NGC 1944 80.4894 -72.4941\n", "1945 NGC 1945 81.2542 -66.4233\n", "1946 NGC 1946 81.3143 -66.3943\n", "1947 NGC 1947 81.6984 -63.76\n", "1948 NGC 1948 81.0833 -66.4033\n", "1949 NGC 1949 81.2425 -68.4781\n", "1950 NGC 1950 81.1253 -69.8998\n", "1951 NGC 1951 81.5282 -66.5966\n", "1952 NGC 1952 83.6287 22.0147\n", "1953 NGC 1953 81.3711 -68.8379\n", "1954 NGC 1954 83.2014 -14.0627\n", "1955 NGC 1955 81.55 -67.4983\n", "1956 NGC 1956 79.8975 -77.7286\n", "1957 NGC 1957 83.23 -14.1331\n", "1958 NGC 1958 81.3787 -69.8369\n", "1959 NGC 1959 81.3988 -69.9266\n", "1960 NGC 1960 84.084 34.135\n", "1961 NGC 1961 85.5193 69.3784\n", "1962 NGC 1962 81.75 -68.85\n", "1963 NGC 1963 83.0708 -36.3917\n", "1964 NGC 1964 83.3403 -21.9455\n", "1965 NGC 1965 81.6208 -68.8067\n", "1966 NGC 1966 81.6267 -68.8172\n", "1967 NGC 1967 81.6805 -69.0978\n", "1968 NGC 1968 81.8458 -67.4717\n", "1969 NGC 1969 81.6471 -69.8452\n", "1970 NGC 1970 81.7042 -68.8283\n", "1971 NGC 1971 81.6899 -69.8509\n", "1972 NGC 1972 81.7033 -69.8381\n", "1973 NGC 1973 83.77 -4.73186\n", "1974 NGC 1974 81.9958 -67.4241\n", "1975 NGC 1975 83.8254 -4.68472\n", "1976 NGC 1976 83.82 -5.39\n", "1977 NGC 1977 83.815 -4.819\n", "1978 NGC 1978 82.1889 -66.2367\n", "1979 NGC 1979 83.5046 -23.3101\n", "1980 NGC 1980 83.81 -5.924\n", "1981 NGC 1981 83.848 -4.486\n", "1982 NGC 1982 83.8792 -5.27\n", "1983 NGC 1983 81.9333 -68.985\n", "1984 NGC 1984 81.9167 -69.135\n", "1985 NGC 1985 84.4493 31.99\n", "1986 NGC 1986 81.908 -69.975\n", "1987 NGC 1987 81.8206 -70.7373\n", "1988 NGC 1988 84.3742 21.2308\n", "1989 NGC 1989 83.5976 -30.8011\n", "1990 NGC 1990 83.75 -1.7\n", "1991 NGC 1991 81.9958 -67.4241\n", "1992 NGC 1992 83.6324 -30.8969\n", "1993 NGC 1993 83.8566 -17.8152\n", "1994 NGC 1994 82.0946 -69.1422\n", "1995 NGC 1995 83.3156 -48.6957\n", "1996 NGC 1996 84.5 25.767\n", "1997 NGC 1997 82.6435 -63.2048\n", "1998 NGC 1998 83.3156 -48.6957\n", "1999 NGC 1999 84.1042 -6.7117\n", "2000 NGC 2000 81.8752 -71.8798\n", "2001 NGC 2001 82.2917 -68.7467\n", "2002 NGC 2002 82.5875 -66.8851\n", "2003 NGC 2003 82.7293 -66.4661\n", "2004 NGC 2004 82.6723 -67.2894\n", "2005 NGC 2005 82.5354 -69.754\n", "2006 NGC 2006 82.8292 -66.9733\n", "2007 NGC 2007 83.7465 -50.9217\n", "2008 NGC 2008 83.7658 -50.9668\n", "2009 NGC 2009 82.7458 -69.185\n", "2010 NGC 2010 82.6426 -70.819\n", "2011 NGC 2011 83.0792 -67.5217\n", "2012 NGC 2012 80.6475 -79.8518\n", "2013 NGC 2013 86.0071 55.7936\n", "2014 NGC 2014 83.1 -67.6883\n", "2015 NGC 2015 83.0346 -69.2426\n", "2016 NGC 2016 82.896 -69.9454\n", "2017 NGC 2017 84.8208 -17.8467\n", "2018 NGC 2018 82.85 -71.0733\n", "2019 NGC 2019 82.9853 -70.159\n", "2020 NGC 2020 83.2942 -67.7125\n", "2021 NGC 2021 83.3757 -67.4551\n", "2022 NGC 2022 85.5258 9.08627\n", "2023 NGC 2023 85.4079 -2.26451\n", "2024 NGC 2024 85.4292 -1.8417\n", "2025 NGC 2025 83.1382 -71.7176\n", "2026 NGC 2026 85.775 20.145\n", "2027 NGC 2027 83.7514 -66.9183\n", "2028 NGC 2028 83.4599 -69.9448\n", "2029 NGC 2029 83.8146 -67.5678\n", "2030 NGC 2030 83.89 -66.0406\n", "2031 NGC 2031 83.4227 -70.9874\n", "2032 NGC 2032 83.848 -67.5821\n", "2033 NGC 2033 83.6792 -69.7367\n", "2034 NGC 2034 83.9542 -66.89\n", "2035 NGC 2035 83.8833 -67.585\n", "2036 NGC 2036 83.6409 -70.066\n", "2037 NGC 2037 83.7417 -69.73\n", "2038 NGC 2038 83.6793 -70.5642\n", "2039 NGC 2039 86.0 8.69167\n", "2040 NGC 2040 84.0029 -67.5825\n", "2041 NGC 2041 84.117 -66.9916\n", "2042 NGC 2042 84.0416 -68.9149\n", "2043 NGC 2043 83.9978 -70.071\n", "2044 NGC 2044 84.0458 -69.1967\n", "2045 NGC 2045 86.25 12.9\n", "2046 NGC 2046 83.9092 -70.2414\n", "2047 NGC 2047 83.9832 -70.1852\n", "2048 NGC 2048 83.9792 -69.65\n", "2049 NGC 2049 85.8138 -30.0784\n", "2050 NGC 2050 84.15 -69.4033\n", "2051 NGC 2051 84.0343 -71.0118\n", "2052 NGC 2052 84.3196 -69.7529\n", "2053 NGC 2053 84.4233 -67.4137\n", "2054 NGC 2054 86.1957 -10.0737\n", "2055 NGC 2055 84.1833 -69.4983\n", "2056 NGC 2056 84.1398 -70.6685\n", "2057 NGC 2057 84.2285 -70.268\n", "2058 NGC 2058 84.244 -70.1624\n", "2059 NGC 2059 84.2588 -70.1319\n", "2060 NGC 2060 84.4644 -69.1733\n", "2061 NGC 2061 85.675 -34.01\n", "2062 NGC 2062 85.0173 -66.8762\n", "2063 NGC 2063 86.6919 8.7918\n", "2064 NGC 2064 86.65 0.0567\n", "2065 NGC 2065 84.4085 -70.2363\n", "2066 NGC 2066 84.4265 -70.165\n", "2067 NGC 2067 86.65 0.117\n", "2068 NGC 2068 86.6908 0.07917\n", "2069 NGC 2069 84.675 -69.0083\n", "2070 NGC 2070 84.675 -69.1\n", "2071 NGC 2071 86.791 0.3\n", "2072 NGC 2072 84.599 -70.2312\n", "2073 NGC 2073 86.4745 -21.9992\n", "2074 NGC 2074 84.7625 -69.4983\n", "2075 NGC 2075 84.5886 -70.685\n", "2076 NGC 2076 86.6978 -16.7826\n", "2077 NGC 2077 84.8937 -69.6553\n", "2078 NGC 2078 84.975 -69.7483\n", "2079 NGC 2079 84.9125 -69.7733\n", "2080 NGC 2080 84.9273 -69.6473\n", "2081 NGC 2081 84.799 -69.5045\n", "2082 NGC 2082 85.4629 -64.3011\n", "2083 NGC 2083 84.9958 -69.735\n", "2084 NGC 2084 85.0708 -69.7567\n", "2085 NGC 2085 85.0358 -69.6722\n", "2086 NGC 2086 85.0996 -69.6714\n", "2087 NGC 2087 86.0671 -55.5325\n", "2088 NGC 2088 85.2501 -68.4653\n", "2089 NGC 2089 86.9643 -17.6024\n", "2090 NGC 2090 86.7577 -34.2505\n", "2091 NGC 2091 85.2475 -69.4372\n", "2092 NGC 2092 85.3442 -69.2254\n", "2093 NGC 2093 85.4624 -68.916\n", "2094 NGC 2094 85.55 -68.9167\n", "2095 NGC 2095 85.7139 -67.3217\n", "2096 NGC 2096 85.5686 -68.4597\n", "2097 NGC 2097 86.0295 -62.7835\n", "2098 NGC 2098 85.6235 -68.274\n", "2099 NGC 2099 88.074 32.545\n", "2100 NGC 2100 85.53 -69.2075\n", "2101 NGC 2101 86.6007 -52.0885\n", "2102 NGC 2102 85.6045 -69.4915\n", "2103 NGC 2103 85.4087 -71.3303\n", "2104 NGC 2104 86.7699 -51.5529\n", "2105 NGC 2105 86.0809 -66.9172\n", "2106 NGC 2106 87.6943 -21.5672\n", "2107 NGC 2107 85.8011 -70.6408\n", "2108 NGC 2108 85.9845 -69.1818\n", "2109 NGC 2109 86.0966 -68.547\n", "2110 NGC 2110 88.0474 -7.45625\n", "2111 NGC 2111 86.1492 -70.9958\n", "2112 NGC 2112 88.452 0.403\n", "2113 NGC 2113 86.3417 -69.7733\n", "2114 NGC 2114 86.5515 -68.048\n", "2115 NGC 2115 87.8325 -50.5829\n", "2116 NGC 2116 86.8131 -68.508\n", "2117 NGC 2117 86.9476 -67.4515\n", "2118 NGC 2118 86.9138 -69.1314\n", "2119 NGC 2119 89.3623 11.9492\n", "2120 NGC 2120 87.646 -63.6755\n", "2121 NGC 2121 87.055 -71.4811\n", "2122 NGC 2122 87.2292 -70.0683\n", "2123 NGC 2123 87.9308 -65.3206\n", "2124 NGC 2124 89.4677 -20.0846\n", "2125 NGC 2125 87.7189 -69.4781\n", "2126 NGC 2126 90.658 49.883\n", "2127 NGC 2127 87.8426 -69.3593\n", "2128 NGC 2128 91.1426 57.6277\n", "2129 NGC 2129 90.275 23.328\n", "2130 NGC 2130 88.0958 -67.3333\n", "2131 NGC 2131 89.698 -26.6531\n", "2132 NGC 2132 88.83 -59.92\n", "2133 NGC 2133 87.8726 -71.1739\n", "2134 NGC 2134 87.9831 -71.0982\n", "2135 NGC 2135 88.3889 -67.4271\n", "2136 NGC 2136 88.2575 -69.4901\n", "2137 NGC 2137 88.3 -69.4833\n", "2138 NGC 2138 88.7061 -65.837\n", "2139 NGC 2139 90.2832 -23.6723\n", "2140 NGC 2140 88.5728 -68.6001\n", "2141 NGC 2141 90.734 10.451\n", "2142 NGC 2142 90.4694 -10.6008\n", "2143 NGC 2143 90.775 5.767\n", "2144 NGC 2144 85.2378 -82.1195\n", "2145 NGC 2145 88.597 -70.9023\n", "2146 NGC 2146 94.6571 78.357\n", "2147 NGC 2147 88.9429 -68.2021\n", "2148 NGC 2148 89.6911 -59.1259\n", "2149 NGC 2149 90.8671 -9.7325\n", "2150 NGC 2150 88.9431 -69.5608\n", "2151 NGC 2151 89.0865 -69.0184\n", "2152 NGC 2152 90.2305 -50.7409\n", "2153 NGC 2153 89.4665 -66.4006\n", "2154 NGC 2154 89.4083 -67.2617\n", "2155 NGC 2155 89.6336 -65.4774\n", "2156 NGC 2156 89.4375 -68.46\n", "2157 NGC 2157 89.3976 -69.1969\n", "2158 NGC 2158 91.862 24.099\n", "2159 NGC 2159 89.4875 -68.6233\n", "2160 NGC 2160 89.5543 -68.2899\n", "2161 NGC 2161 88.9292 -74.3539\n", "2162 NGC 2162 90.1259 -63.7217\n", "2163 NGC 2163 91.9562 18.6575\n", "2164 NGC 2164 89.7329 -68.5161\n", "2165 NGC 2165 92.7667 51.6767\n", "2166 NGC 2166 89.8896 -67.9419\n", "2167 NGC 2167 91.7303 -6.2038\n", "2168 NGC 2168 92.272 24.336\n", "2169 NGC 2169 92.125 13.951\n", "2170 NGC 2170 91.95 -6.385\n", "2171 NGC 2171 89.6076 -70.6545\n", "2172 NGC 2172 90.0255 -68.6365\n", "2173 NGC 2173 89.4917 -72.9783\n", "2174 NGC 2174 92.425 20.5\n", "2175 NGC 2175 92.4125 20.4867\n", "2176 NGC 2176 90.3335 -66.8542\n", "2177 NGC 2177 90.3154 -67.7338\n", "2178 NGC 2178 90.6981 -63.7636\n", "2179 NGC 2179 92.0093 -21.7467\n", "2180 NGC 2180 92.45 4.8067\n", "2181 NGC 2181 90.6792 -65.265\n", "2182 NGC 2182 92.3752 -6.32783\n", "2183 NGC 2183 92.6948 -6.21247\n", "2184 NGC 2184 91.69 -2.0\n", "2185 NGC 2185 92.5 -6.2\n", "2186 NGC 2186 93.031 5.453\n", "2187 NGC 2187 90.9508 -69.5831\n", "2188 NGC 2188 92.5412 -34.1039\n", "2189 NGC 2189 93.03 1.055\n", "2190 NGC 2190 90.2583 -74.7267\n", "2191 NGC 2191 92.0994 -52.5123\n", "2192 NGC 2192 93.819 39.846\n", "2193 NGC 2193 91.5721 -65.0987\n", "2194 NGC 2194 93.44 12.813\n", "2195 NGC 2195 93.6 17.65\n", "2196 NGC 2196 93.0402 -21.806\n", "2197 NGC 2197 91.5292 -67.0983\n", "2198 NGC 2198 93.4728 0.992\n", "2199 NGC 2199 91.1874 -73.3998\n", "2200 NGC 2200 93.3233 -43.6631\n", "2201 NGC 2201 93.3817 -43.7047\n", "2202 NGC 2202 94.225 6.0\n", "2203 NGC 2203 91.1757 -75.4377\n", "2204 NGC 2204 93.882 -18.67\n", "2205 NGC 2205 92.6363 -62.5384\n", "2206 NGC 2206 93.9993 -26.7655\n", "2207 NGC 2207 94.0918 -21.3727\n", "2208 NGC 2208 95.6443 51.9096\n", "2209 NGC 2209 92.1502 -73.8355\n", "2210 NGC 2210 92.8804 -69.1214\n", "2211 NGC 2211 94.6265 -18.5373\n", "2212 NGC 2212 94.649 -18.5197\n", "2213 NGC 2213 92.675 -71.5289\n", "2214 NGC 2214 93.2375 -68.26\n", "2215 NGC 2215 95.199 -7.277\n", "2216 NGC 2216 95.378 -22.0875\n", "2217 NGC 2217 95.4156 -27.2338\n", "2218 NGC 2218 96.169 19.3355\n", "2219 NGC 2219 95.933 -4.695\n", "2220 NGC 2220 95.1458 -44.6783\n", "2221 NGC 2221 95.0655 -57.5784\n", "2222 NGC 2222 95.0712 -57.5345\n", "2223 NGC 2223 96.1497 -22.8383\n", "2224 NGC 2224 96.8833 12.6556\n", "2225 NGC 2225 96.652 -9.643\n", "2226 NGC 2226 96.6719 -9.6491\n", "2227 NGC 2227 96.4916 -22.0048\n", "2228 NGC 2228 95.3149 -64.4589\n", "2229 NGC 2229 95.3486 -64.9566\n", "2230 NGC 2230 95.3647 -64.9928\n", "2231 NGC 2231 95.1797 -67.5186\n", "2232 NGC 2232 96.888 -4.749\n", "2233 NGC 2233 95.4171 -65.0333\n", "2234 NGC 2234 97.335 16.759\n", "2235 NGC 2235 95.592 -64.9341\n", "2236 NGC 2236 97.416 6.834\n", "2237 NGC 2237 97.6504 4.98072\n", "2238 NGC 2238 97.625 5.05\n", "2239 NGC 2239 98.045 4.914\n", "2240 NGC 2240 98.2917 35.25\n", "2241 NGC 2241 95.7208 -68.925\n", "2242 NGC 2242 98.5306 44.7772\n", "2243 NGC 2243 97.395 -31.282\n", "2244 NGC 2244 98.045 4.914\n", "2245 NGC 2245 98.1722 10.1593\n", "2246 NGC 2246 97.6647 4.98531\n", "2247 NGC 2247 98.2684 10.3225\n", "2248 NGC 2248 98.6458 26.3044\n", "2249 NGC 2249 96.4542 -68.92\n", "2250 NGC 2250 98.422 -5.08\n", "2251 NGC 2251 98.68 8.337\n", "2252 NGC 2252 98.7546 5.42039\n", "2253 NGC 2253 100.811 65.6775\n", "2254 NGC 2254 98.949 7.671\n", "2255 NGC 2255 98.4943 -34.8126\n", "2256 NGC 2256 101.808 74.2366\n", "2257 NGC 2257 97.5526 -64.3278\n", "2258 NGC 2258 101.943 74.4818\n", "2259 NGC 2259 99.633 10.885\n", "2260 NGC 2260 99.5125 -1.47333\n", "2261 NGC 2261 99.7915 8.73598\n", "2262 NGC 2262 99.905 1.147\n", "2263 NGC 2263 99.6201 -24.8487\n", "2264 NGC 2264 100.217 9.877\n", "2265 NGC 2265 100.421 11.905\n", "2266 NGC 2266 100.832 26.976\n", "2267 NGC 2267 100.215 -32.4823\n", "2268 NGC 2268 108.573 84.3823\n", "2269 NGC 2269 100.818 4.628\n", "2270 NGC 2270 100.987 3.4783\n", "2271 NGC 2271 100.721 -23.4761\n", "2272 NGC 2272 100.672 -27.4595\n", "2273 NGC 2273 102.536 60.8458\n", "2274 NGC 2274 101.822 33.5671\n", "2275 NGC 2275 101.825 33.5993\n", "2276 NGC 2276 111.81 85.7545\n", "2277 NGC 2277 101.96 33.4383\n", "2278 NGC 2278 102.085 33.4047\n", "2279 NGC 2279 102.11 33.4046\n", "2280 NGC 2280 101.205 -27.6385\n", "2281 NGC 2281 102.091 41.06\n", "2282 NGC 2282 101.713 1.315\n", "2283 NGC 2283 101.47 -18.2104\n", "2284 NGC 2284 102.285 33.2209\n", "2285 NGC 2285 102.36 33.354\n", "2286 NGC 2286 101.916 -3.167\n", "2287 NGC 2287 101.499 -20.716\n", "2288 NGC 2288 102.716 33.4625\n", "2289 NGC 2289 102.723 33.4788\n", "2290 NGC 2290 102.737 33.4376\n", "2291 NGC 2291 102.744 33.5252\n", "2292 NGC 2292 101.915 -26.7462\n", "2293 NGC 2293 101.929 -26.7544\n", "2294 NGC 2294 102.797 33.5271\n", "2295 NGC 2295 101.848 -26.7363\n", "2296 NGC 2296 102.163 -16.9016\n", "2297 NGC 2297 101.103 -63.7173\n", "2298 NGC 2298 102.248 -36.0053\n", "2299 NGC 2299 102.779 -6.9971\n", "2300 NGC 2300 113.085 85.7089\n", "2301 NGC 2301 102.943 0.465\n", "2302 NGC 2302 102.977 -7.086\n", "2303 NGC 2303 104.073 45.4929\n", "2304 NGC 2304 103.802 17.984\n", "2305 NGC 2305 102.155 -64.2733\n", "2306 NGC 2306 103.605 -7.205\n", "2307 NGC 2307 102.212 -64.3354\n", "2308 NGC 2308 104.657 45.2105\n", "2309 NGC 2309 104.02 -7.18\n", "2310 NGC 2310 103.475 -40.8627\n", "2311 NGC 2311 104.455 -4.616\n", "2312 NGC 2312 104.7 10.28\n", "2313 NGC 2313 104.511 -7.94545\n", "2314 NGC 2314 107.636 75.3267\n", "2315 NGC 2315 105.638 50.5906\n", "2316 NGC 2316 104.924 -7.76861\n", "2317 NGC 2317 104.702 -7.7683\n", "2318 NGC 2318 104.854 -13.822\n", "2319 NGC 2319 105.135 3.043\n", "2320 NGC 2320 106.425 50.581\n", "2321 NGC 2321 106.496 50.7557\n", "2322 NGC 2322 106.501 50.5103\n", "2323 NGC 2323 105.684 -8.365\n", "2324 NGC 2324 106.033 1.046\n", "2325 NGC 2325 105.668 -28.6972\n", "2326 NGC 2326 107.046 50.6819\n", "2327 NGC 2327 106.033 -11.3167\n", "2328 NGC 2328 105.651 -42.0686\n", "2329 NGC 2329 107.283 48.6155\n", "2330 NGC 2330 107.368 50.1525\n", "2331 NGC 2331 106.68 27.255\n", "2332 NGC 2332 107.392 50.1823\n", "2333 NGC 2333 107.089 35.17\n", "2334 NGC 2334 107.48 50.1921\n", "2335 NGC 2335 106.69 -10.023\n", "2336 NGC 2336 111.767 80.1781\n", "2337 NGC 2337 107.557 44.4574\n", "2338 NGC 2338 106.95 -5.717\n", "2339 NGC 2339 107.086 18.7802\n", "2340 NGC 2340 107.795 50.1747\n", "2341 NGC 2341 107.3 20.6028\n", "2342 NGC 2342 107.325 20.6359\n", "2343 NGC 2343 107.029 -10.619\n", "2344 NGC 2344 108.119 47.1668\n", "2345 NGC 2345 107.075 -13.199\n", "2346 NGC 2346 107.344 -0.806559\n", "2347 NGC 2347 109.017 64.7115\n", "2348 NGC 2348 105.763 -67.4117\n", "2349 NGC 2349 107.7 -8.6\n", "2350 NGC 2350 108.301 12.266\n", "2351 NGC 2351 108.383 -10.48\n", "2352 NGC 2352 108.272 -24.029\n", "2353 NGC 2353 108.641 -10.257\n", "2354 NGC 2354 108.503 -25.724\n", "2355 NGC 2355 109.247 13.772\n", "2356 NGC 2356 109.278 13.9711\n", "2357 NGC 2357 109.421 23.3567\n", "2358 NGC 2358 109.261 -17.143\n", "2359 NGC 2359 109.625 -13.2267\n", "2360 NGC 2360 109.443 -15.631\n", "2361 NGC 2361 109.59 -13.213\n", "2362 NGC 2362 109.671 -24.954\n", "2363 NGC 2363 112.123 69.1929\n", "2364 NGC 2364 110.192 -7.55\n", "2365 NGC 2365 110.594 22.0833\n", "2366 NGC 2366 112.219 69.2108\n", "2367 NGC 2367 110.031 -21.867\n", "2368 NGC 2368 110.242 -10.3783\n", "2369 NGC 2369 109.157 -62.3438\n", "2370 NGC 2370 111.257 23.7832\n", "2371 NGC 2371 111.395 29.4907\n", "2372 NGC 2372 111.395 29.4907\n", "2373 NGC 2373 111.654 33.8238\n", "2374 NGC 2374 111.016 -13.235\n", "2375 NGC 2375 111.79 33.8318\n", "2376 NGC 2376 111.65 23.0729\n", "2377 NGC 2377 111.237 -9.65935\n", "2378 NGC 2378 111.857 33.8319\n", "2379 NGC 2379 111.859 33.8113\n", "2380 NGC 2380 110.978 -27.5291\n", "2381 NGC 2381 109.989 -63.067\n", "2382 NGC 2382 110.978 -27.5291\n", "2383 NGC 2383 111.174 -20.949\n", "2384 NGC 2384 111.292 -21.0217\n", "2385 NGC 2385 112.117 33.8378\n", "2386 NGC 2386 112.157 33.7646\n", "2387 NGC 2387 112.241 36.8799\n", "2388 NGC 2388 112.223 33.819\n", "2389 NGC 2389 112.269 33.861\n", "2390 NGC 2390 112.257 33.8311\n", "2391 NGC 2391 112.3 33.817\n", "2392 NGC 2392 112.295 20.9118\n", "2393 NGC 2393 112.519 34.0277\n", "2394 NGC 2394 112.15 7.08667\n", "2395 NGC 2395 111.774 13.584\n", "2396 NGC 2396 111.984 -11.725\n", "2397 NGC 2397 110.333 -69.0014\n", "2398 NGC 2398 112.567 24.4879\n", "2399 NGC 2399 112.47 -0.3528\n", "2400 NGC 2400 112.495 -0.3529\n", "2401 NGC 2401 112.352 -13.968\n", "2402 NGC 2402 112.694 9.64687\n", "2403 NGC 2403 114.214 65.6027\n", "2404 NGC 2404 114.277 65.6935\n", "2405 NGC 2405 113.058 25.9064\n", "2406 NGC 2406 112.949 18.288\n", "2407 NGC 2407 112.986 18.333\n", "2408 NGC 2408 115.037 71.655\n", "2409 NGC 2409 112.877 -17.229\n", "2410 NGC 2410 113.759 32.8221\n", "2411 NGC 2411 113.651 18.2815\n", "2412 NGC 2412 113.59 8.5447\n", "2413 NGC 2413 113.275 -13.033\n", "2414 NGC 2414 113.293 -15.449\n", "2415 NGC 2415 114.236 35.2418\n", "2416 NGC 2416 113.923 11.612\n", "2417 NGC 2417 112.55 -62.2526\n", "2418 NGC 2418 114.156 17.8839\n", "2419 NGC 2419 114.535 38.8819\n", "2420 NGC 2420 114.602 21.575\n", "2421 NGC 2421 114.051 -20.627\n", "2422 NGC 2422 114.147 -14.489\n", "2423 NGC 2423 114.299 -13.863\n", "2424 NGC 2424 115.164 39.2333\n", "2425 NGC 2425 114.577 -14.885\n", "2426 NGC 2426 115.827 52.3186\n", "2427 NGC 2427 114.117 -47.6356\n", "2428 NGC 2428 114.831 -16.55\n", "2429 NGC 2429 115.948 52.3575\n", "2430 NGC 2430 114.9 -16.35\n", "2431 NGC 2431 116.306 53.0752\n", "2432 NGC 2432 115.223 -19.078\n", "2433 NGC 2433 115.682 9.25922\n", "2434 NGC 2434 113.713 -69.2842\n", "2435 NGC 2435 116.057 31.6511\n", "2436 NGC 2436 116.531 52.0717\n", "2437 NGC 2437 115.445 -14.844\n", "2438 NGC 2438 115.46 -14.7354\n", "2439 NGC 2439 115.194 -31.694\n", "2440 NGC 2440 115.481 -18.2089\n", "2441 NGC 2441 117.978 73.0157\n", "2442 NGC 2442 114.099 -69.5308\n", "2443 NGC 2443 114.099 -69.5308\n", "2444 NGC 2444 116.721 39.032\n", "2445 NGC 2445 116.73 39.0151\n", "2446 NGC 2446 117.163 54.6118\n", "2447 NGC 2447 116.141 -23.853\n", "2448 NGC 2448 116.034 -24.837\n", "2449 NGC 2449 116.835 26.9302\n", "2450 NGC 2450 116.884 27.0191\n", "2451 NGC 2451 116.35 -37.967\n", "2452 NGC 2452 116.859 -27.3352\n", "2453 NGC 2453 116.894 -27.194\n", "2454 NGC 2454 117.646 16.3686\n", "2455 NGC 2455 117.284 -21.298\n", "2456 NGC 2456 118.544 55.4953\n", "2457 NGC 2457 118.727 55.5464\n", "2458 NGC 2458 118.964 56.7106\n", "2459 NGC 2459 118.008 9.557\n", "2460 NGC 2460 119.218 60.3494\n", "2461 NGC 2461 118.964 56.7106\n", "2462 NGC 2462 119.134 56.6872\n", "2463 NGC 2463 119.302 56.6766\n", "2464 NGC 2464 119.331 56.6657\n", "2465 NGC 2465 119.431 56.7488\n", "2466 NGC 2466 116.317 -71.4105\n", "2467 NGC 2467 118.077 -26.428\n", "2468 NGC 2468 119.51 56.3596\n", "2469 NGC 2469 119.514 56.6805\n", "2470 NGC 2470 118.586 4.45973\n", "2471 NGC 2471 119.581 56.7485\n", "2472 NGC 2472 119.675 56.7013\n", "2473 NGC 2473 118.895 56.7358\n", "2474 NGC 2474 119.496 52.8573\n", "2475 NGC 2475 119.502 52.8617\n", "2476 NGC 2476 119.188 39.9279\n", "2477 NGC 2477 118.046 -38.537\n", "2478 NGC 2478 118.687 -15.4165\n", "2479 NGC 2479 118.762 -17.732\n", "2480 NGC 2480 119.294 23.7796\n", "2481 NGC 2481 119.307 23.7678\n", "2482 NGC 2482 118.787 -24.263\n", "2483 NGC 2483 118.9 -27.9\n", "2484 NGC 2484 119.617 37.7866\n", "2485 NGC 2485 119.203 7.47793\n", "2486 NGC 2486 119.485 25.1609\n", "2487 NGC 2487 119.585 25.1492\n", "2488 NGC 2488 120.442 56.5539\n", "2489 NGC 2489 119.064 -30.06\n", "2490 NGC 2490 119.824 27.0779\n", "2491 NGC 2491 119.614 7.98382\n", "2492 NGC 2492 119.874 27.0264\n", "2493 NGC 2493 120.098 39.8304\n", "2494 NGC 2494 119.78 -0.637874\n", "2495 NGC 2495 120.138 39.84\n", "2496 NGC 2496 119.656 8.0298\n", "2497 NGC 2497 120.546 56.9423\n", "2498 NGC 2498 119.912 24.9824\n", "2499 NGC 2499 119.715 7.49331\n", "2500 NGC 2500 120.472 50.7371\n", "2501 NGC 2501 119.625 -14.3543\n", "2502 NGC 2502 118.965 -52.3068\n", "2503 NGC 2503 120.153 22.4001\n", "2504 NGC 2504 119.968 5.60853\n", "2505 NGC 2505 121.029 53.5492\n", "2506 NGC 2506 120.01 -10.773\n", "2507 NGC 2507 120.405 15.7097\n", "2508 NGC 2508 120.488 8.55187\n", "2509 NGC 2509 120.201 -19.056\n", "2510 NGC 2510 120.544 9.48597\n", "2511 NGC 2511 120.563 9.39442\n", "2512 NGC 2512 120.783 23.3918\n", "2513 NGC 2513 120.603 9.41359\n", "2514 NGC 2514 120.707 15.8083\n", "2515 NGC 2515 146.813 13.0338\n", "2516 NGC 2516 119.527 -60.8\n", "2517 NGC 2517 120.696 -12.3179\n", "2518 NGC 2518 121.834 51.1316\n", "2519 NGC 2519 121.834 51.1316\n", "2520 NGC 2520 139.507 -34.839\n", "2521 NGC 2521 122.206 57.7696\n", "2522 NGC 2522 121.556 17.7066\n", "2523 NGC 2523 123.751 73.579\n", "2524 NGC 2524 122.04 39.1574\n", "2525 NGC 2525 121.408 -11.427\n", "2526 NGC 2526 121.744 8.00392\n", "2527 NGC 2527 121.246 -28.122\n", "2528 NGC 2528 121.853 39.1945\n", "2529 NGC 2529 121.982 17.8185\n", "2530 NGC 2530 121.982 17.8185\n", "2531 NGC 2531 121.982 17.8185\n", "2532 NGC 2532 122.563 33.9566\n", "2533 NGC 2533 121.773 -29.872\n", "2534 NGC 2534 123.226 55.6721\n", "2535 NGC 2535 122.806 25.2069\n", "2536 NGC 2536 122.816 25.1793\n", "2537 NGC 2537 123.311 45.9898\n", "2538 NGC 2538 122.846 3.63299\n", "2539 NGC 2539 122.658 -12.834\n", "2540 NGC 2540 123.194 26.3618\n", "2541 NGC 2541 123.667 49.0617\n", "2542 NGC 2542 122.819 -12.9251\n", "2543 NGC 2543 123.241 36.2545\n", "2544 NGC 2544 125.418 73.9883\n", "2545 NGC 2545 123.559 21.3555\n", "2546 NGC 2546 123.082 -37.661\n", "2547 NGC 2547 122.468 -49.1764\n", "2548 NGC 2548 123.412 -5.726\n", "2549 NGC 2549 124.743 57.8031\n", "2550 NGC 2550 126.14 74.0123\n", "2551 NGC 2551 126.209 73.412\n", "2552 NGC 2552 124.836 50.0096\n", "2553 NGC 2553 124.396 20.9031\n", "2554 NGC 2554 124.473 23.4722\n", "2555 NGC 2555 124.485 0.745644\n", "2556 NGC 2556 124.754 20.937\n", "2557 NGC 2557 124.795 21.4358\n", "2558 NGC 2558 124.803 20.5107\n", "2559 NGC 2559 124.275 -27.4558\n", "2560 NGC 2560 124.966 20.985\n", "2561 NGC 2561 124.904 4.65726\n", "2562 NGC 2562 125.099 21.1315\n", "2563 NGC 2563 125.149 21.0678\n", "2564 NGC 2564 124.625 -21.8161\n", "2565 NGC 2565 124.951 22.0314\n", "2566 NGC 2566 124.69 -25.4995\n", "2567 NGC 2567 124.645 -30.631\n", "2568 NGC 2568 124.509 -37.0953\n", "2569 NGC 2569 125.338 20.8675\n", "2570 NGC 2570 125.344 20.9105\n", "2571 NGC 2571 124.723 -29.775\n", "2572 NGC 2572 125.353 19.1478\n", "2573 NGC 2573 25.4083 -89.3345\n", "2574 NGC 2574 125.201 -8.91847\n", "2575 NGC 2575 125.687 24.2969\n", "2576 NGC 2576 125.74 25.7387\n", "2577 NGC 2577 125.681 22.5531\n", "2578 NGC 2578 125.351 -13.3178\n", "2579 NGC 2579 125.23 -36.2231\n", "2580 NGC 2580 125.371 -30.306\n", "2581 NGC 2581 126.129 18.5971\n", "2582 NGC 2582 126.3 20.3347\n", "2583 NGC 2583 125.783 -5.00244\n", "2584 NGC 2584 125.814 -4.97047\n", "2585 NGC 2585 125.859 -4.91503\n", "2586 NGC 2586 126.135 -4.88823\n", "2587 NGC 2587 125.861 -29.503\n", "2588 NGC 2588 125.797 -32.972\n", "2589 NGC 2589 126.128 -8.7651\n", "2590 NGC 2590 126.258 -0.591428\n", "2591 NGC 2591 129.356 78.0264\n", "2592 NGC 2592 126.784 25.9703\n", "2593 NGC 2593 126.699 17.3749\n", "2594 NGC 2594 126.822 25.8788\n", "2595 NGC 2595 126.925 21.4791\n", "2596 NGC 2596 126.86 17.2841\n", "2597 NGC 2597 127.511 21.4887\n", "2598 NGC 2598 127.511 21.4887\n", "2599 NGC 2599 128.047 22.5606\n", "2600 NGC 2600 128.688 52.7157\n", "2601 NGC 2601 126.378 -68.1176\n", "2602 NGC 2602 128.768 52.8315\n", "2603 NGC 2603 128.894 52.7889\n", "2604 NGC 2604 128.346 29.5386\n", "2605 NGC 2605 128.722 52.8043\n", "2606 NGC 2606 128.894 52.7889\n", "2607 NGC 2607 128.486 26.9727\n", "2608 NGC 2608 128.822 28.4734\n", "2609 NGC 2609 127.383 -61.11\n", "2610 NGC 2610 128.348 -16.1494\n", "2611 NGC 2611 128.872 25.0274\n", "2612 NGC 2612 128.458 -13.1746\n", "2613 NGC 2613 128.345 -22.9737\n", "2614 NGC 2614 130.7 72.9766\n", "2615 NGC 2615 128.639 -2.54684\n", "2616 NGC 2616 128.892 -1.85012\n", "2617 NGC 2617 128.912 -4.08831\n", "2618 NGC 2618 128.973 0.707113\n", "2619 NGC 2619 129.386 28.7052\n", "2620 NGC 2620 129.368 24.9467\n", "2621 NGC 2621 129.404 24.9998\n", "2622 NGC 2622 129.546 24.8953\n", "2623 NGC 2623 129.6 25.7545\n", "2624 NGC 2624 129.54 19.7257\n", "2625 NGC 2625 129.597 19.7164\n", "2626 NGC 2626 128.883 -40.6717\n", "2627 NGC 2627 129.309 -29.952\n", "2628 NGC 2628 130.095 23.5396\n", "2629 NGC 2629 131.816 72.9856\n", "2630 NGC 2630 131.396 72.9991\n", "2631 NGC 2631 131.396 72.9991\n", "2632 NGC 2632 130.054 19.621\n", "2633 NGC 2633 132.019 74.0986\n", "2634 NGC 2634 132.106 73.9672\n", "2635 NGC 2635 129.619 -34.777\n", "2636 NGC 2636 132.102 73.6712\n", "2637 NGC 2637 130.306 19.6911\n", "2638 NGC 2638 130.607 37.2211\n", "2639 NGC 2639 130.909 50.2055\n", "2640 NGC 2640 129.353 -55.1237\n", "2641 NGC 2641 131.99 72.8957\n", "2642 NGC 2642 130.185 -4.12168\n", "2643 NGC 2643 130.466 19.7025\n", "2644 NGC 2644 130.383 4.98026\n", "2645 NGC 2645 129.774 -46.235\n", "2646 NGC 2646 132.592 73.463\n", "2647 NGC 2647 130.68 19.6506\n", "2648 NGC 2648 130.666 14.2856\n", "2649 NGC 2649 131.034 34.7173\n", "2650 NGC 2650 132.493 70.2994\n", "2651 NGC 2651 130.98 11.771\n", "2652 NGC 2652 130.814 -3.624\n", "2653 NGC 2653 133.89 78.4209\n", "2654 NGC 2654 132.299 60.2212\n", "2655 NGC 2655 133.907 78.2231\n", "2656 NGC 2656 131.971 53.8762\n", "2657 NGC 2657 131.316 9.64553\n", "2658 NGC 2658 130.868 -32.662\n", "2659 NGC 2659 130.634 -44.999\n", "2660 NGC 2660 130.667 -47.201\n", "2661 NGC 2661 131.498 12.6199\n", "2662 NGC 2662 131.383 -15.1212\n", "2663 NGC 2663 131.284 -33.7947\n", "2664 NGC 2664 131.796 12.6033\n", "2665 NGC 2665 131.504 -19.3029\n", "2666 NGC 2666 132.446 44.7033\n", "2667 NGC 2667 132.114 19.0195\n", "2668 NGC 2668 132.344 36.7103\n", "2669 NGC 2669 131.611 -52.931\n", "2670 NGC 2670 131.386 -48.801\n", "2671 NGC 2671 131.557 -41.886\n", "2672 NGC 2672 132.341 19.075\n", "2673 NGC 2673 132.351 19.0743\n", "2674 NGC 2674 132.305 -14.294\n", "2675 NGC 2675 133.021 53.6173\n", "2676 NGC 2676 132.899 47.5577\n", "2677 NGC 2677 132.506 19.0098\n", "2678 NGC 2678 132.508 11.3383\n", "2679 NGC 2679 132.887 30.8653\n", "2680 NGC 2680 132.89 30.8656\n", "2681 NGC 2681 133.386 51.3137\n", "2682 NGC 2682 132.846 11.814\n", "2683 NGC 2683 133.172 33.4218\n", "2684 NGC 2684 133.725 49.1604\n", "2685 NGC 2685 133.895 58.7344\n", "2686 NGC 2686 133.745 49.1424\n", "2687 NGC 2687 133.771 49.1565\n", "2688 NGC 2688 133.798 49.1226\n", "2689 NGC 2689 133.815 49.1512\n", "2690 NGC 2690 133.159 -2.60321\n", "2691 NGC 2691 133.693 39.5388\n", "2692 NGC 2692 134.242 52.0659\n", "2693 NGC 2693 134.247 51.3474\n", "2694 NGC 2694 134.247 51.332\n", "2695 NGC 2695 133.613 -3.06694\n", "2696 NGC 2696 133.612 -4.9791\n", "2697 NGC 2697 133.747 -2.98759\n", "2698 NGC 2698 133.902 -3.18399\n", "2699 NGC 2699 133.953 -3.12766\n", "2700 NGC 2700 133.937 -5.0963\n", "2701 NGC 2701 134.774 53.7716\n", "2702 NGC 2702 133.94 -3.063\n", "2703 NGC 2703 133.965 -3.2797\n", "2704 NGC 2704 134.199 39.3822\n", "2705 NGC 2705 133.99 -2.9964\n", "2706 NGC 2706 134.051 -2.561\n", "2707 NGC 2707 134.04 -3.0631\n", "2708 NGC 2708 134.034 -3.36014\n", "2709 NGC 2709 134.054 -3.24306\n", "2710 NGC 2710 134.952 55.7063\n", "2711 NGC 2711 134.348 17.288\n", "2712 NGC 2712 134.877 44.9139\n", "2713 NGC 2713 134.335 2.92136\n", "2714 NGC 2714 133.374 -59.2171\n", "2715 NGC 2715 137.026 78.0853\n", "2716 NGC 2716 134.399 3.09026\n", "2717 NGC 2717 134.255 -24.6737\n", "2718 NGC 2718 134.71 6.29299\n", "2719 NGC 2719 135.066 35.7276\n", "2720 NGC 2720 134.784 11.1492\n", "2721 NGC 2721 134.736 -4.90191\n", "2722 NGC 2722 134.692 -3.71015\n", "2723 NGC 2723 135.06 3.17776\n", "2724 NGC 2724 135.258 35.762\n", "2725 NGC 2725 135.263 11.0984\n", "2726 NGC 2726 136.237 59.933\n", "2727 NGC 2727 134.034 -3.36014\n", "2728 NGC 2728 135.421 11.083\n", "2729 NGC 2729 135.369 3.72059\n", "2730 NGC 2730 135.566 16.8382\n", "2731 NGC 2731 135.535 8.3011\n", "2732 NGC 2732 138.353 79.1873\n", "2733 NGC 2733 134.692 -3.71015\n", "2734 NGC 2734 135.757 16.8636\n", "2735 NGC 2735 135.661 25.9345\n", "2736 NGC 2736 135.05 -45.95\n", "2737 NGC 2737 135.999 21.9066\n", "2738 NGC 2738 136.002 21.9676\n", "2739 NGC 2739 136.512 51.7447\n", "2740 NGC 2740 136.521 51.7353\n", "2741 NGC 2741 135.819 18.2611\n", "2742 NGC 2742 136.89 60.4794\n", "2743 NGC 2743 136.225 25.0041\n", "2744 NGC 2744 136.163 18.4644\n", "2745 NGC 2745 136.164 18.2574\n", "2746 NGC 2746 136.498 35.3774\n", "2747 NGC 2747 136.326 18.4422\n", "2748 NGC 2748 138.429 76.4753\n", "2749 NGC 2749 136.339 18.3131\n", "2750 NGC 2750 136.45 25.4374\n", "2751 NGC 2751 136.385 18.2623\n", "2752 NGC 2752 136.429 18.3396\n", "2753 NGC 2753 136.784 25.3424\n", "2754 NGC 2754 136.297 -19.0847\n", "2755 NGC 2755 136.993 41.7089\n", "2756 NGC 2756 137.254 53.8495\n", "2757 NGC 2757 136.387 -19.0339\n", "2758 NGC 2758 136.38 -19.0427\n", "2759 NGC 2759 137.155 37.6216\n", "2760 NGC 2760 141.054 76.5313\n", "2761 NGC 2761 136.879 18.435\n", "2762 NGC 2762 137.477 50.4183\n", "2763 NGC 2763 136.704 -15.4999\n", "2764 NGC 2764 137.073 21.4433\n", "2765 NGC 2765 136.903 3.39291\n", "2766 NGC 2766 137.198 29.8648\n", "2767 NGC 2767 137.55 50.4013\n", "2768 NGC 2768 137.906 60.0372\n", "2769 NGC 2769 137.634 50.4332\n", "2770 NGC 2770 137.39 33.1234\n", "2771 NGC 2771 137.665 50.3798\n", "2772 NGC 2772 136.924 -23.6215\n", "2773 NGC 2773 137.434 7.1737\n", "2774 NGC 2774 137.666 18.6966\n", "2775 NGC 2775 137.584 7.03802\n", "2776 NGC 2776 138.061 44.9549\n", "2777 NGC 2777 137.675 7.2067\n", "2778 NGC 2778 138.102 35.0275\n", "2779 NGC 2779 138.118 35.0538\n", "2780 NGC 2780 138.185 34.9255\n", "2781 NGC 2781 137.865 -14.8167\n", "2782 NGC 2782 138.521 40.1137\n", "2783 NGC 2783 138.414 29.9929\n", "2784 NGC 2784 138.081 -24.1726\n", "2785 NGC 2785 138.814 40.9175\n", "2786 NGC 2786 138.398 12.4408\n", "2787 NGC 2787 139.828 69.2032\n", "2788 NGC 2788 137.262 -67.9325\n", "2789 NGC 2789 138.749 29.7303\n", "2790 NGC 2790 138.762 19.6971\n", "2791 NGC 2791 138.758 17.5923\n", "2792 NGC 2792 138.111 -42.4275\n", "2793 NGC 2793 139.19 34.4318\n", "2794 NGC 2794 139.007 17.5898\n", "2795 NGC 2795 139.016 17.6284\n", "2796 NGC 2796 139.174 30.9154\n", "2797 NGC 2797 139.09 17.7272\n", "2798 NGC 2798 139.345 42.0\n", "2799 NGC 2799 139.379 41.9941\n", "2800 NGC 2800 139.647 52.5146\n", "2801 NGC 2801 139.184 19.9357\n", "2802 NGC 2802 139.173 18.9635\n", "2803 NGC 2803 139.183 18.9546\n", "2804 NGC 2804 139.208 20.1985\n", "2805 NGC 2805 140.085 64.103\n", "2806 NGC 2806 139.24 20.029\n", "2807 NGC 2807 139.253 20.0365\n", "2808 NGC 2808 138.013 -64.8635\n", "2809 NGC 2809 139.279 20.0697\n", "2810 NGC 2810 140.519 71.844\n", "2811 NGC 2811 139.046 -16.3127\n", "2812 NGC 2812 139.42 19.9189\n", "2813 NGC 2813 139.439 19.9066\n", "2814 NGC 2814 140.298 64.2533\n", "2815 NGC 2815 139.082 -23.6333\n", "2816 NGC 2816 136.89 60.4794\n", "2817 NGC 2817 139.294 -4.75208\n", "2818 NGC 2818 139.044 -36.624\n", "2819 NGC 2819 139.539 16.1981\n", "2820 NGC 2820 140.44 64.258\n", "2821 NGC 2821 139.2 -26.8163\n", "2822 NGC 2822 138.46 -69.645\n", "2823 NGC 2823 139.823 34.0082\n", "2824 NGC 2824 139.759 26.27\n", "2825 NGC 2825 139.843 33.7428\n", "2826 NGC 2826 139.851 33.624\n", "2827 NGC 2827 139.829 33.8808\n", "2828 NGC 2828 139.895 33.8881\n", "2829 NGC 2829 139.876 33.6485\n", "2830 NGC 2830 139.922 33.7381\n", "2831 NGC 2831 139.94 33.745\n", "2832 NGC 2832 139.945 33.7497\n", "2833 NGC 2833 139.991 33.9274\n", "2834 NGC 2834 140.01 33.7105\n", "2835 NGC 2835 139.47 -22.3547\n", "2836 NGC 2836 138.437 -69.3331\n", "2837 NGC 2837 139.569 -16.4724\n", "2838 NGC 2838 140.179 39.3157\n", "2839 NGC 2839 140.151 33.6507\n", "2840 NGC 2840 140.22 35.3683\n", "2841 NGC 2841 140.511 50.9766\n", "2842 NGC 2842 138.902 -63.0697\n", "2843 NGC 2843 140.12 18.9262\n", "2844 NGC 2844 140.45 40.1512\n", "2845 NGC 2845 139.653 -38.0101\n", "2846 NGC 2846 139.922 -14.8396\n", "2847 NGC 2847 140.019 -16.5064\n", "2848 NGC 2848 140.041 -16.5258\n", "2849 NGC 2849 139.85 -40.52\n", "2850 NGC 2850 140.238 -4.94\n", "2851 NGC 2851 140.126 -16.4953\n", "2852 NGC 2852 140.811 40.1638\n", "2853 NGC 2853 140.822 40.2\n", "2854 NGC 2854 141.014 49.2043\n", "2855 NGC 2855 140.365 -11.9095\n", "2856 NGC 2856 141.067 49.2492\n", "2857 NGC 2857 141.157 49.3571\n", "2858 NGC 2858 140.729 3.15694\n", "2859 NGC 2859 141.077 34.5135\n", "2860 NGC 2860 141.222 41.0602\n", "2861 NGC 2861 140.902 2.13647\n", "2862 NGC 2862 141.23 26.7747\n", "2863 NGC 2863 140.902 -10.4338\n", "2864 NGC 2864 141.064 5.94118\n", "2865 NGC 2865 140.876 -23.1615\n", "2866 NGC 2866 140.526 -51.1\n", "2867 NGC 2867 140.356 -58.3113\n", "2868 NGC 2868 140.863 -10.4295\n", "2869 NGC 2869 140.902 -10.4338\n", "2870 NGC 2870 141.974 57.3754\n", "2871 NGC 2871 141.413 11.4415\n", "2872 NGC 2872 141.427 11.4321\n", "2873 NGC 2873 141.452 11.4542\n", "2874 NGC 2874 141.447 11.4246\n", "2875 NGC 2875 141.447 11.4246\n", "2876 NGC 2876 141.307 -6.71661\n", "2877 NGC 2877 141.446 2.22912\n", "2878 NGC 2878 141.448 2.0896\n", "2879 NGC 2879 141.352 -11.6585\n", "2880 NGC 2880 142.394 62.4906\n", "2881 NGC 2881 141.478 -11.9962\n", "2882 NGC 2882 141.651 7.95455\n", "2883 NGC 2883 141.323 -34.1033\n", "2884 NGC 2884 141.602 -11.5557\n", "2885 NGC 2885 141.827 23.0201\n", "2886 NGC 2886 141.636 -21.7589\n", "2887 NGC 2887 140.85 -63.8125\n", "2888 NGC 2888 141.582 -28.0351\n", "2889 NGC 2889 141.802 -11.6435\n", "2890 NGC 2890 141.624 -14.5287\n", "2891 NGC 2891 141.736 -24.783\n", "2892 NGC 2892 143.221 67.6174\n", "2893 NGC 2893 142.571 29.54\n", "2894 NGC 2894 142.376 7.71882\n", "2895 NGC 2895 143.104 57.4829\n", "2896 NGC 2896 142.571 23.663\n", "2897 NGC 2897 142.441 2.20692\n", "2898 NGC 2898 142.443 2.06436\n", "2899 NGC 2899 141.763 -56.1059\n", "2900 NGC 2900 142.564 4.14452\n", "2901 NGC 2901 143.096 31.1223\n", "2902 NGC 2902 142.72 -14.7357\n", "2903 NGC 2903 143.042 21.5008\n", "2904 NGC 2904 142.571 -30.385\n", "2905 NGC 2905 143.042 21.5008\n", "2906 NGC 2906 143.026 8.4418\n", "2907 NGC 2907 142.903 -16.7347\n", "2908 NGC 2908 145.881 79.7013\n", "2909 NGC 2909 146.04 65.9774\n", "2910 NGC 2910 142.643 -52.913\n", "2911 NGC 2911 143.442 10.1525\n", "2912 NGC 2912 143.464 10.1594\n", "2913 NGC 2913 143.511 9.47923\n", "2914 NGC 2914 143.512 10.1087\n", "2915 NGC 2915 141.548 -76.6263\n", "2916 NGC 2916 143.74 21.7053\n", "2917 NGC 2917 143.612 -2.50418\n", "2918 NGC 2918 143.933 31.7055\n", "2919 NGC 2919 143.698 10.2837\n", "2920 NGC 2920 143.551 -20.8591\n", "2921 NGC 2921 143.632 -20.9204\n", "2922 NGC 2922 144.219 37.6949\n", "2923 NGC 2923 144.016 16.7604\n", "2924 NGC 2924 143.795 -16.3983\n", "2925 NGC 2925 143.321 -53.413\n", "2926 NGC 2926 144.379 32.8415\n", "2927 NGC 2927 144.313 23.5906\n", "2928 NGC 2928 144.292 16.9772\n", "2929 NGC 2929 144.374 23.1617\n", "2930 NGC 2930 144.386 23.2033\n", "2931 NGC 2931 144.407 23.2407\n", "2932 NGC 2932 143.832 -46.9456\n", "2933 NGC 2933 144.479 17.0149\n", "2934 NGC 2934 144.48 17.0545\n", "2935 NGC 2935 144.187 -21.1282\n", "2936 NGC 2936 144.434 2.76088\n", "2937 NGC 2937 144.438 2.74736\n", "2938 NGC 2938 144.599 76.3196\n", "2939 NGC 2939 144.533 9.52393\n", "2940 NGC 2940 144.522 9.61671\n", "2941 NGC 2941 144.601 17.0444\n", "2942 NGC 2942 144.783 34.0063\n", "2943 NGC 2943 144.637 17.0313\n", "2944 NGC 2944 144.825 32.3107\n", "2945 NGC 2945 144.421 -22.035\n", "2946 NGC 2946 144.756 17.0252\n", "2947 NGC 2947 144.024 -12.4365\n", "2948 NGC 2948 144.747 6.95543\n", "2949 NGC 2949 144.967 16.9179\n", "2950 NGC 2950 145.646 58.8513\n", "2951 NGC 2951 144.92 -0.235147\n", "2952 NGC 2952 144.404 -10.1834\n", "2953 NGC 2953 145.092 14.8361\n", "2954 NGC 2954 145.1 14.9226\n", "2955 NGC 2955 145.319 35.8823\n", "2956 NGC 2956 144.821 -19.1011\n", "2957 NGC 2957 146.826 72.9839\n", "2958 NGC 2958 145.173 11.8884\n", "2959 NGC 2959 146.287 68.5946\n", "2960 NGC 2960 145.152 3.57701\n", "2961 NGC 2961 146.344 68.6082\n", "2962 NGC 2962 145.225 5.16584\n", "2963 NGC 2963 146.96 72.9643\n", "2964 NGC 2964 145.726 31.8472\n", "2965 NGC 2965 145.83 36.2478\n", "2966 NGC 2966 145.548 4.67319\n", "2967 NGC 2967 145.514 0.336419\n", "2968 NGC 2968 145.8 31.9287\n", "2969 NGC 2969 145.477 -8.60295\n", "2970 NGC 2970 145.879 31.977\n", "2971 NGC 2971 145.942 36.1794\n", "2972 NGC 2972 145.058 -50.326\n", "2973 NGC 2973 144.498 -30.1487\n", "2974 NGC 2974 145.639 -3.69918\n", "2975 NGC 2975 145.317 -16.6742\n", "2976 NGC 2976 146.814 67.9164\n", "2977 NGC 2977 145.945 74.8597\n", "2978 NGC 2978 145.82 -9.74574\n", "2979 NGC 2979 145.786 -10.3833\n", "2980 NGC 2980 145.8 -9.61237\n", "2981 NGC 2981 146.236 31.0979\n", "2982 NGC 2982 145.525 -44.017\n", "2983 NGC 2983 145.921 -20.4772\n", "2984 NGC 2984 145.918 11.0609\n", "2985 NGC 2985 147.593 72.2786\n", "2986 NGC 2986 146.067 -21.278\n", "2987 NGC 2987 146.423 4.94185\n", "2988 NGC 2988 146.7 22.0121\n", "2989 NGC 2989 146.355 -18.3739\n", "2990 NGC 2990 146.572 5.70885\n", "2991 NGC 2991 146.709 22.0139\n", "2992 NGC 2992 146.425 -14.3264\n", "2993 NGC 2993 146.451 -14.3683\n", "2994 NGC 2994 146.817 22.0895\n", "2995 NGC 2995 146.035 -54.782\n", "2996 NGC 2996 146.626 -21.5716\n", "2997 NGC 2997 146.411 -31.1909\n", "2998 NGC 2998 147.182 44.0814\n", "2999 NGC 2999 146.302 -50.4324\n", "3000 NGC 3000 147.269 44.1332\n", "3001 NGC 3001 146.578 -30.4375\n", "3002 NGC 3002 147.278 44.0487\n", "3003 NGC 3003 147.148 33.4216\n", "3004 NGC 3004 147.294 44.1165\n", "3005 NGC 3005 147.313 44.1313\n", "3006 NGC 3006 147.322 44.0259\n", "3007 NGC 3007 146.94 -6.43816\n", "3008 NGC 3008 147.393 44.1027\n", "3009 NGC 3009 147.546 44.295\n", "3010 NGC 3010 147.638 44.3143\n", "3011 NGC 3011 147.422 32.2211\n", "3012 NGC 3012 147.467 34.7141\n", "3013 NGC 3013 147.539 33.5693\n", "3014 NGC 3014 147.282 -4.743\n", "3015 NGC 3015 147.345 1.14539\n", "3016 NGC 3016 147.461 12.6952\n", "3017 NGC 3017 147.263 -2.82182\n", "3018 NGC 3018 147.422 0.621076\n", "3019 NGC 3019 147.53 12.7461\n", "3020 NGC 3020 147.527 12.8136\n", "3021 NGC 3021 147.738 33.5536\n", "3022 NGC 3022 147.413 -5.1665\n", "3023 NGC 3023 147.469 0.617878\n", "3024 NGC 3024 147.614 12.7656\n", "3025 NGC 3025 147.371 -21.7423\n", "3026 NGC 3026 147.73 28.5512\n", "3027 NGC 3027 148.919 72.2036\n", "3028 NGC 3028 147.476 -19.1842\n", "3029 NGC 3029 147.225 -8.05101\n", "3030 NGC 3030 147.544 -12.2264\n", "3031 NGC 3031 148.888 69.0653\n", "3032 NGC 3032 148.034 29.2362\n", "3033 NGC 3033 147.145 -56.415\n", "3034 NGC 3034 148.968 69.6797\n", "3035 NGC 3035 147.979 -6.82292\n", "3036 NGC 3036 147.3 -62.667\n", "3037 NGC 3037 147.851 -27.0112\n", "3038 NGC 3038 147.814 -32.7526\n", "3039 NGC 3039 148.124 2.15445\n", "3040 NGC 3040 148.271 19.4322\n", "3041 NGC 3041 148.28 16.6777\n", "3042 NGC 3042 148.334 0.697661\n", "3043 NGC 3043 149.062 59.3071\n", "3044 NGC 3044 148.42 1.57965\n", "3045 NGC 3045 148.324 -18.6451\n", "3046 NGC 3046 148.333 -27.3183\n", "3047 NGC 3047 148.625 -1.28944\n", "3048 NGC 3048 148.735 16.4563\n", "3049 NGC 3049 148.707 9.27164\n", "3050 NGC 3050 145.786 -10.3833\n", "3051 NGC 3051 148.494 -27.2864\n", "3052 NGC 3052 148.616 -18.6388\n", "3053 NGC 3053 148.89 16.4329\n", "3054 NGC 3054 148.619 -25.7034\n", "3055 NGC 3055 148.825 4.27001\n", "3056 NGC 3056 148.637 -28.2982\n", "3057 NGC 3057 151.414 80.2857\n", "3058 NGC 3058 148.401 -12.4821\n", "3059 NGC 3059 147.534 -73.9222\n", "3060 NGC 3060 149.08 16.8311\n", "3061 NGC 3061 149.05 75.8664\n", "3062 NGC 3062 149.149 1.42852\n", "3063 NGC 3063 150.411 72.1293\n", "3064 NGC 3064 148.923 -6.36387\n", "3065 NGC 3065 150.48 72.1703\n", "3066 NGC 3066 150.545 72.1252\n", "3067 NGC 3067 149.588 32.37\n", "3068 NGC 3068 149.667 28.8775\n", "3069 NGC 3069 149.486 10.4324\n", "3070 NGC 3070 149.529 10.3598\n", "3071 NGC 3071 149.721 31.6203\n", "3072 NGC 3072 149.35 -19.3549\n", "3073 NGC 3073 150.217 55.6189\n", "3074 NGC 3074 149.922 35.3928\n", "3075 NGC 3075 149.735 14.4187\n", "3076 NGC 3076 149.407 -18.1786\n", "3077 NGC 3077 150.83 68.7338\n", "3078 NGC 3078 149.602 -26.9267\n", "3079 NGC 3079 150.491 55.6798\n", "3080 NGC 3080 149.983 13.0438\n", "3081 NGC 3081 149.873 -22.8263\n", "3082 NGC 3082 149.721 -30.3577\n", "3083 NGC 3083 149.957 -2.87748\n", "3084 NGC 3084 149.777 -27.1287\n", "3085 NGC 3085 149.872 -19.4923\n", "3086 NGC 3086 150.046 -2.97618\n", "3087 NGC 3087 149.786 -34.2252\n", "3088 NGC 3088 150.285 22.4058\n", "3089 NGC 3089 149.903 -28.3313\n", "3090 NGC 3090 150.126 -2.9691\n", "3091 NGC 3091 150.059 -19.6365\n", "3092 NGC 3092 150.198 -3.0124\n", "3093 NGC 3093 150.223 -2.97201\n", "3094 NGC 3094 150.358 15.77\n", "3095 NGC 3095 150.024 -31.5527\n", "3096 NGC 3096 150.138 -19.6619\n", "3097 NGC 3097 151.064 60.1285\n", "3098 NGC 3098 150.57 24.7111\n", "3099 NGC 3099 150.652 32.7067\n", "3100 NGC 3100 150.17 -31.6645\n", "3101 NGC 3101 150.398 -2.99446\n", "3102 NGC 3102 151.132 60.1079\n", "3103 NGC 3103 150.17 -31.6645\n", "3104 NGC 3104 150.988 40.7615\n", "3105 NGC 3105 150.169 -54.79\n", "3106 NGC 3106 151.022 31.1855\n", "3107 NGC 3107 151.094 13.6214\n", "3108 NGC 3108 150.621 -31.6774\n", "3109 NGC 3109 150.779 -26.1596\n", "3110 NGC 3110 151.008 -6.4748\n", "3111 NGC 3111 151.531 47.2626\n", "3112 NGC 3112 150.997 -20.7818\n", "3113 NGC 3113 151.109 -28.444\n", "3114 NGC 3114 150.553 -60.041\n", "3115 NGC 3115 151.308 -7.71861\n", "3116 NGC 3116 151.688 31.0977\n", "3117 NGC 3117 151.544 2.91287\n", "3118 NGC 3118 151.798 33.0279\n", "3119 NGC 3119 151.699 14.3141\n", "3120 NGC 3120 151.346 -34.22\n", "3121 NGC 3121 151.716 14.3736\n", "3122 NGC 3122 151.008 -6.4748\n", "3123 NGC 3123 151.746 0.0609\n", "3124 NGC 3124 151.666 -19.2216\n", "3125 NGC 3125 151.639 -29.9354\n", "3126 NGC 3126 152.086 31.8627\n", "3127 NGC 3127 151.604 -16.126\n", "3128 NGC 3128 151.506 -16.1222\n", "3129 NGC 3129 152.092 18.4106\n", "3130 NGC 3130 152.051 9.977\n", "3131 NGC 3131 152.152 18.2312\n", "3132 NGC 3132 151.757 -40.4364\n", "3133 NGC 3133 151.803 -11.9652\n", "3134 NGC 3134 153.122 12.3772\n", "3135 NGC 3135 152.727 45.9504\n", "3136 NGC 3136 151.45 -67.3779\n", "3137 NGC 3137 152.281 -29.0643\n", "3138 NGC 3138 152.319 -11.9568\n", "3139 NGC 3139 152.522 -11.7782\n", "3140 NGC 3140 152.366 -16.6282\n", "3141 NGC 3141 152.333 -16.6533\n", "3142 NGC 3142 152.527 -8.47975\n", "3143 NGC 3143 152.517 -12.5815\n", "3144 NGC 3144 153.884 74.2204\n", "3145 NGC 3145 152.541 -12.4338\n", "3146 NGC 3146 152.791 -20.8707\n", "3147 NGC 3147 154.223 73.4007\n", "3148 NGC 3148 153.36 50.4454\n", "3149 NGC 3149 150.934 -80.4218\n", "3150 NGC 3150 153.36 38.6577\n", "3151 NGC 3151 153.371 38.6198\n", "3152 NGC 3152 153.392 38.8432\n", "3153 NGC 3153 153.21 12.6665\n", "3154 NGC 3154 153.255 17.0341\n", "3155 NGC 3155 154.416 74.3475\n", "3156 NGC 3156 153.172 3.12936\n", "3157 NGC 3157 152.927 -31.6428\n", "3158 NGC 3158 153.461 38.7649\n", "3159 NGC 3159 153.47 38.6545\n", "3160 NGC 3160 153.479 38.8429\n", "3161 NGC 3161 153.497 38.6572\n", "3162 NGC 3162 153.382 22.7375\n", "3163 NGC 3163 153.53 38.6526\n", "3164 NGC 3164 153.798 56.6721\n", "3165 NGC 3165 153.38 3.375\n", "3166 NGC 3166 153.441 3.42481\n", "3167 NGC 3167 153.656 29.5922\n", "3168 NGC 3168 154.096 60.2349\n", "3169 NGC 3169 153.563 3.46609\n", "3170 NGC 3170 154.035 46.5918\n", "3171 NGC 3171 153.903 -20.6473\n", "3172 NGC 3172 176.804 89.0931\n", "3173 NGC 3173 153.645 -27.6929\n", "3174 NGC 3174 153.884 74.2204\n", "3175 NGC 3175 153.676 -28.8721\n", "3176 NGC 3176 153.824 -19.0248\n", "3177 NGC 3177 154.142 21.1231\n", "3178 NGC 3178 154.038 -15.7913\n", "3179 NGC 3179 154.488 41.1143\n", "3180 NGC 3180 154.571 41.4244\n", "3181 NGC 3181 154.549 41.4079\n", "3182 NGC 3182 154.888 58.2057\n", "3183 NGC 3183 155.454 74.1769\n", "3184 NGC 3184 154.571 41.4244\n", "3185 NGC 3185 154.411 21.6882\n", "3186 NGC 3186 154.408 6.97114\n", "3187 NGC 3187 154.449 21.8733\n", "3188 NGC 3188 154.928 57.4234\n", "3189 NGC 3189 154.524 21.8319\n", "3190 NGC 3190 154.524 21.8319\n", "3191 NGC 3191 154.771 46.4541\n", "3192 NGC 3192 154.771 46.4541\n", "3193 NGC 3193 154.604 21.894\n", "3194 NGC 3194 154.416 74.3475\n", "3195 NGC 3195 152.337 -80.8585\n", "3196 NGC 3196 154.704 27.669\n", "3197 NGC 3197 153.615 77.8203\n", "3198 NGC 3198 154.979 45.5497\n", "3199 NGC 3199 154.137 -57.9339\n", "3200 NGC 3200 154.652 -17.9825\n", "3201 NGC 3201 154.403 -46.4125\n", "3202 NGC 3202 155.132 43.0216\n", "3203 NGC 3203 154.891 -26.6988\n", "3204 NGC 3204 155.046 27.8171\n", "3205 NGC 3205 155.208 42.9721\n", "3206 NGC 3206 155.448 56.9304\n", "3207 NGC 3207 155.252 42.9853\n", "3208 NGC 3208 154.922 -25.8147\n", "3209 NGC 3209 155.16 25.5051\n", "3210 NGC 3210 156.997 79.8325\n", "3211 NGC 3211 154.461 -62.67\n", "3212 NGC 3212 157.069 79.8233\n", "3213 NGC 3213 155.322 19.6518\n", "3214 NGC 3214 155.787 57.0391\n", "3215 NGC 3215 157.169 79.8131\n", "3216 NGC 3216 155.422 23.9229\n", "3217 NGC 3217 155.886 10.9597\n", "3218 NGC 3218 155.454 74.1769\n", "3219 NGC 3219 155.656 38.5791\n", "3220 NGC 3220 155.934 57.0271\n", "3221 NGC 3221 155.583 21.5696\n", "3222 NGC 3222 155.644 19.8873\n", "3223 NGC 3223 155.396 -34.2668\n", "3224 NGC 3224 155.422 -34.6968\n", "3225 NGC 3225 156.291 58.15\n", "3226 NGC 3226 155.863 19.8985\n", "3227 NGC 3227 155.877 19.8651\n", "3228 NGC 3228 155.378 -51.814\n", "3229 NGC 3229 155.472 0.295375\n", "3230 NGC 3230 155.933 12.5678\n", "3231 NGC 3231 156.741 66.8153\n", "3232 NGC 3232 156.102 28.0258\n", "3233 NGC 3233 155.489 -22.2677\n", "3234 NGC 3234 156.247 28.0239\n", "3235 NGC 3235 156.247 28.0239\n", "3236 NGC 3236 156.702 61.2729\n", "3237 NGC 3237 156.43 39.6463\n", "3238 NGC 3238 156.679 57.2263\n", "3239 NGC 3239 156.27 17.1637\n", "3240 NGC 3240 156.128 -21.7911\n", "3241 NGC 3241 156.071 -32.4827\n", "3242 NGC 3242 156.192 -18.6423\n", "3243 NGC 3243 156.589 -2.62219\n", "3244 NGC 3244 156.37 -39.8276\n", "3245 NGC 3245 156.827 28.5074\n", "3246 NGC 3246 156.674 3.86211\n", "3247 NGC 3247 156.465 -57.927\n", "3248 NGC 3248 156.939 22.8472\n", "3249 NGC 3249 156.592 -34.9636\n", "3250 NGC 3250 156.635 -39.944\n", "3251 NGC 3251 157.32 26.0992\n", "3252 NGC 3252 158.596 73.765\n", "3253 NGC 3253 157.114 12.704\n", "3254 NGC 3254 157.333 29.4914\n", "3255 NGC 3255 156.635 -60.675\n", "3256 NGC 3256 156.964 -43.9038\n", "3257 NGC 3257 157.196 -35.6582\n", "3258 NGC 3258 157.223 -35.6056\n", "3259 NGC 3259 158.145 65.0411\n", "3260 NGC 3260 157.277 -35.5951\n", "3261 NGC 3261 157.256 -44.6569\n", "3262 NGC 3262 157.276 -44.1597\n", "3263 NGC 3263 157.306 -44.1229\n", "3264 NGC 3264 158.081 56.0852\n", "3265 NGC 3265 157.778 28.7967\n", "3266 NGC 3266 158.323 64.7494\n", "3267 NGC 3267 157.453 -35.3223\n", "3268 NGC 3268 157.503 -35.3254\n", "3269 NGC 3269 157.488 -35.2244\n", "3270 NGC 3270 157.875 24.8694\n", "3271 NGC 3271 157.61 -35.3595\n", "3272 NGC 3272 158.043 28.483\n", "3273 NGC 3273 157.622 -35.6106\n", "3274 NGC 3274 158.072 27.6687\n", "3275 NGC 3275 157.716 -36.737\n", "3276 NGC 3276 157.788 -39.9447\n", "3277 NGC 3277 158.231 28.5117\n", "3278 NGC 3278 157.897 -39.9547\n", "3279 NGC 3279 158.678 11.1972\n", "3280 NGC 3280 158.193 -12.6346\n", "3281 NGC 3281 157.967 -34.8537\n", "3282 NGC 3282 158.091 -22.3023\n", "3283 NGC 3283 157.798 -46.2514\n", "3284 NGC 3284 159.089 58.6202\n", "3285 NGC 3285 158.399 -27.4544\n", "3286 NGC 3286 159.089 58.6202\n", "3287 NGC 3287 158.697 21.6483\n", "3288 NGC 3288 159.107 58.5562\n", "3289 NGC 3289 158.531 -35.3233\n", "3290 NGC 3290 158.823 -17.2768\n", "3291 NGC 3291 159.009 37.2536\n", "3292 NGC 3292 158.893 -6.17959\n", "3293 NGC 3293 158.97 -58.231\n", "3294 NGC 3294 159.068 37.3247\n", "3295 NGC 3295 158.859 -12.663\n", "3296 NGC 3296 158.189 -12.7173\n", "3297 NGC 3297 158.299 -12.6718\n", "3298 NGC 3298 159.301 50.1206\n", "3299 NGC 3299 159.099 12.7075\n", "3300 NGC 3300 159.16 14.1711\n", "3301 NGC 3301 159.234 21.8821\n", "3302 NGC 3302 158.948 -32.3585\n", "3303 NGC 3303 159.25 18.1358\n", "3304 NGC 3304 159.408 37.4557\n", "3305 NGC 3305 159.049 -27.1623\n", "3306 NGC 3306 159.293 12.6526\n", "3307 NGC 3307 159.072 -27.5297\n", "3308 NGC 3308 159.093 -27.4381\n", "3309 NGC 3309 159.149 -27.5183\n", "3310 NGC 3310 159.691 53.5033\n", "3311 NGC 3311 159.178 -27.5283\n", "3312 NGC 3312 159.26 -27.565\n", "3313 NGC 3313 159.356 -25.3194\n", "3314 NGC 3314 159.304 -27.684\n", "3315 NGC 3315 159.33 -27.1923\n", "3316 NGC 3316 159.405 -27.5941\n", "3317 NGC 3317 159.395 -27.5302\n", "3318 NGC 3318 159.315 -41.6275\n", "3319 NGC 3319 159.79 41.6869\n", "3320 NGC 3320 159.902 47.3979\n", "3321 NGC 3321 159.711 -11.6489\n", "3322 NGC 3322 159.711 -11.6489\n", "3323 NGC 3323 159.913 25.3228\n", "3324 NGC 3324 159.341 -58.615\n", "3325 NGC 3325 159.835 -0.200249\n", "3326 NGC 3326 159.883 5.10759\n", "3327 NGC 3327 159.991 24.0912\n", "3328 NGC 3328 159.978 9.3027\n", "3329 NGC 3329 161.164 76.8095\n", "3330 NGC 3330 159.659 -54.148\n", "3331 NGC 3331 160.037 -23.8204\n", "3332 NGC 3332 160.118 9.18255\n", "3333 NGC 3333 159.958 -36.0361\n", "3334 NGC 3334 160.38 37.3129\n", "3335 NGC 3335 159.892 -23.9227\n", "3336 NGC 3336 160.071 -27.777\n", "3337 NGC 3337 160.448 4.9884\n", "3338 NGC 3338 160.531 13.747\n", "3339 NGC 3339 160.575 -0.376833\n", "3340 NGC 3340 160.575 -0.376833\n", "3341 NGC 3341 160.631 5.04395\n", "3342 NGC 3342 160.678 9.4355\n", "3343 NGC 3343 161.544 73.3531\n", "3344 NGC 3344 160.88 24.9222\n", "3345 NGC 3345 160.905 11.9853\n", "3346 NGC 3346 160.912 14.8718\n", "3347 NGC 3347 160.694 -36.3533\n", "3348 NGC 3348 161.792 72.8396\n", "3349 NGC 3349 160.961 6.76296\n", "3350 NGC 3350 161.096 30.7249\n", "3351 NGC 3351 160.991 11.7037\n", "3352 NGC 3352 161.062 22.3712\n", "3353 NGC 3353 161.343 55.9604\n", "3354 NGC 3354 160.762 -36.3624\n", "3355 NGC 3355 160.358 -23.3843\n", "3356 NGC 3356 161.052 6.7589\n", "3357 NGC 3357 161.086 14.0845\n", "3358 NGC 3358 160.888 -36.4107\n", "3359 NGC 3359 161.654 63.2236\n", "3360 NGC 3360 161.067 -11.2425\n", "3361 NGC 3361 161.122 -11.208\n", "3362 NGC 3362 161.216 6.59685\n", "3363 NGC 3363 161.289 22.0785\n", "3364 NGC 3364 162.124 72.425\n", "3365 NGC 3365 161.553 1.81332\n", "3366 NGC 3366 158.785 -43.6918\n", "3367 NGC 3367 161.646 13.7509\n", "3368 NGC 3368 161.691 11.8199\n", "3369 NGC 3369 161.686 -25.2445\n", "3370 NGC 3370 161.767 17.2737\n", "3371 NGC 3371 162.07 12.6293\n", "3372 NGC 3372 161.259 -59.6999\n", "3373 NGC 3373 162.116 12.5332\n", "3374 NGC 3374 162.004 43.1866\n", "3375 NGC 3375 161.753 -9.94138\n", "3376 NGC 3376 161.861 6.04812\n", "3377 NGC 3377 161.927 13.9856\n", "3378 NGC 3378 161.68 -40.016\n", "3379 NGC 3379 161.957 12.5816\n", "3380 NGC 3380 162.051 28.6018\n", "3381 NGC 3381 162.103 34.7114\n", "3382 NGC 3382 162.128 36.7344\n", "3383 NGC 3383 161.83 -24.4382\n", "3384 NGC 3384 162.07 12.6293\n", "3385 NGC 3385 162.048 4.92774\n", "3386 NGC 3386 162.05 4.99858\n", "3387 NGC 3387 162.05 4.99858\n", "3388 NGC 3388 162.856 8.56715\n", "3389 NGC 3389 162.116 12.5332\n", "3390 NGC 3390 162.018 -31.5333\n", "3391 NGC 3391 162.235 14.2199\n", "3392 NGC 3392 162.763 65.7816\n", "3393 NGC 3393 162.098 -25.1621\n", "3394 NGC 3394 162.666 65.7272\n", "3395 NGC 3395 162.459 32.9829\n", "3396 NGC 3396 162.483 32.9907\n", "3397 NGC 3397 161.164 76.8095\n", "3398 NGC 3398 162.881 55.391\n", "3399 NGC 3399 162.365 16.2185\n", "3400 NGC 3400 162.689 28.4691\n", "3401 NGC 3401 162.6 5.8006\n", "3402 NGC 3402 162.609 -12.8451\n", "3403 NGC 3403 163.479 73.6904\n", "3404 NGC 3404 162.575 -12.1087\n", "3405 NGC 3405 162.43 16.2388\n", "3406 NGC 3406 162.932 51.0219\n", "3407 NGC 3407 163.074 61.3796\n", "3408 NGC 3408 163.049 58.4381\n", "3409 NGC 3409 162.585 -17.0436\n", "3410 NGC 3410 162.974 51.0065\n", "3411 NGC 3411 162.609 -12.8451\n", "3412 NGC 3412 162.722 13.4121\n", "3413 NGC 3413 162.836 32.7664\n", "3414 NGC 3414 162.818 27.9751\n", "3415 NGC 3415 162.927 43.7126\n", "3416 NGC 3416 162.951 43.7642\n", "3417 NGC 3417 162.757 8.47349\n", "3418 NGC 3418 162.85 28.112\n", "3419 NGC 3419 162.824 13.946\n", "3420 NGC 3420 162.54 -17.2425\n", "3421 NGC 3421 162.74 -12.4484\n", "3422 NGC 3422 162.822 -12.4024\n", "3423 NGC 3423 162.81 5.84004\n", "3424 NGC 3424 162.943 32.9007\n", "3425 NGC 3425 162.856 8.56715\n", "3426 NGC 3426 162.924 18.4808\n", "3427 NGC 3427 162.86 8.29869\n", "3428 NGC 3428 162.873 9.27948\n", "3429 NGC 3429 162.74 9.26517\n", "3430 NGC 3430 163.047 32.9504\n", "3431 NGC 3431 162.813 -17.0081\n", "3432 NGC 3432 163.13 36.6188\n", "3433 NGC 3433 163.016 10.1482\n", "3434 NGC 3434 162.992 3.79207\n", "3435 NGC 3435 163.701 61.2899\n", "3436 NGC 3436 163.121 7.90432\n", "3437 NGC 3437 163.149 22.9341\n", "3438 NGC 3438 163.108 10.5473\n", "3439 NGC 3439 163.107 8.55759\n", "3440 NGC 3440 163.456 57.1188\n", "3441 NGC 3441 163.13 7.22492\n", "3442 NGC 3442 163.284 33.9104\n", "3443 NGC 3443 163.25 17.5736\n", "3444 NGC 3444 163.248 10.2108\n", "3445 NGC 3445 163.648 56.9908\n", "3446 NGC 3446 163.029 -45.1392\n", "3447 NGC 3447 163.35 16.7724\n", "3448 NGC 3448 163.663 54.3052\n", "3449 NGC 3449 163.224 -32.9276\n", "3450 NGC 3450 162.015 -20.8492\n", "3451 NGC 3451 163.587 27.2397\n", "3452 NGC 3452 163.559 -11.4051\n", "3453 NGC 3453 163.419 -21.7928\n", "3454 NGC 3454 163.623 17.344\n", "3455 NGC 3455 163.63 17.2847\n", "3456 NGC 3456 163.514 -16.0277\n", "3457 NGC 3457 163.703 17.6212\n", "3458 NGC 3458 164.006 57.117\n", "3459 NGC 3459 163.684 -17.0419\n", "3460 NGC 3460 163.783 17.5998\n", "3461 NGC 3461 163.733 17.6499\n", "3462 NGC 3462 163.838 7.69676\n", "3463 NGC 3463 163.806 -26.1408\n", "3464 NGC 3464 163.667 -21.0665\n", "3465 NGC 3465 164.88 75.1913\n", "3466 NGC 3466 164.064 9.75443\n", "3467 NGC 3467 164.184 9.75891\n", "3468 NGC 3468 164.38 40.9461\n", "3469 NGC 3469 164.24 -14.3006\n", "3470 NGC 3470 164.687 59.5107\n", "3471 NGC 3471 164.788 61.5305\n", "3472 NGC 3472 164.332 -19.6339\n", "3473 NGC 3473 164.522 17.1244\n", "3474 NGC 3474 164.536 17.0957\n", "3475 NGC 3475 164.605 24.2264\n", "3476 NGC 3476 164.532 9.2761\n", "3477 NGC 3477 164.552 9.21775\n", "3478 NGC 3478 164.864 46.1224\n", "3479 NGC 3479 164.731 -14.9614\n", "3480 NGC 3480 164.727 9.3492\n", "3481 NGC 3481 164.859 -7.54362\n", "3482 NGC 3482 164.643 -46.584\n", "3483 NGC 3483 164.751 -28.477\n", "3484 NGC 3484 165.759 75.8153\n", "3485 NGC 3485 165.01 14.8417\n", "3486 NGC 3486 165.1 28.9748\n", "3487 NGC 3487 165.194 17.5876\n", "3488 NGC 3488 165.348 57.6777\n", "3489 NGC 3489 165.077 13.9012\n", "3490 NGC 3490 164.977 9.36189\n", "3491 NGC 3491 165.147 12.1616\n", "3492 NGC 3492 165.239 10.5055\n", "3493 NGC 3493 165.366 27.7195\n", "3494 NGC 3494 165.298 3.7155\n", "3495 NGC 3495 165.317 3.62804\n", "3496 NGC 3496 164.877 -60.335\n", "3497 NGC 3497 166.825 -19.4715\n", "3498 NGC 3498 165.48 14.382\n", "3499 NGC 3499 165.796 56.2218\n", "3500 NGC 3500 164.88 75.1913\n", "3501 NGC 3501 165.697 17.9895\n", "3502 NGC 3502 165.584 -14.1364\n", "3503 NGC 3503 165.316 -59.8442\n", "3504 NGC 3504 165.797 27.9726\n", "3505 NGC 3505 165.686 -15.4848\n", "3506 NGC 3506 165.804 11.0768\n", "3507 NGC 3507 165.856 18.1354\n", "3508 NGC 3508 165.749 -16.2894\n", "3509 NGC 3509 166.098 4.82861\n", "3510 NGC 3510 165.931 28.8871\n", "3511 NGC 3511 165.849 -23.0867\n", "3512 NGC 3512 166.012 28.0368\n", "3513 NGC 3513 165.942 -23.2455\n", "3514 NGC 3514 166.0 -18.7806\n", "3515 NGC 3515 166.155 28.2279\n", "3516 NGC 3516 166.698 72.5687\n", "3517 NGC 3517 166.403 56.5249\n", "3518 NGC 3518 151.008 -6.4748\n", "3519 NGC 3519 166.037 -61.372\n", "3520 NGC 3520 166.567 -18.2591\n", "3521 NGC 3521 166.452 -0.0359014\n", "3522 NGC 3522 166.669 20.0855\n", "3523 NGC 3523 165.776 75.1157\n", "3524 NGC 3524 166.634 11.3854\n", "3525 NGC 3525 166.825 -19.4715\n", "3526 NGC 3526 166.736 7.17392\n", "3527 NGC 3527 166.826 28.5278\n", "3528 NGC 3528 166.825 -19.4715\n", "3529 NGC 3529 166.83 -19.5556\n", "3530 NGC 3530 167.168 57.2302\n", "3531 NGC 3531 166.736 7.17392\n", "3532 NGC 3532 166.417 -58.707\n", "3533 NGC 3533 166.782 -37.1727\n", "3534 NGC 3534 167.232 26.6103\n", "3535 NGC 3535 167.141 4.83189\n", "3536 NGC 3536 167.213 28.4757\n", "3537 NGC 3537 167.134 -10.4917\n", "3538 NGC 3538 167.886 75.5641\n", "3539 NGC 3539 167.287 28.6725\n", "3540 NGC 3540 167.317 36.0211\n", "3541 NGC 3541 167.189 -10.9641\n", "3542 NGC 3542 167.481 36.9465\n", "3543 NGC 3543 167.735 61.3473\n", "3544 NGC 3544 167.877 -18.2895\n", "3545 NGC 3545 167.551 36.9647\n", "3546 NGC 3546 167.445 -13.3806\n", "3547 NGC 3547 167.483 10.7209\n", "3548 NGC 3548 167.593 36.0309\n", "3549 NGC 3549 167.737 53.3878\n", "3550 NGC 3550 167.659 28.7673\n", "3551 NGC 3551 167.435 21.7589\n", "3552 NGC 3552 167.679 28.6931\n", "3553 NGC 3553 167.668 28.6856\n", "3554 NGC 3554 167.699 28.6602\n", "3555 NGC 3555 167.46 21.8103\n", "3556 NGC 3556 167.879 55.6741\n", "3557 NGC 3557 167.49 -37.5392\n", "3558 NGC 3558 167.733 28.5438\n", "3559 NGC 3559 167.688 12.0162\n", "3560 NGC 3560 167.677 11.1808\n", "3561 NGC 3561 167.805 28.6964\n", "3562 NGC 3562 168.245 72.8793\n", "3563 NGC 3563 167.855 26.9629\n", "3564 NGC 3564 167.652 -37.5476\n", "3565 NGC 3565 166.949 -20.0223\n", "3566 NGC 3566 166.949 -20.0223\n", "3567 NGC 3567 167.828 5.83628\n", "3568 NGC 3568 167.702 -37.4477\n", "3569 NGC 3569 168.034 35.4521\n", "3570 NGC 3570 168.014 27.5898\n", "3571 NGC 3571 167.877 -18.2895\n", "3572 NGC 3572 167.64 -60.294\n", "3573 NGC 3573 167.827 -36.8755\n", "3574 NGC 3574 168.051 27.6248\n", "3575 NGC 3575 168.282 22.6638\n", "3576 NGC 3576 167.958 -61.3039\n", "3577 NGC 3577 168.437 48.2727\n", "3578 NGC 3578 168.212 -15.9529\n", "3579 NGC 3579 167.998 -61.2433\n", "3580 NGC 3580 168.316 3.65733\n", "3581 NGC 3581 167.988 -61.3136\n", "3582 NGC 3582 168.05 -61.2736\n", "3583 NGC 3583 168.546 48.3184\n", "3584 NGC 3584 168.083 -61.2286\n", "3585 NGC 3585 168.321 -26.755\n", "3586 NGC 3586 168.125 -61.3522\n", "3587 NGC 3587 168.699 55.019\n", "3588 NGC 3588 168.51 20.3873\n", "3589 NGC 3589 168.806 60.7009\n", "3590 NGC 3590 168.262 -60.79\n", "3591 NGC 3591 168.514 -14.0873\n", "3592 NGC 3592 168.614 17.2602\n", "3593 NGC 3593 168.654 12.8182\n", "3594 NGC 3594 169.058 55.7043\n", "3595 NGC 3595 168.856 47.4471\n", "3596 NGC 3596 168.776 14.787\n", "3597 NGC 3597 168.675 -23.7277\n", "3598 NGC 3598 168.799 17.2626\n", "3599 NGC 3599 168.862 18.1104\n", "3600 NGC 3600 168.967 41.5914\n", "3601 NGC 3601 168.889 5.11542\n", "3602 NGC 3602 168.951 17.4161\n", "3603 NGC 3603 168.795 -61.259\n", "3604 NGC 3604 169.376 4.5554\n", "3605 NGC 3605 169.194 18.0172\n", "3606 NGC 3606 169.065 -33.8275\n", "3607 NGC 3607 169.228 18.0517\n", "3608 NGC 3608 169.246 18.1485\n", "3609 NGC 3609 169.461 26.6258\n", "3610 NGC 3610 169.605 58.7862\n", "3611 NGC 3611 169.376 4.5554\n", "3612 NGC 3612 169.561 26.6206\n", "3613 NGC 3613 169.651 57.9999\n", "3614 NGC 3614 169.589 45.7482\n", "3615 NGC 3615 169.528 23.3973\n", "3616 NGC 3616 169.552 14.7299\n", "3617 NGC 3617 169.462 -26.1344\n", "3618 NGC 3618 169.636 23.4691\n", "3619 NGC 3619 169.84 57.7578\n", "3620 NGC 3620 169.019 -76.2163\n", "3621 NGC 3621 169.568 -32.8126\n", "3622 NGC 3622 170.052 67.2418\n", "3623 NGC 3623 169.733 13.0923\n", "3624 NGC 3624 169.712 7.52139\n", "3625 NGC 3625 170.131 57.7814\n", "3626 NGC 3626 170.016 18.3568\n", "3627 NGC 3627 170.063 12.9915\n", "3628 NGC 3628 170.071 13.5895\n", "3629 NGC 3629 170.132 26.9634\n", "3630 NGC 3630 170.071 2.9644\n", "3631 NGC 3631 170.262 53.1696\n", "3632 NGC 3632 170.016 18.3568\n", "3633 NGC 3633 170.109 3.58553\n", "3634 NGC 3634 170.126 -9.01361\n", "3635 NGC 3635 170.131 -9.01361\n", "3636 NGC 3636 170.105 -10.2817\n", "3637 NGC 3637 170.165 -10.2573\n", "3638 NGC 3638 170.042 -8.1057\n", "3639 NGC 3639 170.399 18.4581\n", "3640 NGC 3640 170.279 3.23476\n", "3641 NGC 3641 170.287 3.19459\n", "3642 NGC 3642 170.575 59.0745\n", "3643 NGC 3643 170.354 3.01394\n", "3644 NGC 3644 170.387 2.81049\n", "3645 NGC 3645 170.417 2.96397\n", "3646 NGC 3646 170.429 20.1696\n", "3647 NGC 3647 170.409 2.90315\n", "3648 NGC 3648 170.631 39.8769\n", "3649 NGC 3649 170.561 20.2086\n", "3650 NGC 3650 170.647 20.704\n", "3651 NGC 3651 170.61 24.2991\n", "3652 NGC 3652 170.663 37.765\n", "3653 NGC 3653 170.625 24.2793\n", "3654 NGC 3654 171.045 69.413\n", "3655 NGC 3655 170.728 16.5901\n", "3656 NGC 3656 170.911 53.842\n", "3657 NGC 3657 170.982 52.921\n", "3658 NGC 3658 170.993 38.5623\n", "3659 NGC 3659 170.94 17.8186\n", "3660 NGC 3660 170.884 -8.65854\n", "3661 NGC 3661 170.91 -13.8311\n", "3662 NGC 3662 170.944 -1.10489\n", "3663 NGC 3663 171.0 -12.2965\n", "3664 NGC 3664 171.101 3.32499\n", "3665 NGC 3665 171.182 38.7628\n", "3666 NGC 3666 171.109 11.3421\n", "3667 NGC 3667 171.071 -13.8572\n", "3668 NGC 3668 171.377 63.4463\n", "3669 NGC 3669 171.362 57.7212\n", "3670 NGC 3670 171.207 23.9453\n", "3671 NGC 3671 171.469 60.4796\n", "3672 NGC 3672 171.26 -9.79538\n", "3673 NGC 3673 171.304 -26.7368\n", "3674 NGC 3674 171.611 57.0484\n", "3675 NGC 3675 171.536 43.586\n", "3676 NGC 3676 171.406 -11.1396\n", "3677 NGC 3677 171.574 46.9742\n", "3678 NGC 3678 171.566 27.8671\n", "3679 NGC 3679 171.536 -5.58598\n", "3680 NGC 3680 171.392 -43.24\n", "3681 NGC 3681 171.624 16.8634\n", "3682 NGC 3682 171.922 66.5898\n", "3683 NGC 3683 171.883 56.8767\n", "3684 NGC 3684 171.797 17.0302\n", "3685 NGC 3685 172.068 4.32733\n", "3686 NGC 3686 171.933 17.2242\n", "3687 NGC 3687 172.003 29.511\n", "3688 NGC 3688 171.935 -9.1655\n", "3689 NGC 3689 172.046 25.6611\n", "3690 NGC 3690 172.129 58.5613\n", "3691 NGC 3691 172.039 16.9203\n", "3692 NGC 3692 172.1 9.40771\n", "3693 NGC 3693 172.048 -13.1944\n", "3694 NGC 3694 172.226 35.414\n", "3695 NGC 3695 172.321 35.5757\n", "3696 NGC 3696 172.183 -11.2828\n", "3697 NGC 3697 172.21 20.795\n", "3698 NGC 3698 172.259 35.6622\n", "3699 NGC 3699 171.991 -59.9579\n", "3700 NGC 3700 172.411 35.5147\n", "3701 NGC 3701 172.37 24.0935\n", "3702 NGC 3702 172.556 -8.86282\n", "3703 NGC 3703 172.289 -8.44627\n", "3704 NGC 3704 172.52 -11.5462\n", "3705 NGC 3705 172.531 9.27663\n", "3706 NGC 3706 172.435 -36.3913\n", "3707 NGC 3707 172.548 -11.5433\n", "3708 NGC 3708 172.669 -3.2213\n", "3709 NGC 3709 172.669 -3.2547\n", "3710 NGC 3710 172.779 22.768\n", "3711 NGC 3711 172.356 -11.079\n", "3712 NGC 3712 172.789 28.5665\n", "3713 NGC 3713 172.925 28.1536\n", "3714 NGC 3714 172.973 28.3586\n", "3715 NGC 3715 172.885 -14.2314\n", "3716 NGC 3716 172.921 3.48805\n", "3717 NGC 3717 172.883 -30.3077\n", "3718 NGC 3718 173.145 53.0679\n", "3719 NGC 3719 173.056 0.819308\n", "3720 NGC 3720 173.09 0.804035\n", "3721 NGC 3721 173.57 -9.57606\n", "3722 NGC 3722 173.62 -9.66036\n", "3723 NGC 3723 173.127 -9.96946\n", "3724 NGC 3724 173.597 -9.68\n", "3725 NGC 3725 173.419 61.888\n", "3726 NGC 3726 173.338 47.0292\n", "3727 NGC 3727 173.421 -13.8788\n", "3728 NGC 3728 173.316 24.4469\n", "3729 NGC 3729 173.456 53.1255\n", "3730 NGC 3730 173.656 -9.64647\n", "3731 NGC 3731 173.549 12.5123\n", "3732 NGC 3732 173.558 -9.84567\n", "3733 NGC 3733 173.757 54.8505\n", "3734 NGC 3734 173.669 -14.0818\n", "3735 NGC 3735 173.989 70.5355\n", "3736 NGC 3736 173.925 73.4518\n", "3737 NGC 3737 173.902 54.9485\n", "3738 NGC 3738 173.954 54.5235\n", "3739 NGC 3739 173.907 25.0887\n", "3740 NGC 3740 174.051 59.9765\n", "3741 NGC 3741 174.024 45.2842\n", "3742 NGC 3742 173.885 -37.9564\n", "3743 NGC 3743 173.989 21.7226\n", "3744 NGC 3744 173.991 23.0116\n", "3745 NGC 3745 174.435 22.0213\n", "3746 NGC 3746 174.432 22.0098\n", "3747 NGC 3747 174.373 74.9783\n", "3748 NGC 3748 174.454 22.0262\n", "3749 NGC 3749 173.972 -37.9973\n", "3750 NGC 3750 174.465 21.9742\n", "3751 NGC 3751 174.474 21.9365\n", "3752 NGC 3752 173.134 74.6274\n", "3753 NGC 3753 174.474 21.9811\n", "3754 NGC 3754 174.479 21.9855\n", "3755 NGC 3755 174.139 36.4103\n", "3756 NGC 3756 174.2 54.2935\n", "3757 NGC 3757 174.262 58.4155\n", "3758 NGC 3758 174.122 21.5961\n", "3759 NGC 3759 174.225 54.8233\n", "3760 NGC 3760 159.234 21.8821\n", "3761 NGC 3761 174.184 22.992\n", "3762 NGC 3762 174.349 61.7594\n", "3763 NGC 3763 174.126 -9.84673\n", "3764 NGC 3764 174.228 17.8886\n", "3765 NGC 3765 174.267 24.0962\n", "3766 NGC 3766 174.061 -61.616\n", "3767 NGC 3767 174.315 16.8771\n", "3768 NGC 3768 174.31 17.8399\n", "3769 NGC 3769 174.434 47.893\n", "3770 NGC 3770 174.495 59.6169\n", "3771 NGC 3771 174.775 -9.34817\n", "3772 NGC 3772 174.452 22.6913\n", "3773 NGC 3773 174.554 12.1119\n", "3774 NGC 3774 174.626 -8.97624\n", "3775 NGC 3775 174.611 -10.6387\n", "3776 NGC 3776 174.575 -3.35438\n", "3777 NGC 3777 174.029 -12.5691\n", "3778 NGC 3778 174.589 -50.7154\n", "3779 NGC 3779 174.713 -10.5838\n", "3780 NGC 3780 174.843 56.2707\n", "3781 NGC 3781 174.766 26.3617\n", "3782 NGC 3782 174.836 46.5134\n", "3783 NGC 3783 174.757 -37.7386\n", "3784 NGC 3784 174.874 26.3091\n", "3785 NGC 3785 174.887 26.3023\n", "3786 NGC 3786 174.927 31.9094\n", "3787 NGC 3787 174.908 20.4547\n", "3788 NGC 3788 174.936 31.9312\n", "3789 NGC 3789 174.901 -9.63\n", "3790 NGC 3790 174.947 17.7123\n", "3791 NGC 3791 174.924 -9.36738\n", "3792 NGC 3792 174.947 4.9947\n", "3793 NGC 3793 174.853 31.8615\n", "3794 NGC 3794 175.226 56.2021\n", "3795 NGC 3795 175.029 58.6132\n", "3796 NGC 3796 175.13 60.2989\n", "3797 NGC 3797 175.053 31.9114\n", "3798 NGC 3798 175.058 24.6971\n", "3799 NGC 3799 175.039 15.3273\n", "3800 NGC 3800 175.056 15.3426\n", "3801 NGC 3801 175.071 17.7279\n", "3802 NGC 3802 175.079 17.7657\n", "3803 NGC 3803 175.072 17.8012\n", "3804 NGC 3804 175.226 56.2021\n", "3805 NGC 3805 175.174 20.343\n", "3806 NGC 3806 175.194 17.7963\n", "3807 NGC 3807 175.194 17.7963\n", "3808 NGC 3808 175.184 22.4293\n", "3809 NGC 3809 175.317 59.8858\n", "3810 NGC 3810 175.245 11.4711\n", "3811 NGC 3811 175.319 47.6908\n", "3812 NGC 3812 175.282 24.8218\n", "3813 NGC 3813 175.328 36.5469\n", "3814 NGC 3814 175.365 24.8054\n", "3815 NGC 3815 175.414 24.8005\n", "3816 NGC 3816 175.45 20.1037\n", "3817 NGC 3817 175.471 10.3044\n", "3818 NGC 3818 175.489 -6.15568\n", "3819 NGC 3819 175.524 10.3511\n", "3820 NGC 3820 175.52 10.3842\n", "3821 NGC 3821 175.538 20.3157\n", "3822 NGC 3822 175.546 10.2778\n", "3823 NGC 3823 175.563 -13.8669\n", "3824 NGC 3824 175.687 52.7795\n", "3825 NGC 3825 175.599 10.2641\n", "3826 NGC 3826 175.637 26.4889\n", "3827 NGC 3827 175.651 18.8455\n", "3828 NGC 3828 175.743 16.4876\n", "3829 NGC 3829 175.864 52.7111\n", "3830 NGC 3830 175.799 26.559\n", "3831 NGC 3831 175.828 -12.8784\n", "3832 NGC 3832 175.881 22.7254\n", "3833 NGC 3833 175.871 10.1619\n", "3834 NGC 3834 175.907 19.0904\n", "3835 NGC 3835 176.02 60.1198\n", "3836 NGC 3836 175.874 -16.7956\n", "3837 NGC 3837 175.985 19.8946\n", "3838 NGC 3838 176.057 57.9482\n", "3839 NGC 3839 175.976 10.7849\n", "3840 NGC 3840 175.996 20.077\n", "3841 NGC 3841 176.009 19.9719\n", "3842 NGC 3842 176.009 19.9498\n", "3843 NGC 3843 175.978 7.92571\n", "3844 NGC 3844 176.003 20.0293\n", "3845 NGC 3845 176.023 19.9961\n", "3846 NGC 3846 176.121 55.6522\n", "3847 NGC 3847 176.058 33.5145\n", "3848 NGC 3848 175.546 10.2778\n", "3849 NGC 3849 176.397 3.23185\n", "3850 NGC 3850 176.399 55.8869\n", "3851 NGC 3851 176.085 19.9808\n", "3852 NGC 3852 176.097 10.2945\n", "3853 NGC 3853 176.118 16.5581\n", "3854 NGC 3854 176.217 -9.23334\n", "3855 NGC 3855 176.107 33.3551\n", "3856 NGC 3856 176.058 33.5145\n", "3857 NGC 3857 176.209 19.5328\n", "3858 NGC 3858 176.299 -9.31393\n", "3859 NGC 3859 176.218 19.4542\n", "3860 NGC 3860 176.205 19.795\n", "3861 NGC 3861 176.266 19.9737\n", "3862 NGC 3862 176.271 19.6063\n", "3863 NGC 3863 176.273 8.46951\n", "3864 NGC 3864 176.315 19.3921\n", "3865 NGC 3865 176.217 -9.23334\n", "3866 NGC 3866 176.299 -9.31393\n", "3867 NGC 3867 176.373 19.4002\n", "3868 NGC 3868 176.375 19.4447\n", "3869 NGC 3869 176.44 10.8247\n", "3870 NGC 3870 176.486 50.1999\n", "3871 NGC 3871 176.542 33.1087\n", "3872 NGC 3872 176.454 13.7667\n", "3873 NGC 3873 176.442 19.7738\n", "3874 NGC 3874 176.447 8.5445\n", "3875 NGC 3875 176.456 19.7674\n", "3876 NGC 3876 176.361 9.16068\n", "3877 NGC 3877 176.532 47.4945\n", "3878 NGC 3878 176.574 33.2045\n", "3879 NGC 3879 176.706 69.3837\n", "3880 NGC 3880 176.593 33.1618\n", "3881 NGC 3881 176.643 33.1064\n", "3882 NGC 3882 176.527 -56.391\n", "3883 NGC 3883 176.697 20.6754\n", "3884 NGC 3884 176.551 20.3916\n", "3885 NGC 3885 176.694 -27.9222\n", "3886 NGC 3886 176.773 19.8372\n", "3887 NGC 3887 176.769 -16.8546\n", "3888 NGC 3888 176.893 55.9669\n", "3889 NGC 3889 176.409 55.9112\n", "3890 NGC 3890 177.333 74.3022\n", "3891 NGC 3891 177.014 30.3593\n", "3892 NGC 3892 177.004 -10.9621\n", "3893 NGC 3893 177.159 48.7108\n", "3894 NGC 3894 177.21 59.4157\n", "3895 NGC 3895 177.267 59.4327\n", "3896 NGC 3896 177.235 48.6747\n", "3897 NGC 3897 177.248 35.016\n", "3898 NGC 3898 177.314 56.0844\n", "3899 NGC 3899 177.519 26.4792\n", "3900 NGC 3900 177.289 27.022\n", "3901 NGC 3901 175.708 77.3726\n", "3902 NGC 3902 177.328 26.1216\n", "3903 NGC 3903 177.265 -37.5172\n", "3904 NGC 3904 177.305 -29.2767\n", "3905 NGC 3905 177.27 -9.72995\n", "3906 NGC 3906 177.419 48.426\n", "3907 NGC 3907 177.376 -1.08653\n", "3908 NGC 3908 177.47 12.1859\n", "3909 NGC 3909 177.454 -48.2517\n", "3910 NGC 3910 177.497 21.3336\n", "3911 NGC 3911 177.342 24.9385\n", "3912 NGC 3912 177.519 26.479\n", "3913 NGC 3913 177.662 55.3539\n", "3914 NGC 3914 177.636 6.56757\n", "3915 NGC 3915 177.229 -4.68188\n", "3916 NGC 3916 177.713 55.1437\n", "3917 NGC 3917 177.689 51.8244\n", "3918 NGC 3918 177.574 -57.1825\n", "3919 NGC 3919 177.673 20.0152\n", "3920 NGC 3920 177.525 24.92\n", "3921 NGC 3921 177.779 55.0787\n", "3922 NGC 3922 177.806 50.1569\n", "3923 NGC 3923 177.757 -28.8062\n", "3924 NGC 3924 178.163 50.0378\n", "3925 NGC 3925 177.837 21.8891\n", "3926 NGC 3926 177.868 22.026\n", "3927 NGC 3927 177.898 28.1443\n", "3928 NGC 3928 177.948 48.6831\n", "3929 NGC 3929 177.927 21.0027\n", "3930 NGC 3930 177.942 38.0151\n", "3931 NGC 3931 177.806 52.0008\n", "3932 NGC 3932 178.122 48.4589\n", "3933 NGC 3933 178.009 16.8097\n", "3934 NGC 3934 178.052 16.8519\n", "3935 NGC 3935 178.1 32.4038\n", "3936 NGC 3936 178.086 -26.9059\n", "3937 NGC 3937 178.178 20.6313\n", "3938 NGC 3938 178.206 44.1207\n", "3939 NGC 3939 178.312 75.111\n", "3940 NGC 3940 178.194 20.9893\n", "3941 NGC 3941 178.231 36.9863\n", "3942 NGC 3942 177.876 -11.4247\n", "3943 NGC 3943 178.236 20.4791\n", "3944 NGC 3944 178.271 26.2069\n", "3945 NGC 3945 178.307 60.6756\n", "3946 NGC 3946 178.336 21.0215\n", "3947 NGC 3947 178.335 20.7516\n", "3948 NGC 3948 178.372 20.9609\n", "3949 NGC 3949 178.424 47.8587\n", "3950 NGC 3950 178.423 47.8846\n", "3951 NGC 3951 178.422 23.3822\n", "3952 NGC 3952 178.419 -3.99652\n", "3953 NGC 3953 178.454 52.3268\n", "3954 NGC 3954 178.424 20.8825\n", "3955 NGC 3955 178.488 -23.1643\n", "3956 NGC 3956 178.503 -20.5674\n", "3957 NGC 3957 178.506 -19.5689\n", "3958 NGC 3958 178.64 58.3671\n", "3959 NGC 3959 178.657 -7.75658\n", "3960 NGC 3960 177.644 -55.679\n", "3961 NGC 3961 178.74 69.3301\n", "3962 NGC 3962 178.667 -13.9751\n", "3963 NGC 3963 178.745 58.4936\n", "3964 NGC 3964 178.723 28.2624\n", "3965 NGC 3965 178.77 -10.8725\n", "3966 NGC 3966 179.184 32.0217\n", "3967 NGC 3967 178.793 -7.84369\n", "3968 NGC 3968 178.87 11.9684\n", "3969 NGC 3969 178.788 -18.9275\n", "3970 NGC 3970 178.867 -12.0613\n", "3971 NGC 3971 178.902 29.9959\n", "3972 NGC 3972 178.938 55.3207\n", "3973 NGC 3973 178.904 11.9974\n", "3974 NGC 3974 178.917 -12.0275\n", "3975 NGC 3975 178.974 60.5294\n", "3976 NGC 3976 178.989 6.74928\n", "3977 NGC 3977 179.03 55.3908\n", "3978 NGC 3978 179.043 60.5225\n", "3979 NGC 3979 179.004 -2.72088\n", "3980 NGC 3980 179.03 55.3908\n", "3981 NGC 3981 179.031 -19.8962\n", "3982 NGC 3982 179.117 55.1252\n", "3983 NGC 3983 179.099 23.8679\n", "3984 NGC 3984 179.466 29.0395\n", "3985 NGC 3985 179.176 48.3342\n", "3986 NGC 3986 179.184 32.0217\n", "3987 NGC 3987 179.337 25.1955\n", "3988 NGC 3988 179.351 27.8775\n", "3989 NGC 3989 179.361 25.2331\n", "3990 NGC 3990 179.398 55.4587\n", "3991 NGC 3991 179.377 32.3342\n", "3992 NGC 3992 179.4 53.3747\n", "3993 NGC 3993 179.408 25.2406\n", "3994 NGC 3994 179.404 32.2776\n", "3995 NGC 3995 179.434 32.2941\n", "3996 NGC 3996 179.442 14.2974\n", "3997 NGC 3997 179.451 25.2706\n", "3998 NGC 3998 179.484 55.4536\n", "3999 NGC 3999 179.485 25.0683\n", "4000 NGC 4000 179.488 25.1443\n", "4001 NGC 4001 179.528 47.3348\n", "4002 NGC 4002 179.497 23.202\n", "4003 NGC 4003 179.496 23.1249\n", "4004 NGC 4004 179.522 27.8788\n", "4005 NGC 4005 179.542 25.1222\n", "4006 NGC 4006 179.524 -2.12007\n", "4007 NGC 4007 179.496 23.1249\n", "4008 NGC 4008 179.571 28.1925\n", "4009 NGC 4009 179.618 25.2144\n", "4010 NGC 4010 179.658 47.2613\n", "4011 NGC 4011 179.606 25.0977\n", "4012 NGC 4012 179.615 10.0215\n", "4013 NGC 4013 179.631 43.947\n", "4014 NGC 4014 179.649 16.1773\n", "4015 NGC 4015 179.678 25.0366\n", "4016 NGC 4016 179.621 27.5288\n", "4017 NGC 4017 179.69 27.4524\n", "4018 NGC 4018 179.67 25.3163\n", "4019 NGC 4019 180.293 14.1046\n", "4020 NGC 4020 179.737 30.4136\n", "4021 NGC 4021 179.761 25.0832\n", "4022 NGC 4022 179.754 25.2228\n", "4023 NGC 4023 179.773 24.989\n", "4024 NGC 4024 179.63 -18.3468\n", "4025 NGC 4025 179.793 37.7937\n", "4026 NGC 4026 179.855 50.9617\n", "4027 NGC 4027 179.876 -19.2652\n", "4028 NGC 4028 179.649 16.1773\n", "4029 NGC 4029 180.013 8.1817\n", "4030 NGC 4030 180.098 -1.10005\n", "4031 NGC 4031 180.131 31.9476\n", "4032 NGC 4032 180.137 20.0739\n", "4033 NGC 4033 180.145 -17.8426\n", "4034 NGC 4034 180.374 69.324\n", "4035 NGC 4035 180.122 -15.9484\n", "4036 NGC 4036 180.362 61.8957\n", "4037 NGC 4037 180.349 13.401\n", "4038 NGC 4038 180.471 -18.8676\n", "4039 NGC 4039 180.473 -18.8862\n", "4040 NGC 4040 180.523 17.8232\n", "4041 NGC 4041 180.551 62.1372\n", "4042 NGC 4042 180.695 20.1633\n", "4043 NGC 4043 180.596 4.32982\n", "4044 NGC 4044 180.623 -0.212433\n", "4045 NGC 4045 180.676 1.97677\n", "4046 NGC 4046 180.676 1.97677\n", "4047 NGC 4047 180.711 48.6362\n", "4048 NGC 4048 180.709 18.0155\n", "4049 NGC 4049 180.726 18.7514\n", "4050 NGC 4050 180.725 -16.3736\n", "4051 NGC 4051 180.79 44.5313\n", "4052 NGC 4052 180.446 -63.23\n", "4053 NGC 4053 180.798 19.7288\n", "4054 NGC 4054 180.802 57.8934\n", "4055 NGC 4055 181.006 20.2323\n", "4056 NGC 4056 180.991 20.3125\n", "4057 NGC 4057 181.314 20.3107\n", "4058 NGC 4058 180.954 3.54823\n", "4059 NGC 4059 181.047 20.4098\n", "4060 NGC 4060 181.004 20.3374\n", "4061 NGC 4061 181.006 20.2323\n", "4062 NGC 4062 181.016 31.8957\n", "4063 NGC 4063 181.025 1.84698\n", "4064 NGC 4064 181.047 18.4434\n", "4065 NGC 4065 181.026 20.2351\n", "4066 NGC 4066 181.039 20.3479\n", "4067 NGC 4067 181.048 10.8544\n", "4068 NGC 4068 181.014 52.5906\n", "4069 NGC 4069 181.025 20.3238\n", "4070 NGC 4070 181.047 20.4098\n", "4071 NGC 4071 181.061 -67.3101\n", "4072 NGC 4072 181.058 20.2097\n", "4073 NGC 4073 181.113 1.896\n", "4074 NGC 4074 181.124 20.3163\n", "4075 NGC 4075 181.158 2.07254\n", "4076 NGC 4076 181.136 20.205\n", "4077 NGC 4077 181.159 1.78768\n", "4078 NGC 4078 181.198 10.5956\n", "4079 NGC 4079 181.208 -2.38239\n", "4080 NGC 4080 181.216 26.9926\n", "4081 NGC 4081 181.141 64.4368\n", "4082 NGC 4082 181.298 10.6707\n", "4083 NGC 4083 181.309 10.6132\n", "4084 NGC 4084 181.314 21.2145\n", "4085 NGC 4085 181.345 50.3529\n", "4086 NGC 4086 181.372 20.2467\n", "4087 NGC 4087 181.397 -26.5226\n", "4088 NGC 4088 181.393 50.5392\n", "4089 NGC 4089 181.406 20.5557\n", "4090 NGC 4090 181.366 20.3087\n", "4091 NGC 4091 181.417 20.5557\n", "4092 NGC 4092 181.459 20.477\n", "4093 NGC 4093 181.464 20.522\n", "4094 NGC 4094 181.475 -14.5265\n", "4095 NGC 4095 181.476 20.5725\n", "4096 NGC 4096 181.505 47.4784\n", "4097 NGC 4097 181.51 36.8637\n", "4098 NGC 4098 181.515 20.6081\n", "4099 NGC 4099 181.519 20.6442\n", "4100 NGC 4100 181.536 49.5823\n", "4101 NGC 4101 181.544 25.557\n", "4102 NGC 4102 181.596 52.711\n", "4103 NGC 4103 181.628 -61.245\n", "4104 NGC 4104 181.662 28.1742\n", "4105 NGC 4105 181.67 -29.7602\n", "4106 NGC 4106 181.69 -29.7684\n", "4107 NGC 4107 181.695 10.6109\n", "4108 NGC 4108 181.686 67.1631\n", "4109 NGC 4109 181.713 42.9956\n", "4110 NGC 4110 181.764 18.5318\n", "4111 NGC 4111 181.763 43.0657\n", "4112 NGC 4112 181.789 -40.2082\n", "4113 NGC 4113 181.785 32.9959\n", "4114 NGC 4114 181.801 -14.1853\n", "4115 NGC 4115 181.794 14.4109\n", "4116 NGC 4116 181.905 2.69044\n", "4117 NGC 4117 181.942 43.1263\n", "4118 NGC 4118 181.97 43.1112\n", "4119 NGC 4119 182.04 10.379\n", "4120 NGC 4120 182.129 69.5449\n", "4121 NGC 4121 181.986 65.1139\n", "4122 NGC 4122 181.785 32.9959\n", "4123 NGC 4123 182.046 2.87827\n", "4124 NGC 4124 182.04 10.379\n", "4125 NGC 4125 182.025 65.1741\n", "4126 NGC 4126 182.156 16.1428\n", "4127 NGC 4127 182.11 76.8041\n", "4128 NGC 4128 182.135 68.7676\n", "4129 NGC 4129 182.222 -9.03658\n", "4130 NGC 4130 182.221 -4.0058\n", "4131 NGC 4131 182.197 29.3048\n", "4132 NGC 4132 182.256 29.2501\n", "4133 NGC 4133 182.208 74.9042\n", "4134 NGC 4134 182.292 29.1769\n", "4135 NGC 4135 182.287 44.0031\n", "4136 NGC 4136 182.324 29.9276\n", "4137 NGC 4137 182.323 44.0902\n", "4138 NGC 4138 182.374 43.6852\n", "4139 NGC 4139 181.142 1.80158\n", "4140 NGC 4140 181.159 1.78768\n", "4141 NGC 4141 182.447 58.8492\n", "4142 NGC 4142 182.376 53.1048\n", "4143 NGC 4143 182.4 42.5342\n", "4144 NGC 4144 182.494 46.4572\n", "4145 NGC 4145 182.506 39.8839\n", "4146 NGC 4146 182.576 26.4307\n", "4147 NGC 4147 182.526 18.5422\n", "4148 NGC 4148 182.533 35.8776\n", "4149 NGC 4149 182.637 58.3041\n", "4150 NGC 4150 182.64 30.4015\n", "4151 NGC 4151 182.636 39.4059\n", "4152 NGC 4152 182.656 16.0329\n", "4153 NGC 4153 182.694 18.361\n", "4154 NGC 4154 182.685 58.3444\n", "4155 NGC 4155 182.69 19.0408\n", "4156 NGC 4156 182.707 39.4728\n", "4157 NGC 4157 182.768 50.4847\n", "4158 NGC 4158 182.792 20.1756\n", "4159 NGC 4159 182.723 76.1258\n", "4160 NGC 4160 182.889 43.7444\n", "4161 NGC 4161 182.889 57.7375\n", "4162 NGC 4162 182.969 24.1236\n", "4163 NGC 4163 183.039 36.1689\n", "4164 NGC 4164 183.023 13.2056\n", "4165 NGC 4165 183.049 13.2465\n", "4166 NGC 4166 183.04 17.757\n", "4167 NGC 4167 183.039 36.1689\n", "4168 NGC 4168 183.072 13.2052\n", "4169 NGC 4169 183.078 29.1794\n", "4170 NGC 4170 183.086 29.2103\n", "4171 NGC 4171 183.086 29.2103\n", "4172 NGC 4172 183.062 56.1775\n", "4173 NGC 4173 183.086 29.2103\n", "4174 NGC 4174 183.112 29.1492\n", "4175 NGC 4175 183.13 29.1689\n", "4176 NGC 4176 183.153 -9.1586\n", "4177 NGC 4177 183.172 -14.0146\n", "4178 NGC 4178 183.194 10.866\n", "4179 NGC 4179 183.217 1.2997\n", "4180 NGC 4180 183.263 7.0389\n", "4181 NGC 4181 183.204 52.9033\n", "4182 NGC 4182 183.35 4.05\n", "4183 NGC 4183 183.32 43.6983\n", "4184 NGC 4184 183.393 -62.719\n", "4185 NGC 4185 183.342 28.511\n", "4186 NGC 4186 183.527 14.7258\n", "4187 NGC 4187 183.372 50.7415\n", "4188 NGC 4188 183.531 -12.586\n", "4189 NGC 4189 183.447 13.4248\n", "4190 NGC 4190 183.437 36.634\n", "4191 NGC 4191 183.46 7.20089\n", "4192 NGC 4192 183.451 14.9005\n", "4193 NGC 4193 183.473 13.1729\n", "4194 NGC 4194 183.54 54.5266\n", "4195 NGC 4195 183.575 59.6153\n", "4196 NGC 4196 183.624 28.4234\n", "4197 NGC 4197 183.66 5.80572\n", "4198 NGC 4198 183.592 56.0114\n", "4199 NGC 4199 183.704 59.9067\n", "4200 NGC 4200 183.684 12.1807\n", "4201 NGC 4201 183.674 -11.5829\n", "4202 NGC 4202 184.536 -1.06412\n", "4203 NGC 4203 183.771 33.1973\n", "4204 NGC 4204 183.81 20.6591\n", "4205 NGC 4205 183.732 63.7828\n", "4206 NGC 4206 183.82 13.024\n", "4207 NGC 4207 183.877 9.58494\n", "4208 NGC 4208 183.914 13.9015\n", "4209 NGC 4209 183.866 28.5111\n", "4210 NGC 4210 183.816 65.9853\n", "4211 NGC 4211 183.899 28.1776\n", "4212 NGC 4212 183.914 13.9015\n", "4213 NGC 4213 183.907 23.9819\n", "4214 NGC 4214 183.913 36.3269\n", "4215 NGC 4215 183.977 6.40114\n", "4216 NGC 4216 183.977 13.1494\n", "4217 NGC 4217 183.962 47.0918\n", "4218 NGC 4218 183.942 48.1313\n", "4219 NGC 4219 184.114 -43.3243\n", "4220 NGC 4220 184.049 47.8834\n", "4221 NGC 4221 183.999 66.2308\n", "4222 NGC 4222 184.094 13.3071\n", "4223 NGC 4223 184.358 6.69011\n", "4224 NGC 4224 184.141 7.46209\n", "4225 NGC 4225 184.16 -12.3277\n", "4226 NGC 4226 184.109 47.0254\n", "4227 NGC 4227 184.14 33.5221\n", "4228 NGC 4228 183.913 36.3269\n", "4229 NGC 4229 184.162 33.5609\n", "4230 NGC 4230 184.335 -55.12\n", "4231 NGC 4231 184.204 47.4574\n", "4232 NGC 4232 184.204 47.4388\n", "4233 NGC 4233 184.282 7.62443\n", "4234 NGC 4234 184.288 3.68312\n", "4235 NGC 4235 184.291 7.19158\n", "4236 NGC 4236 184.175 69.4626\n", "4237 NGC 4237 184.298 15.324\n", "4238 NGC 4238 184.233 63.4099\n", "4239 NGC 4239 184.312 16.5313\n", "4240 NGC 4240 184.352 -9.95166\n", "4241 NGC 4241 184.5 6.65418\n", "4242 NGC 4242 184.376 45.6193\n", "4243 NGC 4243 184.352 -9.95166\n", "4244 NGC 4244 184.374 37.8071\n", "4245 NGC 4245 184.403 29.608\n", "4246 NGC 4246 184.492 7.18592\n", "4247 NGC 4247 184.492 7.27392\n", "4248 NGC 4248 184.458 47.4092\n", "4249 NGC 4249 184.497 5.5986\n", "4250 NGC 4250 184.359 70.8025\n", "4251 NGC 4251 184.535 28.1753\n", "4252 NGC 4252 184.629 5.55957\n", "4253 NGC 4253 184.61 29.8129\n", "4254 NGC 4254 184.707 14.4165\n", "4255 NGC 4255 184.734 4.78613\n", "4256 NGC 4256 184.68 65.8983\n", "4257 NGC 4257 184.777 5.72597\n", "4258 NGC 4258 184.74 47.3037\n", "4259 NGC 4259 184.843 5.37639\n", "4260 NGC 4260 184.843 6.09869\n", "4261 NGC 4261 184.847 5.82492\n", "4262 NGC 4262 184.877 14.8776\n", "4263 NGC 4263 184.926 -12.2256\n", "4264 NGC 4264 184.899 5.84677\n", "4265 NGC 4265 184.926 -12.2256\n", "4266 NGC 4266 184.926 5.5382\n", "4267 NGC 4267 184.939 12.7983\n", "4268 NGC 4268 184.947 5.28377\n", "4269 NGC 4269 184.955 6.01494\n", "4270 NGC 4270 184.956 5.46344\n", "4271 NGC 4271 184.886 56.7366\n", "4272 NGC 4272 184.949 30.3391\n", "4273 NGC 4273 184.984 5.34337\n", "4274 NGC 4274 184.961 29.6148\n", "4275 NGC 4275 184.969 27.621\n", "4276 NGC 4276 185.031 7.69187\n", "4277 NGC 4277 185.015 5.34136\n", "4278 NGC 4278 185.028 29.2808\n", "4279 NGC 4279 185.104 -11.6665\n", "4280 NGC 4280 185.098 -11.6887\n", "4281 NGC 4281 185.09 5.38644\n", "4282 NGC 4282 185.101 5.57282\n", "4283 NGC 4283 185.087 29.3109\n", "4284 NGC 4284 185.053 58.0929\n", "4285 NGC 4285 185.166 -11.6419\n", "4286 NGC 4286 185.175 29.3459\n", "4287 NGC 4287 185.202 5.6398\n", "4288 NGC 4288 185.159 46.291\n", "4289 NGC 4289 185.26 3.72196\n", "4290 NGC 4290 185.198 58.0926\n", "4291 NGC 4291 185.074 75.371\n", "4292 NGC 4292 185.319 4.59571\n", "4293 NGC 4293 185.304 18.3824\n", "4294 NGC 4294 185.324 11.5111\n", "4295 NGC 4295 185.291 28.1651\n", "4296 NGC 4296 185.368 6.65357\n", "4297 NGC 4297 185.364 6.6712\n", "4298 NGC 4298 185.386 14.6061\n", "4299 NGC 4299 185.419 11.4999\n", "4300 NGC 4300 185.423 5.38484\n", "4301 NGC 4301 185.614 4.5663\n", "4302 NGC 4302 185.427 14.5978\n", "4303 NGC 4303 185.479 4.47378\n", "4304 NGC 4304 185.553 -33.4844\n", "4305 NGC 4305 185.515 12.7409\n", "4306 NGC 4306 185.517 12.7872\n", "4307 NGC 4307 185.523 9.04355\n", "4308 NGC 4308 185.487 30.0743\n", "4309 NGC 4309 185.551 7.14439\n", "4310 NGC 4310 185.61 29.2087\n", "4311 NGC 4311 185.61 29.2087\n", "4312 NGC 4312 185.631 15.5379\n", "4313 NGC 4313 185.66 11.8009\n", "4314 NGC 4314 185.633 29.8955\n", "4315 NGC 4315 185.668 9.3115\n", "4316 NGC 4316 185.676 9.33281\n", "4317 NGC 4317 185.662 31.0448\n", "4318 NGC 4318 185.68 8.19829\n", "4319 NGC 4319 185.433 75.3225\n", "4320 NGC 4320 185.741 10.5483\n", "4321 NGC 4321 185.729 15.8223\n", "4322 NGC 4322 185.757 15.9056\n", "4323 NGC 4323 185.757 15.9056\n", "4324 NGC 4324 185.776 5.25034\n", "4325 NGC 4325 185.778 10.6212\n", "4326 NGC 4326 185.798 6.07214\n", "4327 NGC 4327 185.792 15.7782\n", "4328 NGC 4328 185.833 15.8204\n", "4329 NGC 4329 185.836 -12.5586\n", "4330 NGC 4330 185.822 11.368\n", "4331 NGC 4331 185.649 76.1733\n", "4332 NGC 4332 185.695 65.8437\n", "4333 NGC 4333 185.843 6.04074\n", "4334 NGC 4334 185.849 7.47381\n", "4335 NGC 4335 185.758 58.4445\n", "4336 NGC 4336 185.874 19.4269\n", "4337 NGC 4337 186.022 -58.125\n", "4338 NGC 4338 185.808 28.8941\n", "4339 NGC 4339 185.896 6.0818\n", "4340 NGC 4340 185.897 16.7223\n", "4341 NGC 4341 185.973 7.10727\n", "4342 NGC 4342 185.913 7.05399\n", "4343 NGC 4343 185.911 6.95402\n", "4344 NGC 4344 185.906 17.5409\n", "4345 NGC 4345 185.433 75.3225\n", "4346 NGC 4346 185.867 46.9938\n", "4347 NGC 4347 185.971 -3.2385\n", "4348 NGC 4348 185.975 -3.44279\n", "4349 NGC 4349 186.048 -61.866\n", "4350 NGC 4350 185.991 16.6934\n", "4351 NGC 4351 186.006 12.205\n", "4352 NGC 4352 186.021 11.2181\n", "4353 NGC 4353 186.001 7.78518\n", "4354 NGC 4354 186.006 12.205\n", "4355 NGC 4355 186.728 -0.877617\n", "4356 NGC 4356 186.061 8.5358\n", "4357 NGC 4357 185.995 48.7795\n", "4358 NGC 4358 185.99 58.3806\n", "4359 NGC 4359 186.046 31.5216\n", "4360 NGC 4360 186.09 9.29278\n", "4361 NGC 4361 186.128 -18.7849\n", "4362 NGC 4362 186.047 58.3606\n", "4363 NGC 4363 185.868 74.9522\n", "4364 NGC 4364 186.009 58.3852\n", "4365 NGC 4365 186.118 7.31752\n", "4366 NGC 4366 186.196 7.35303\n", "4367 NGC 4367 186.142 12.1783\n", "4368 NGC 4368 186.168 10.5949\n", "4369 NGC 4369 186.151 39.383\n", "4370 NGC 4370 186.229 7.44457\n", "4371 NGC 4371 186.231 11.7042\n", "4372 NGC 4372 186.439 -72.6591\n", "4373 NGC 4373 186.324 -39.7598\n", "4374 NGC 4374 186.266 12.887\n", "4375 NGC 4375 186.252 28.5586\n", "4376 NGC 4376 186.325 5.74115\n", "4377 NGC 4377 186.301 14.7622\n", "4378 NGC 4378 186.325 4.92513\n", "4379 NGC 4379 186.311 15.6074\n", "4380 NGC 4380 186.342 10.0167\n", "4381 NGC 4381 186.279 48.8283\n", "4382 NGC 4382 186.35 18.1911\n", "4383 NGC 4383 186.356 16.4699\n", "4384 NGC 4384 186.3 54.5061\n", "4385 NGC 4385 186.428 0.572577\n", "4386 NGC 4386 186.118 75.529\n", "4387 NGC 4387 186.424 12.8105\n", "4388 NGC 4388 186.445 12.6621\n", "4389 NGC 4389 186.396 45.6847\n", "4390 NGC 4390 186.461 10.459\n", "4391 NGC 4391 186.328 64.9335\n", "4392 NGC 4392 186.329 45.8475\n", "4393 NGC 4393 186.464 27.5608\n", "4394 NGC 4394 186.482 18.2139\n", "4395 NGC 4395 186.454 33.5469\n", "4396 NGC 4396 186.495 15.6715\n", "4397 NGC 4397 186.492 18.3009\n", "4398 NGC 4398 186.518 10.695\n", "4399 NGC 4399 186.428 33.5161\n", "4400 NGC 4400 186.483 33.515\n", "4401 NGC 4401 186.49 33.5284\n", "4402 NGC 4402 186.532 13.1133\n", "4403 NGC 4403 186.553 -7.68488\n", "4404 NGC 4404 186.567 -7.68084\n", "4405 NGC 4405 186.53 16.181\n", "4406 NGC 4406 186.549 12.946\n", "4407 NGC 4407 186.634 12.6107\n", "4408 NGC 4408 186.572 27.8712\n", "4409 NGC 4409 186.743 2.49437\n", "4410 NGC 4410 186.618 9.01986\n", "4411 NGC 4411 186.624 8.87224\n", "4412 NGC 4412 186.65 3.9647\n", "4413 NGC 4413 186.634 12.6107\n", "4414 NGC 4414 186.613 31.2235\n", "4415 NGC 4415 186.669 8.43572\n", "4416 NGC 4416 186.695 7.91901\n", "4417 NGC 4417 186.711 9.58427\n", "4418 NGC 4418 186.728 -0.877617\n", "4419 NGC 4419 186.735 15.0474\n", "4420 NGC 4420 186.743 2.49437\n", "4421 NGC 4421 186.761 15.4615\n", "4422 NGC 4422 186.8 -5.83092\n", "4423 NGC 4423 186.787 5.88023\n", "4424 NGC 4424 186.798 9.42065\n", "4425 NGC 4425 186.806 12.7348\n", "4426 NGC 4426 186.794 27.8383\n", "4427 NGC 4427 186.794 27.8383\n", "4428 NGC 4428 186.868 -8.16789\n", "4429 NGC 4429 186.86 11.1077\n", "4430 NGC 4430 186.86 6.26277\n", "4431 NGC 4431 186.864 12.2903\n", "4432 NGC 4432 186.887 6.2332\n", "4433 NGC 4433 186.911 -8.27845\n", "4434 NGC 4434 186.903 8.15434\n", "4435 NGC 4435 186.919 13.079\n", "4436 NGC 4436 186.922 12.3159\n", "4437 NGC 4437 188.19 0.115039\n", "4438 NGC 4438 186.94 13.0088\n", "4439 NGC 4439 187.119 -60.097\n", "4440 NGC 4440 186.973 12.2933\n", "4441 NGC 4441 186.835 64.8016\n", "4442 NGC 4442 187.016 9.80373\n", "4443 NGC 4443 187.263 13.1839\n", "4444 NGC 4444 187.152 -43.2617\n", "4445 NGC 4445 187.067 9.4364\n", "4446 NGC 4446 187.028 13.9118\n", "4447 NGC 4447 187.052 13.8992\n", "4448 NGC 4448 187.064 28.6203\n", "4449 NGC 4449 187.046 44.0936\n", "4450 NGC 4450 187.123 17.085\n", "4451 NGC 4451 187.169 9.25892\n", "4452 NGC 4452 187.18 11.7551\n", "4453 NGC 4453 187.195 6.51192\n", "4454 NGC 4454 187.211 -1.93919\n", "4455 NGC 4455 187.184 22.8204\n", "4456 NGC 4456 186.968 -30.0975\n", "4457 NGC 4457 187.246 3.57062\n", "4458 NGC 4458 187.24 13.2419\n", "4459 NGC 4459 187.25 13.9786\n", "4460 NGC 4460 187.19 44.8642\n", "4461 NGC 4461 187.263 13.1839\n", "4462 NGC 4462 187.338 -23.1667\n", "4463 NGC 4463 187.466 -64.8\n", "4464 NGC 4464 187.339 8.15661\n", "4465 NGC 4465 187.348 8.02601\n", "4466 NGC 4466 187.377 7.69642\n", "4467 NGC 4467 187.376 7.99285\n", "4468 NGC 4468 187.379 14.0491\n", "4469 NGC 4469 187.367 8.75018\n", "4470 NGC 4470 187.408 7.82425\n", "4471 NGC 4471 187.404 7.93274\n", "4472 NGC 4472 187.445 8.0004\n", "4473 NGC 4473 187.454 13.4293\n", "4474 NGC 4474 187.473 14.0686\n", "4475 NGC 4475 187.448 27.2433\n", "4476 NGC 4476 187.496 12.3487\n", "4477 NGC 4477 187.509 13.6365\n", "4478 NGC 4478 187.573 12.3286\n", "4479 NGC 4479 187.577 13.5776\n", "4480 NGC 4480 187.612 4.24658\n", "4481 NGC 4481 187.451 64.0339\n", "4482 NGC 4482 187.543 10.7795\n", "4483 NGC 4483 187.669 9.01566\n", "4484 NGC 4484 187.219 -11.6521\n", "4485 NGC 4485 187.63 41.7012\n", "4486 NGC 4486 187.706 12.3911\n", "4487 NGC 4487 187.769 -8.05404\n", "4488 NGC 4488 187.714 8.36\n", "4489 NGC 4489 187.718 16.7589\n", "4490 NGC 4490 187.644 41.6405\n", "4491 NGC 4491 187.738 11.4835\n", "4492 NGC 4492 187.749 8.0779\n", "4493 NGC 4493 187.785 0.613708\n", "4494 NGC 4494 187.85 25.775\n", "4495 NGC 4495 187.845 29.1365\n", "4496 NGC 4496 187.913 3.93934\n", "4497 NGC 4497 187.886 11.6247\n", "4498 NGC 4498 187.915 16.8527\n", "4499 NGC 4499 188.021 -39.9826\n", "4500 NGC 4500 187.842 57.9646\n", "4501 NGC 4501 187.996 14.4203\n", "4502 NGC 4502 188.014 16.6877\n", "4503 NGC 4503 188.026 11.1764\n", "4504 NGC 4504 188.073 -7.56358\n", "4505 NGC 4505 187.913 3.93934\n", "4506 NGC 4506 188.044 13.4197\n", "4507 NGC 4507 188.903 -39.9094\n", "4508 NGC 4508 188.094 5.8288\n", "4509 NGC 4509 188.277 32.0909\n", "4510 NGC 4510 187.947 64.2338\n", "4511 NGC 4511 188.034 56.4711\n", "4512 NGC 4512 188.14 63.8777\n", "4513 NGC 4513 188.006 66.3326\n", "4514 NGC 4514 188.179 29.7124\n", "4515 NGC 4515 188.271 16.2655\n", "4516 NGC 4516 188.281 14.5749\n", "4517 NGC 4517 188.19 0.115039\n", "4518 NGC 4518 188.299 7.85163\n", "4519 NGC 4519 188.376 8.65446\n", "4520 NGC 4520 188.458 -7.37547\n", "4521 NGC 4521 188.199 63.9392\n", "4522 NGC 4522 188.415 9.17487\n", "4523 NGC 4523 188.45 15.1683\n", "4524 NGC 4524 188.477 -12.0277\n", "4525 NGC 4525 188.463 30.2774\n", "4526 NGC 4526 188.513 7.69914\n", "4527 NGC 4527 188.535 2.6541\n", "4528 NGC 4528 188.525 11.3213\n", "4529 NGC 4529 187.927 20.4816\n", "4530 NGC 4530 188.453 41.3457\n", "4531 NGC 4531 188.566 13.0753\n", "4532 NGC 4532 188.581 6.4677\n", "4533 NGC 4533 188.592 2.32539\n", "4534 NGC 4534 188.523 35.5184\n", "4535 NGC 4535 188.585 8.19775\n", "4536 NGC 4536 188.613 2.1883\n", "4537 NGC 4537 188.747 50.8511\n", "4538 NGC 4538 188.67 3.32358\n", "4539 NGC 4539 188.645 18.2026\n", "4540 NGC 4540 188.712 15.5517\n", "4541 NGC 4541 188.794 -0.221115\n", "4542 NGC 4542 188.704 50.8052\n", "4543 NGC 4543 188.835 6.11532\n", "4544 NGC 4544 188.902 3.03448\n", "4545 NGC 4545 188.642 63.5251\n", "4546 NGC 4546 188.873 -3.79316\n", "4547 NGC 4547 188.716 58.9168\n", "4548 NGC 4548 188.86 14.4963\n", "4549 NGC 4549 188.839 58.9497\n", "4550 NGC 4550 188.877 12.2208\n", "4551 NGC 4551 188.908 12.264\n", "4552 NGC 4552 188.916 12.5563\n", "4553 NGC 4553 189.032 -39.4387\n", "4554 NGC 4554 188.916 11.1791\n", "4555 NGC 4555 188.922 26.5231\n", "4556 NGC 4556 188.941 26.9089\n", "4557 NGC 4557 188.957 27.0539\n", "4558 NGC 4558 188.969 26.9921\n", "4559 NGC 4559 188.99 27.96\n", "4560 NGC 4560 189.018 7.6792\n", "4561 NGC 4561 189.034 19.3226\n", "4562 NGC 4562 188.894 25.8496\n", "4563 NGC 4563 189.054 26.9414\n", "4564 NGC 4564 189.112 11.4392\n", "4565 NGC 4565 189.087 25.9874\n", "4566 NGC 4566 189.0 54.221\n", "4567 NGC 4567 189.136 11.258\n", "4568 NGC 4568 189.143 11.2386\n", "4569 NGC 4569 189.208 13.1629\n", "4570 NGC 4570 189.222 7.24658\n", "4571 NGC 4571 189.235 14.2173\n", "4572 NGC 4572 188.939 74.2426\n", "4573 NGC 4573 189.432 -43.6211\n", "4574 NGC 4574 189.431 -35.5176\n", "4575 NGC 4575 189.463 -40.5374\n", "4576 NGC 4576 189.39 4.36767\n", "4577 NGC 4577 189.802 6.01228\n", "4578 NGC 4578 189.377 9.55507\n", "4579 NGC 4579 189.431 11.8183\n", "4580 NGC 4580 189.452 5.36851\n", "4581 NGC 4581 189.522 1.47775\n", "4582 NGC 4582 189.545 0.1793\n", "4583 NGC 4583 189.519 33.4588\n", "4584 NGC 4584 189.574 13.1099\n", "4585 NGC 4585 189.555 28.937\n", "4586 NGC 4586 189.618 4.31919\n", "4587 NGC 4587 189.648 2.65733\n", "4588 NGC 4588 189.689 6.76786\n", "4589 NGC 4589 189.354 74.1919\n", "4590 NGC 4590 189.867 -26.7441\n", "4591 NGC 4591 189.802 6.01228\n", "4592 NGC 4592 189.828 -0.532092\n", "4593 NGC 4593 189.914 -5.34418\n", "4594 NGC 4594 189.998 -11.6231\n", "4595 NGC 4595 189.966 15.2978\n", "4596 NGC 4596 189.983 10.1762\n", "4597 NGC 4597 190.054 -5.79929\n", "4598 NGC 4598 190.05 8.38375\n", "4599 NGC 4599 190.113 1.19692\n", "4600 NGC 4600 190.096 3.11776\n", "4601 NGC 4601 190.195 -40.893\n", "4602 NGC 4602 190.154 -5.13301\n", "4603 NGC 4603 190.23 -40.9764\n", "4604 NGC 4604 190.187 -5.30254\n", "4605 NGC 4605 189.997 61.6091\n", "4606 NGC 4606 190.24 11.9122\n", "4607 NGC 4607 190.302 11.8866\n", "4608 NGC 4608 190.305 10.1556\n", "4609 NGC 4609 190.582 -62.995\n", "4610 NGC 4610 190.342 7.713\n", "4611 NGC 4611 190.356 13.7295\n", "4612 NGC 4612 190.386 7.31487\n", "4613 NGC 4613 190.371 26.0886\n", "4614 NGC 4614 190.381 26.0427\n", "4615 NGC 4615 190.405 26.0728\n", "4616 NGC 4616 190.569 -40.6421\n", "4617 NGC 4617 190.275 50.3934\n", "4618 NGC 4618 190.387 41.1509\n", "4619 NGC 4619 190.436 35.0628\n", "4620 NGC 4620 190.497 12.9428\n", "4621 NGC 4621 190.509 11.6469\n", "4622 NGC 4622 190.657 -40.7442\n", "4623 NGC 4623 190.545 7.67698\n", "4624 NGC 4624 191.275 3.05576\n", "4625 NGC 4625 190.47 41.2739\n", "4626 NGC 4626 190.606 -7.04346\n", "4627 NGC 4627 190.5 32.5736\n", "4628 NGC 4628 190.605 -6.97106\n", "4629 NGC 4629 190.636 -1.35059\n", "4630 NGC 4630 190.63 3.96036\n", "4631 NGC 4631 190.533 32.5415\n", "4632 NGC 4632 190.633 -0.0825198\n", "4633 NGC 4633 190.656 14.3572\n", "4634 NGC 4634 190.671 14.2959\n", "4635 NGC 4635 190.663 19.9453\n", "4636 NGC 4636 190.708 2.68776\n", "4637 NGC 4637 190.725 11.4382\n", "4638 NGC 4638 190.698 11.4425\n", "4639 NGC 4639 190.718 13.2574\n", "4640 NGC 4640 190.741 12.287\n", "4641 NGC 4641 190.782 12.0511\n", "4642 NGC 4642 190.824 -0.644247\n", "4643 NGC 4643 190.834 1.97825\n", "4644 NGC 4644 190.678 55.1455\n", "4645 NGC 4645 191.042 -41.75\n", "4646 NGC 4646 190.717 54.856\n", "4647 NGC 4647 190.886 11.5825\n", "4648 NGC 4648 190.435 74.421\n", "4649 NGC 4649 190.917 11.5527\n", "4650 NGC 4650 191.082 -40.7318\n", "4651 NGC 4651 190.928 16.3933\n", "4652 NGC 4652 190.832 58.9649\n", "4653 NGC 4653 190.962 -0.561271\n", "4654 NGC 4654 190.986 13.1264\n", "4655 NGC 4655 190.902 41.0185\n", "4656 NGC 4656 190.99 32.1704\n", "4657 NGC 4657 191.047 32.206\n", "4658 NGC 4658 191.157 -10.0831\n", "4659 NGC 4659 191.122 13.4986\n", "4660 NGC 4660 191.133 11.1905\n", "4661 NGC 4661 191.312 -40.8242\n", "4662 NGC 4662 191.109 37.1212\n", "4663 NGC 4663 191.196 -10.1979\n", "4664 NGC 4664 191.275 3.05576\n", "4665 NGC 4665 191.275 3.05576\n", "4666 NGC 4666 191.286 -0.461911\n", "4667 NGC 4667 191.315 11.4301\n", "4668 NGC 4668 191.383 -0.533989\n", "4669 NGC 4669 191.195 54.8757\n", "4670 NGC 4670 191.321 27.1255\n", "4671 NGC 4671 191.448 -7.06975\n", "4672 NGC 4672 191.566 -41.7059\n", "4673 NGC 4673 191.394 27.0608\n", "4674 NGC 4674 191.514 -8.65546\n", "4675 NGC 4675 191.383 54.7375\n", "4676 NGC 4676 191.542 30.7316\n", "4677 NGC 4677 191.738 -41.5825\n", "4678 NGC 4678 192.427 -4.57977\n", "4679 NGC 4679 191.876 -39.5709\n", "4680 NGC 4680 191.728 -11.637\n", "4681 NGC 4681 191.87 -43.3349\n", "4682 NGC 4682 191.815 -10.0634\n", "4683 NGC 4683 191.926 -41.5282\n", "4684 NGC 4684 191.823 -2.72741\n", "4685 NGC 4685 191.798 19.4643\n", "4686 NGC 4686 191.666 54.5342\n", "4687 NGC 4687 191.849 35.3521\n", "4688 NGC 4688 191.944 4.33605\n", "4689 NGC 4689 191.94 13.7628\n", "4690 NGC 4690 191.981 -1.65606\n", "4691 NGC 4691 192.057 -3.33269\n", "4692 NGC 4692 191.98 27.2223\n", "4693 NGC 4693 191.788 71.1761\n", "4694 NGC 4694 192.063 10.9836\n", "4695 NGC 4695 191.884 54.3748\n", "4696 NGC 4696 192.205 -41.3109\n", "4697 NGC 4697 192.15 -5.80069\n", "4698 NGC 4698 192.095 8.48741\n", "4699 NGC 4699 192.259 -8.6643\n", "4700 NGC 4700 192.284 -11.4099\n", "4701 NGC 4701 192.298 3.38872\n", "4702 NGC 4702 192.256 27.1789\n", "4703 NGC 4703 192.329 -9.10848\n", "4704 NGC 4704 192.193 41.9213\n", "4705 NGC 4705 192.354 -5.19587\n", "4706 NGC 4706 192.476 -41.2794\n", "4707 NGC 4707 192.09 51.1649\n", "4708 NGC 4708 192.423 -11.0931\n", "4709 NGC 4709 192.516 -41.382\n", "4710 NGC 4710 192.412 15.1655\n", "4711 NGC 4711 192.191 35.3327\n", "4712 NGC 4712 192.393 25.4699\n", "4713 NGC 4713 192.491 5.31137\n", "4714 NGC 4714 192.58 -13.3244\n", "4715 NGC 4715 192.491 27.8224\n", "4716 NGC 4716 192.638 -9.45117\n", "4717 NGC 4717 192.643 -9.46306\n", "4718 NGC 4718 192.636 -5.28203\n", "4719 NGC 4719 192.536 33.1592\n", "4720 NGC 4720 192.678 -4.15579\n", "4721 NGC 4721 192.583 27.324\n", "4722 NGC 4722 192.885 -13.33\n", "4723 NGC 4723 192.762 -13.2366\n", "4724 NGC 4724 192.725 -14.3306\n", "4725 NGC 4725 192.611 25.5008\n", "4726 NGC 4726 192.692 -14.2685\n", "4727 NGC 4727 192.738 -14.3328\n", "4728 NGC 4728 192.617 27.4349\n", "4729 NGC 4729 192.943 -41.1322\n", "4730 NGC 4730 193.002 -41.1469\n", "4731 NGC 4731 192.755 -6.39305\n", "4732 NGC 4732 192.53 52.8501\n", "4733 NGC 4733 192.778 10.9121\n", "4734 NGC 4734 192.804 4.85902\n", "4735 NGC 4735 192.757 28.928\n", "4736 NGC 4736 192.721 41.1203\n", "4737 NGC 4737 192.721 34.1568\n", "4738 NGC 4738 192.787 28.788\n", "4739 NGC 4739 192.905 -8.41016\n", "4740 NGC 4740 192.738 -14.3328\n", "4741 NGC 4741 192.748 47.6715\n", "4742 NGC 4742 192.95 -10.4548\n", "4743 NGC 4743 193.067 -41.3905\n", "4744 NGC 4744 193.082 -41.06\n", "4745 NGC 4745 192.859 27.4213\n", "4746 NGC 4746 192.981 12.083\n", "4747 NGC 4747 192.94 25.775\n", "4748 NGC 4748 193.052 -13.4148\n", "4749 NGC 4749 192.8 71.6368\n", "4750 NGC 4750 192.53 72.8746\n", "4751 NGC 4751 193.211 -42.6599\n", "4752 NGC 4752 192.871 13.7818\n", "4753 NGC 4753 193.092 -1.19969\n", "4754 NGC 4754 193.073 11.3137\n", "4755 NGC 4755 193.415 -60.371\n", "4756 NGC 4756 193.219 -15.4133\n", "4757 NGC 4757 193.209 -10.3101\n", "4758 NGC 4758 193.184 15.848\n", "4759 NGC 4759 193.269 -9.20058\n", "4760 NGC 4760 193.28 -10.4942\n", "4761 NGC 4761 193.274 -9.20405\n", "4762 NGC 4762 193.234 11.2308\n", "4763 NGC 4763 193.363 -17.0056\n", "4764 NGC 4764 193.291 -9.19722\n", "4765 NGC 4765 193.311 4.46319\n", "4766 NGC 4766 193.284 -10.3781\n", "4767 NGC 4767 193.471 -39.7143\n", "4768 NGC 4768 193.326 -9.5355\n", "4769 NGC 4769 193.326 -9.5355\n", "4770 NGC 4770 193.384 -9.5415\n", "4771 NGC 4771 193.339 1.26917\n", "4772 NGC 4772 193.372 2.16837\n", "4773 NGC 4773 193.4 -8.63868\n", "4774 NGC 4774 193.277 36.8198\n", "4775 NGC 4775 193.44 -6.62215\n", "4776 NGC 4776 193.269 -9.20058\n", "4777 NGC 4777 193.494 -8.7757\n", "4778 NGC 4778 193.274 -9.20405\n", "4779 NGC 4779 193.462 9.70992\n", "4780 NGC 4780 193.522 -8.62103\n", "4781 NGC 4781 193.599 -10.5372\n", "4782 NGC 4782 193.649 -12.5686\n", "4783 NGC 4783 193.652 -12.5578\n", "4784 NGC 4784 193.654 -10.6131\n", "4785 NGC 4785 193.364 -48.7492\n", "4786 NGC 4786 193.635 -6.85941\n", "4787 NGC 4787 193.523 27.0686\n", "4788 NGC 4788 193.567 27.3038\n", "4789 NGC 4789 193.579 27.0681\n", "4790 NGC 4790 193.716 -10.2479\n", "4791 NGC 4791 193.683 8.05309\n", "4792 NGC 4792 193.765 -12.4971\n", "4793 NGC 4793 193.669 28.9387\n", "4794 NGC 4794 193.794 -12.6084\n", "4795 NGC 4795 193.762 8.06553\n", "4796 NGC 4796 193.77 8.06621\n", "4797 NGC 4797 193.73 27.4128\n", "4798 NGC 4798 193.73 27.4128\n", "4799 NGC 4799 193.815 2.89667\n", "4800 NGC 4800 193.657 46.5312\n", "4801 NGC 4801 193.657 53.09\n", "4802 NGC 4802 193.957 -12.0552\n", "4803 NGC 4803 193.89 8.24041\n", "4804 NGC 4804 193.957 -12.0552\n", "4805 NGC 4805 193.853 27.9482\n", "4806 NGC 4806 194.052 -29.5028\n", "4807 NGC 4807 193.871 27.5214\n", "4808 NGC 4808 193.954 4.30409\n", "4809 NGC 4809 193.713 2.65408\n", "4810 NGC 4810 193.714 2.63784\n", "4811 NGC 4811 194.218 -41.7972\n", "4812 NGC 4812 194.219 -41.8134\n", "4813 NGC 4813 194.15 -6.81793\n", "4814 NGC 4814 193.841 58.3441\n", "4815 NGC 4815 194.499 -64.96\n", "4816 NGC 4816 194.051 27.7455\n", "4817 NGC 4817 194.124 27.94\n", "4818 NGC 4818 194.204 -8.5253\n", "4819 NGC 4819 194.116 26.9874\n", "4820 NGC 4820 194.252 -13.7193\n", "4821 NGC 4821 194.121 26.957\n", "4822 NGC 4822 194.266 -10.7619\n", "4823 NGC 4823 194.352 -13.7374\n", "4824 NGC 4824 194.142 27.539\n", "4825 NGC 4825 194.301 -13.6649\n", "4826 NGC 4826 194.182 21.6827\n", "4827 NGC 4827 194.181 27.1788\n", "4828 NGC 4828 194.179 28.0205\n", "4829 NGC 4829 194.357 -13.6987\n", "4830 NGC 4830 194.366 -19.6913\n", "4831 NGC 4831 194.403 -27.2921\n", "4832 NGC 4832 194.448 -39.7617\n", "4833 NGC 4833 194.891 -70.8765\n", "4834 NGC 4834 194.105 52.2959\n", "4835 NGC 4835 194.533 -46.2642\n", "4836 NGC 4836 194.393 -12.744\n", "4837 NGC 4837 194.201 48.2969\n", "4838 NGC 4838 194.484 -13.0602\n", "4839 NGC 4839 194.351 27.4978\n", "4840 NGC 4840 194.387 27.6103\n", "4841 NGC 4841 194.383 28.4769\n", "4842 NGC 4842 194.399 27.4932\n", "4843 NGC 4843 194.503 -3.62109\n", "4844 NGC 4844 194.529 -13.0682\n", "4845 NGC 4845 194.505 1.57558\n", "4846 NGC 4846 194.449 36.3707\n", "4847 NGC 4847 194.629 -13.1348\n", "4848 NGC 4848 194.523 28.2426\n", "4849 NGC 4849 194.553 26.3969\n", "4850 NGC 4850 194.591 27.9678\n", "4851 NGC 4851 194.59 28.1487\n", "4852 NGC 4852 195.046 -59.607\n", "4853 NGC 4853 194.647 27.5964\n", "4854 NGC 4854 194.698 27.6747\n", "4855 NGC 4855 194.827 -13.2311\n", "4856 NGC 4856 194.839 -15.042\n", "4857 NGC 4857 194.327 70.2035\n", "4858 NGC 4858 194.759 28.1156\n", "4859 NGC 4859 194.758 26.8157\n", "4860 NGC 4860 194.766 28.1237\n", "4861 NGC 4861 194.76 34.8594\n", "4862 NGC 4862 194.878 -14.1323\n", "4863 NGC 4863 194.927 -14.0296\n", "4864 NGC 4864 194.805 27.9769\n", "4865 NGC 4865 194.833 28.0843\n", "4866 NGC 4866 194.863 14.1712\n", "4867 NGC 4867 194.814 27.9707\n", "4868 NGC 4868 194.787 37.3104\n", "4869 NGC 4869 194.847 27.9116\n", "4870 NGC 4870 194.824 37.0483\n", "4871 NGC 4871 194.875 27.9564\n", "4872 NGC 4872 194.892 27.9469\n", "4873 NGC 4873 194.887 27.9836\n", "4874 NGC 4874 194.899 27.9592\n", "4875 NGC 4875 194.908 27.9073\n", "4876 NGC 4876 194.935 27.9125\n", "4877 NGC 4877 195.11 -15.2834\n", "4878 NGC 4878 195.084 -6.10391\n", "4879 NGC 4879 195.107 -6.11125\n", "4880 NGC 4880 195.044 12.4833\n", "4881 NGC 4881 194.991 28.2467\n", "4882 NGC 4882 195.019 27.9876\n", "4883 NGC 4883 194.983 28.0347\n", "4884 NGC 4884 195.034 27.977\n", "4885 NGC 4885 195.141 -6.85308\n", "4886 NGC 4886 195.019 27.9876\n", "4887 NGC 4887 195.164 -14.6662\n", "4888 NGC 4888 195.149 -6.07475\n", "4889 NGC 4889 195.034 27.977\n", "4890 NGC 4890 195.163 -4.60455\n", "4891 NGC 4891 195.221 -13.4498\n", "4892 NGC 4892 195.015 26.8981\n", "4893 NGC 4893 194.998 37.1934\n", "4894 NGC 4894 195.069 27.9675\n", "4895 NGC 4895 195.075 28.2024\n", "4896 NGC 4896 195.128 28.3464\n", "4897 NGC 4897 195.221 -13.4498\n", "4898 NGC 4898 195.073 27.9561\n", "4899 NGC 4899 195.236 -13.9442\n", "4900 NGC 4900 195.163 2.50143\n", "4901 NGC 4901 194.985 47.2056\n", "4902 NGC 4902 195.249 -14.5135\n", "4903 NGC 4903 195.345 -30.935\n", "4904 NGC 4904 195.244 -0.0274528\n", "4905 NGC 4905 195.378 -30.8684\n", "4906 NGC 4906 195.166 27.924\n", "4907 NGC 4907 195.203 28.1584\n", "4908 NGC 4908 195.215 28.0429\n", "4909 NGC 4909 195.508 -42.7714\n", "4910 NGC 4910 194.505 1.57558\n", "4911 NGC 4911 195.234 27.7909\n", "4912 NGC 4912 195.179 37.3152\n", "4913 NGC 4913 195.193 37.349\n", "4914 NGC 4914 195.179 37.3152\n", "4915 NGC 4915 195.368 -4.5464\n", "4916 NGC 4916 195.167 37.3915\n", "4917 NGC 4917 195.232 47.2221\n", "4918 NGC 4918 195.461 -4.50054\n", "4919 NGC 4919 195.323 27.8091\n", "4920 NGC 4920 195.517 -11.3784\n", "4921 NGC 4921 195.359 27.886\n", "4922 NGC 4922 195.355 29.3139\n", "4923 NGC 4923 195.382 27.8475\n", "4924 NGC 4924 195.553 -14.9698\n", "4925 NGC 4925 195.531 -7.71075\n", "4926 NGC 4926 195.474 27.6245\n", "4927 NGC 4927 195.49 28.0058\n", "4928 NGC 4928 195.752 -8.08499\n", "4929 NGC 4929 195.685 28.0453\n", "4930 NGC 4930 196.022 -41.4115\n", "4931 NGC 4931 195.754 28.0325\n", "4932 NGC 4932 195.657 50.4384\n", "4933 NGC 4933 196.0 -11.5\n", "4934 NGC 4934 195.818 28.0304\n", "4935 NGC 4935 195.838 14.3775\n", "4936 NGC 4936 196.071 -30.5263\n", "4937 NGC 4937 196.187 -47.2172\n", "4938 NGC 4938 195.74 51.3185\n", "4939 NGC 4939 196.06 -10.3395\n", "4940 NGC 4940 196.251 -47.2369\n", "4941 NGC 4941 196.055 -5.5516\n", "4942 NGC 4942 196.08 -7.64958\n", "4943 NGC 4943 195.937 28.0842\n", "4944 NGC 4944 195.958 28.1857\n", "4945 NGC 4945 196.364 -49.4679\n", "4946 NGC 4946 196.372 -43.5912\n", "4947 NGC 4947 196.334 -35.3374\n", "4948 NGC 4948 196.233 -7.94771\n", "4949 NGC 4949 196.075 29.0295\n", "4950 NGC 4950 196.402 -43.5006\n", "4951 NGC 4951 196.282 -6.49384\n", "4952 NGC 4952 196.243 29.1222\n", "4953 NGC 4953 196.544 -37.5857\n", "4954 NGC 4954 195.583 75.4041\n", "4955 NGC 4955 196.52 -29.7543\n", "4956 NGC 4956 196.254 35.178\n", "4957 NGC 4957 196.302 27.5698\n", "4958 NGC 4958 196.454 -8.02028\n", "4959 NGC 4959 196.421 33.1789\n", "4960 NGC 4960 196.471 27.5521\n", "4961 NGC 4961 196.448 27.7342\n", "4962 NGC 4962 196.474 29.0665\n", "4963 NGC 4963 196.466 41.7219\n", "4964 NGC 4964 196.354 56.3228\n", "4965 NGC 4965 196.789 -28.2283\n", "4966 NGC 4966 196.572 29.0632\n", "4967 NGC 4967 196.402 53.5643\n", "4968 NGC 4968 196.775 -23.677\n", "4969 NGC 4969 196.765 13.6369\n", "4970 NGC 4970 196.89 -24.0085\n", "4971 NGC 4971 196.729 28.548\n", "4972 NGC 4972 195.583 75.4041\n", "4973 NGC 4973 196.384 53.6851\n", "4974 NGC 4974 196.524 53.6135\n", "4975 NGC 4975 196.959 -5.0175\n", "4976 NGC 4976 197.156 -49.5064\n", "4977 NGC 4977 196.519 55.656\n", "4978 NGC 4978 196.96 18.4155\n", "4979 NGC 4979 196.928 24.8106\n", "4980 NGC 4980 197.292 -28.6418\n", "4981 NGC 4981 197.203 -6.77749\n", "4982 NGC 4982 197.203 -10.5831\n", "4983 NGC 4983 197.114 28.3205\n", "4984 NGC 4984 197.239 -15.5163\n", "4985 NGC 4985 197.05 41.6763\n", "4986 NGC 4986 197.102 35.2064\n", "4987 NGC 4987 196.996 51.9293\n", "4988 NGC 4988 197.477 -43.1056\n", "4989 NGC 4989 197.317 -5.39646\n", "4990 NGC 4990 197.322 -5.2728\n", "4991 NGC 4991 197.313 2.34766\n", "4992 NGC 4992 197.273 11.6341\n", "4993 NGC 4993 197.449 -23.384\n", "4994 NGC 4994 197.449 -23.384\n", "4995 NGC 4995 197.419 -7.8334\n", "4996 NGC 4996 197.383 0.857018\n", "4997 NGC 4997 197.465 -16.5155\n", "4998 NGC 4998 197.042 50.6638\n", "4999 NGC 4999 197.388 1.67305\n", "5000 NGC 5000 197.448 28.907\n", "5001 NGC 5001 197.388 53.4941\n", "5002 NGC 5002 197.659 36.6342\n", "5003 NGC 5003 197.158 43.7375\n", "5004 NGC 5004 197.756 29.6367\n", "5005 NGC 5005 197.735 37.0589\n", "5006 NGC 5006 197.941 -19.2618\n", "5007 NGC 5007 197.31 62.1749\n", "5008 NGC 5008 212.738 25.4972\n", "5009 NGC 5009 197.696 50.0917\n", "5010 NGC 5010 198.11 -15.798\n", "5011 NGC 5011 198.216 -43.0963\n", "5012 NGC 5012 197.904 22.9155\n", "5013 NGC 5013 198.031 3.19904\n", "5014 NGC 5014 197.88 36.2822\n", "5015 NGC 5015 198.095 -4.33655\n", "5016 NGC 5016 198.028 24.095\n", "5017 NGC 5017 198.227 -16.7658\n", "5018 NGC 5018 198.254 -19.5182\n", "5019 NGC 5019 198.177 4.72966\n", "5020 NGC 5020 198.166 12.5997\n", "5021 NGC 5021 198.026 46.1961\n", "5022 NGC 5022 198.378 -19.5466\n", "5023 NGC 5023 198.049 44.0381\n", "5024 NGC 5024 198.23 18.1682\n", "5025 NGC 5025 198.187 31.8094\n", "5026 NGC 5026 198.557 -42.9613\n", "5027 NGC 5027 198.337 6.06128\n", "5028 NGC 5028 198.441 -13.0424\n", "5029 NGC 5029 198.157 47.0633\n", "5030 NGC 5030 198.476 -16.4909\n", "5031 NGC 5031 198.513 -16.1231\n", "5032 NGC 5032 198.362 27.8024\n", "5033 NGC 5033 198.365 36.5936\n", "5034 NGC 5034 198.079 70.6493\n", "5035 NGC 5035 198.705 -16.4926\n", "5036 NGC 5036 198.679 -4.17854\n", "5037 NGC 5037 198.747 -16.5903\n", "5038 NGC 5038 198.759 -15.9517\n", "5039 NGC 5039 198.685 -4.22611\n", "5040 NGC 5040 198.386 51.2584\n", "5041 NGC 5041 198.635 30.7058\n", "5042 NGC 5042 198.881 -23.9824\n", "5043 NGC 5043 199.025 -60.067\n", "5044 NGC 5044 198.85 -16.3854\n", "5045 NGC 5045 198.542 -63.39\n", "5046 NGC 5046 198.938 -16.3268\n", "5047 NGC 5047 198.952 -16.5188\n", "5048 NGC 5048 199.035 -28.4106\n", "5049 NGC 5049 198.997 -16.3971\n", "5050 NGC 5050 198.924 2.87899\n", "5051 NGC 5051 199.084 -28.2857\n", "5052 NGC 5052 198.895 29.6761\n", "5053 NGC 5053 199.113 17.7003\n", "5054 NGC 5054 199.244 -16.6349\n", "5055 NGC 5055 198.955 42.0294\n", "5056 NGC 5056 199.051 30.9505\n", "5057 NGC 5057 199.116 31.0315\n", "5058 NGC 5058 199.218 12.5483\n", "5059 NGC 5059 199.244 7.84447\n", "5060 NGC 5060 199.318 6.0375\n", "5061 NGC 5061 199.521 -26.8372\n", "5062 NGC 5062 199.598 -35.4587\n", "5063 NGC 5063 199.607 -35.3524\n", "5064 NGC 5064 199.75 -47.9087\n", "5065 NGC 5065 199.377 31.0927\n", "5066 NGC 5066 199.618 -10.2338\n", "5067 NGC 5067 199.604 -10.1313\n", "5068 NGC 5068 199.728 -21.0391\n", "5069 NGC 5069 199.618 -10.2338\n", "5070 NGC 5070 199.823 -12.4806\n", "5071 NGC 5071 199.655 7.93552\n", "5072 NGC 5072 199.802 -12.54\n", "5073 NGC 5073 199.836 -14.8447\n", "5074 NGC 5074 199.608 31.4679\n", "5075 NGC 5075 199.776 7.83103\n", "5076 NGC 5076 199.877 -12.7408\n", "5077 NGC 5077 199.882 -12.657\n", "5078 NGC 5078 199.958 -27.4103\n", "5079 NGC 5079 199.909 -12.699\n", "5080 NGC 5080 199.83 8.42913\n", "5081 NGC 5081 199.784 28.5069\n", "5082 NGC 5082 200.167 -43.6999\n", "5083 NGC 5083 199.763 39.5893\n", "5084 NGC 5084 200.071 -21.8276\n", "5085 NGC 5085 200.074 -24.4401\n", "5086 NGC 5086 200.231 -43.7389\n", "5087 NGC 5087 200.104 -20.6109\n", "5088 NGC 5088 200.084 -12.5718\n", "5089 NGC 5089 199.914 30.2563\n", "5090 NGC 5090 200.304 -43.7047\n", "5091 NGC 5091 200.327 -43.7234\n", "5092 NGC 5092 199.965 22.9999\n", "5093 NGC 5093 199.908 40.3861\n", "5094 NGC 5094 200.195 -14.0806\n", "5095 NGC 5095 200.154 -2.28931\n", "5096 NGC 5096 200.036 33.088\n", "5097 NGC 5097 200.249 -12.4712\n", "5098 NGC 5098 200.061 33.1434\n", "5099 NGC 5099 200.332 -13.0419\n", "5100 NGC 5100 200.248 8.97834\n", "5101 NGC 5101 200.443 -27.4305\n", "5102 NGC 5102 200.49 -36.6301\n", "5103 NGC 5103 200.125 43.0839\n", "5104 NGC 5104 200.346 0.3425\n", "5105 NGC 5105 200.455 -13.2068\n", "5106 NGC 5106 200.413 8.4861\n", "5107 NGC 5107 200.355 38.5364\n", "5108 NGC 5108 200.829 -32.3421\n", "5109 NGC 5109 200.218 57.6447\n", "5110 NGC 5110 200.735 -12.9647\n", "5111 NGC 5111 200.735 -12.9647\n", "5112 NGC 5112 200.485 38.7345\n", "5113 NGC 5113 200.344 57.6915\n", "5114 NGC 5114 201.007 -32.3439\n", "5115 NGC 5115 200.752 13.9507\n", "5116 NGC 5116 200.732 26.9807\n", "5117 NGC 5117 200.735 28.3165\n", "5118 NGC 5118 200.864 6.3926\n", "5119 NGC 5119 201.001 -12.2765\n", "5120 NGC 5120 201.413 -63.4667\n", "5121 NGC 5121 201.19 -37.6822\n", "5122 NGC 5122 201.062 -10.6543\n", "5123 NGC 5123 200.794 43.0863\n", "5124 NGC 5124 201.209 -30.3078\n", "5125 NGC 5125 201.003 9.71019\n", "5126 NGC 5126 201.223 -30.3336\n", "5127 NGC 5127 200.938 31.5657\n", "5128 NGC 5128 201.365 -43.0191\n", "5129 NGC 5129 201.042 13.9765\n", "5130 NGC 5130 201.113 -10.2102\n", "5131 NGC 5131 200.987 30.9881\n", "5132 NGC 5132 201.121 14.0926\n", "5133 NGC 5133 201.22 -4.08202\n", "5134 NGC 5134 201.327 -21.1342\n", "5135 NGC 5135 201.434 -29.8337\n", "5136 NGC 5136 201.214 13.7378\n", "5137 NGC 5137 201.219 14.0772\n", "5138 NGC 5138 201.829 -59.023\n", "5139 NGC 5139 201.697 -47.4795\n", "5140 NGC 5140 201.59 -33.8684\n", "5141 NGC 5141 201.214 36.3785\n", "5142 NGC 5142 201.255 36.3995\n", "5143 NGC 5143 201.255 36.4374\n", "5144 NGC 5144 200.719 70.5138\n", "5145 NGC 5145 201.308 43.2673\n", "5146 NGC 5146 201.656 -12.3239\n", "5147 NGC 5147 201.582 2.10075\n", "5148 NGC 5148 201.662 2.3137\n", "5149 NGC 5149 201.538 35.9344\n", "5150 NGC 5150 201.902 -29.5623\n", "5151 NGC 5151 201.67 16.8738\n", "5152 NGC 5152 201.963 -29.6186\n", "5153 NGC 5153 201.976 -29.618\n", "5154 NGC 5154 201.619 36.0103\n", "5155 NGC 5155 202.398 -63.425\n", "5156 NGC 5156 202.184 -48.9168\n", "5157 NGC 5157 201.82 32.0307\n", "5158 NGC 5158 201.946 17.7789\n", "5159 NGC 5159 202.067 2.98265\n", "5160 NGC 5160 202.065 5.9875\n", "5161 NGC 5161 202.308 -33.1738\n", "5162 NGC 5162 202.358 11.0079\n", "5163 NGC 5163 201.726 52.7535\n", "5164 NGC 5164 201.8 55.4872\n", "5165 NGC 5165 202.163 11.387\n", "5166 NGC 5166 202.063 32.0324\n", "5167 NGC 5167 202.168 12.7112\n", "5168 NGC 5168 202.791 -60.945\n", "5169 NGC 5169 202.042 46.6721\n", "5170 NGC 5170 202.453 -17.9665\n", "5171 NGC 5171 202.34 11.7351\n", "5172 NGC 5172 202.33 17.0517\n", "5173 NGC 5173 202.105 46.5916\n", "5174 NGC 5174 202.358 11.0079\n", "5175 NGC 5175 202.358 11.0079\n", "5176 NGC 5176 202.354 11.7815\n", "5177 NGC 5177 202.351 11.797\n", "5178 NGC 5178 202.372 11.6248\n", "5179 NGC 5179 202.379 11.7458\n", "5180 NGC 5180 202.362 16.8258\n", "5181 NGC 5181 202.425 13.3041\n", "5182 NGC 5182 202.671 -28.1503\n", "5183 NGC 5183 202.526 -1.72062\n", "5184 NGC 5184 202.548 -1.66314\n", "5185 NGC 5185 202.509 13.4161\n", "5186 NGC 5186 202.516 12.1752\n", "5187 NGC 5187 202.451 31.1301\n", "5188 NGC 5188 202.868 -34.7945\n", "5189 NGC 5189 203.387 -65.9742\n", "5190 NGC 5190 202.661 18.1346\n", "5191 NGC 5191 202.697 11.2008\n", "5192 NGC 5192 202.715 -1.77869\n", "5193 NGC 5193 202.973 -33.2343\n", "5194 NGC 5194 202.47 47.1953\n", "5195 NGC 5195 202.498 47.2661\n", "5196 NGC 5196 202.832 -1.61504\n", "5197 NGC 5197 202.855 -1.69308\n", "5198 NGC 5198 202.547 46.6707\n", "5199 NGC 5199 202.678 34.8306\n", "5200 NGC 5200 202.921 -0.0283\n", "5201 NGC 5201 202.318 53.082\n", "5202 NGC 5202 203.002 -1.69878\n", "5203 NGC 5203 203.056 -8.78627\n", "5204 NGC 5204 202.402 58.4187\n", "5205 NGC 5205 202.515 62.5116\n", "5206 NGC 5206 203.433 -48.1511\n", "5207 NGC 5207 203.058 13.8924\n", "5208 NGC 5208 203.116 7.31664\n", "5209 NGC 5209 203.177 7.32724\n", "5210 NGC 5210 203.205 7.17009\n", "5211 NGC 5211 203.272 -1.03582\n", "5212 NGC 5212 203.233 7.28786\n", "5213 NGC 5213 203.664 4.12996\n", "5214 NGC 5214 203.203 41.8718\n", "5215 NGC 5215 203.783 -33.485\n", "5216 NGC 5216 203.029 62.7007\n", "5217 NGC 5217 203.525 17.8568\n", "5218 NGC 5218 203.043 62.7678\n", "5219 NGC 5219 204.674 -45.856\n", "5220 NGC 5220 203.986 -33.4538\n", "5221 NGC 5221 203.733 13.8325\n", "5222 NGC 5222 203.733 13.7422\n", "5223 NGC 5223 203.605 34.6904\n", "5224 NGC 5224 203.787 6.48109\n", "5225 NGC 5225 203.334 51.4903\n", "5226 NGC 5226 203.765 13.9222\n", "5227 NGC 5227 203.852 1.41058\n", "5228 NGC 5228 203.646 34.7778\n", "5229 NGC 5229 203.512 47.9155\n", "5230 NGC 5230 203.883 13.6762\n", "5231 NGC 5231 203.951 2.9989\n", "5232 NGC 5232 204.034 -8.49772\n", "5233 NGC 5233 203.806 34.6773\n", "5234 NGC 5234 204.375 -49.837\n", "5235 NGC 5235 204.006 6.58535\n", "5236 NGC 5236 204.254 -29.8658\n", "5237 NGC 5237 204.413 -42.8469\n", "5238 NGC 5238 203.677 51.6137\n", "5239 NGC 5239 204.109 7.3696\n", "5240 NGC 5240 203.98 35.5883\n", "5241 NGC 5241 204.166 -8.40198\n", "5242 NGC 5242 204.268 2.773\n", "5243 NGC 5243 204.064 38.3429\n", "5244 NGC 5244 204.674 -45.856\n", "5245 NGC 5245 204.347 3.89744\n", "5246 NGC 5246 204.372 4.10443\n", "5247 NGC 5247 204.513 -17.8841\n", "5248 NGC 5248 204.383 8.88514\n", "5249 NGC 5249 204.406 15.9722\n", "5250 NGC 5250 204.031 51.2358\n", "5251 NGC 5251 204.353 27.4192\n", "5252 NGC 5252 204.566 4.54264\n", "5253 NGC 5253 204.983 -31.64\n", "5254 NGC 5254 204.908 -11.4939\n", "5255 NGC 5255 204.326 57.1089\n", "5256 NGC 5256 204.574 48.2781\n", "5257 NGC 5257 204.968 0.839578\n", "5258 NGC 5258 204.99 0.830836\n", "5259 NGC 5259 204.853 30.9908\n", "5260 NGC 5260 205.083 -23.8581\n", "5261 NGC 5261 205.067 5.07632\n", "5262 NGC 5262 203.911 75.0394\n", "5263 NGC 5263 204.982 28.4006\n", "5264 NGC 5264 205.403 -29.9131\n", "5265 NGC 5265 205.038 36.8611\n", "5266 NGC 5266 205.759 -48.1694\n", "5267 NGC 5267 205.167 38.7941\n", "5268 NGC 5268 205.535 -13.8591\n", "5269 NGC 5269 206.147 -62.907\n", "5270 NGC 5270 205.545 4.26263\n", "5271 NGC 5271 205.427 30.1254\n", "5272 NGC 5272 205.548 28.3773\n", "5273 NGC 5273 205.535 35.6543\n", "5274 NGC 5274 205.597 29.8478\n", "5275 NGC 5275 205.598 29.8249\n", "5276 NGC 5276 205.592 35.6241\n", "5277 NGC 5277 205.66 29.9544\n", "5278 NGC 5278 205.415 55.6707\n", "5279 NGC 5279 205.432 55.6738\n", "5280 NGC 5280 205.731 29.8686\n", "5281 NGC 5281 206.614 -62.916\n", "5282 NGC 5282 205.854 30.0695\n", "5283 NGC 5283 205.274 67.6722\n", "5284 NGC 5284 206.625 -59.1442\n", "5285 NGC 5285 206.107 2.1099\n", "5286 NGC 5286 206.612 -51.3743\n", "5287 NGC 5287 206.219 29.771\n", "5288 NGC 5288 207.193 -64.68\n", "5289 NGC 5289 206.286 41.5034\n", "5290 NGC 5290 206.33 41.7124\n", "5291 NGC 5291 206.852 -30.4071\n", "5292 NGC 5292 206.917 -30.9395\n", "5293 NGC 5293 206.719 16.2728\n", "5294 NGC 5294 206.325 55.2904\n", "5295 NGC 5295 204.664 79.4589\n", "5296 NGC 5296 206.578 43.8513\n", "5297 NGC 5297 206.599 43.872\n", "5298 NGC 5298 207.152 -30.4284\n", "5299 NGC 5299 207.608 -59.945\n", "5300 NGC 5300 207.067 3.95086\n", "5301 NGC 5301 206.603 46.1074\n", "5302 NGC 5302 207.207 -30.511\n", "5303 NGC 5303 206.937 38.3046\n", "5304 NGC 5304 207.506 -30.5784\n", "5305 NGC 5305 206.982 37.8263\n", "5306 NGC 5306 207.298 -7.2244\n", "5307 NGC 5307 207.764 -51.2058\n", "5308 NGC 5308 206.752 60.9731\n", "5309 NGC 5309 207.488 -15.757\n", "5310 NGC 5310 207.449 0.0691817\n", "5311 NGC 5311 207.234 39.9852\n", "5312 NGC 5312 207.461 33.6218\n", "5313 NGC 5313 207.435 39.9848\n", "5314 NGC 5314 206.548 70.3395\n", "5315 NGC 5315 208.487 -66.5141\n", "5316 NGC 5316 208.516 -61.883\n", "5317 NGC 5317 209.05 5.01446\n", "5318 NGC 5318 207.65 33.7049\n", "5319 NGC 5319 207.642 33.7358\n", "5320 NGC 5320 207.585 41.3662\n", "5321 NGC 5321 207.682 33.6326\n", "5322 NGC 5322 207.314 60.1905\n", "5323 NGC 5323 206.402 76.8281\n", "5324 NGC 5324 208.025 -6.05827\n", "5325 NGC 5325 207.726 38.2744\n", "5326 NGC 5326 207.711 39.5749\n", "5327 NGC 5327 208.017 -2.20661\n", "5328 NGC 5328 208.222 -28.4893\n", "5329 NGC 5329 208.042 2.32511\n", "5330 NGC 5330 208.247 -28.4707\n", "5331 NGC 5331 208.068 2.10116\n", "5332 NGC 5332 208.033 16.9697\n", "5333 NGC 5333 208.601 -48.5125\n", "5334 NGC 5334 208.227 -1.11461\n", "5335 NGC 5335 208.236 2.81425\n", "5336 NGC 5336 208.041 43.2429\n", "5337 NGC 5337 208.096 39.6873\n", "5338 NGC 5338 208.361 5.20777\n", "5339 NGC 5339 208.501 -7.93066\n", "5340 NGC 5340 207.249 72.6539\n", "5341 NGC 5341 208.133 37.8175\n", "5342 NGC 5342 207.858 59.863\n", "5343 NGC 5343 208.549 -7.58817\n", "5344 NGC 5344 207.55 73.9529\n", "5345 NGC 5345 208.559 -1.43647\n", "5346 NGC 5346 208.258 39.5805\n", "5347 NGC 5347 208.324 33.4908\n", "5348 NGC 5348 208.547 5.2272\n", "5349 NGC 5349 208.305 37.8831\n", "5350 NGC 5350 208.34 40.3639\n", "5351 NGC 5351 208.365 37.915\n", "5352 NGC 5352 208.41 36.134\n", "5353 NGC 5353 208.361 40.283\n", "5354 NGC 5354 208.361 40.3028\n", "5355 NGC 5355 208.44 40.3387\n", "5356 NGC 5356 208.743 5.33361\n", "5357 NGC 5357 208.998 -30.3414\n", "5358 NGC 5358 208.502 40.2773\n", "5359 NGC 5359 210.025 -70.383\n", "5360 NGC 5360 208.911 4.98475\n", "5361 NGC 5361 208.647 38.4495\n", "5362 NGC 5362 208.722 41.3135\n", "5363 NGC 5363 209.03 5.2548\n", "5364 NGC 5364 209.05 5.01446\n", "5365 NGC 5365 209.461 -43.9312\n", "5366 NGC 5366 209.104 -0.247522\n", "5367 NGC 5367 209.433 -39.98\n", "5368 NGC 5368 208.621 54.3307\n", "5369 NGC 5369 209.157 -5.46988\n", "5370 NGC 5370 208.539 60.678\n", "5371 NGC 5371 208.916 40.4618\n", "5372 NGC 5372 208.692 58.6664\n", "5373 NGC 5373 209.281 5.25189\n", "5374 NGC 5374 209.373 6.097\n", "5375 NGC 5375 209.233 29.1643\n", "5376 NGC 5376 208.817 59.5066\n", "5377 NGC 5377 209.069 47.2357\n", "5378 NGC 5378 209.213 37.7972\n", "5379 NGC 5379 208.893 59.7428\n", "5380 NGC 5380 209.236 37.6104\n", "5381 NGC 5381 210.205 -59.578\n", "5382 NGC 5382 209.562 6.25868\n", "5383 NGC 5383 209.271 41.8462\n", "5384 NGC 5384 209.554 6.51814\n", "5385 NGC 5385 208.113 76.175\n", "5386 NGC 5386 209.593 6.3391\n", "5387 NGC 5387 209.603 6.07128\n", "5388 NGC 5388 209.738 -14.1544\n", "5389 NGC 5389 209.026 59.742\n", "5390 NGC 5390 208.916 40.4618\n", "5391 NGC 5391 209.27 46.2642\n", "5392 NGC 5392 209.853 -3.20921\n", "5393 NGC 5393 210.134 -28.8746\n", "5394 NGC 5394 209.64 37.4535\n", "5395 NGC 5395 209.658 37.4245\n", "5396 NGC 5396 209.233 29.1643\n", "5397 NGC 5397 210.294 -33.9458\n", "5398 NGC 5398 210.34 -33.0638\n", "5399 NGC 5399 209.881 34.7735\n", "5400 NGC 5400 210.155 -2.85782\n", "5401 NGC 5401 209.931 36.2381\n", "5402 NGC 5402 209.569 59.8146\n", "5403 NGC 5403 209.961 38.1823\n", "5404 NGC 5404 210.27 0.0796\n", "5405 NGC 5405 210.289 7.70241\n", "5406 NGC 5406 210.084 38.9154\n", "5407 NGC 5407 210.209 39.1562\n", "5408 NGC 5408 210.837 -41.3777\n", "5409 NGC 5409 210.442 9.49029\n", "5410 NGC 5410 210.227 40.9884\n", "5411 NGC 5411 210.497 8.93771\n", "5412 NGC 5412 209.306 73.6167\n", "5413 NGC 5413 209.473 64.911\n", "5414 NGC 5414 210.515 9.92939\n", "5415 NGC 5415 209.237 70.7544\n", "5416 NGC 5416 210.547 9.44007\n", "5417 NGC 5417 210.554 8.03709\n", "5418 NGC 5418 210.573 7.68409\n", "5419 NGC 5419 210.911 -33.9783\n", "5420 NGC 5420 211.0 -14.6168\n", "5421 NGC 5421 210.423 33.8251\n", "5422 NGC 5422 210.175 55.1644\n", "5423 NGC 5423 210.703 9.34136\n", "5424 NGC 5424 210.732 9.42069\n", "5425 NGC 5425 210.199 48.4438\n", "5426 NGC 5426 210.854 -6.06894\n", "5427 NGC 5427 210.859 -6.03075\n", "5428 NGC 5428 210.853 -6.0364\n", "5429 NGC 5429 210.853 -6.0364\n", "5430 NGC 5430 210.191 59.3287\n", "5431 NGC 5431 210.78 9.36307\n", "5432 NGC 5432 210.903 -5.953\n", "5433 NGC 5433 210.65 32.5105\n", "5434 NGC 5434 210.846 9.44809\n", "5435 NGC 5435 210.953 -5.9029\n", "5436 NGC 5436 210.921 9.5735\n", "5437 NGC 5437 210.947 9.52368\n", "5438 NGC 5438 210.95 9.61059\n", "5439 NGC 5439 210.49 46.3118\n", "5440 NGC 5440 210.754 34.7579\n", "5441 NGC 5441 210.8 34.6846\n", "5442 NGC 5442 211.18 -9.71362\n", "5443 NGC 5443 210.549 55.814\n", "5444 NGC 5444 210.851 35.1321\n", "5445 NGC 5445 210.881 35.0253\n", "5446 NGC 5446 211.324 9.63722\n", "5447 NGC 5447 210.617 54.2761\n", "5448 NGC 5448 210.709 49.1726\n", "5449 NGC 5449 210.613 54.3299\n", "5450 NGC 5450 210.623 54.2714\n", "5451 NGC 5451 210.65 54.3642\n", "5452 NGC 5452 208.604 78.2206\n", "5453 NGC 5453 210.735 54.3081\n", "5454 NGC 5454 211.19 14.382\n", "5455 NGC 5455 210.755 54.2415\n", "5456 NGC 5456 211.245 11.8716\n", "5457 NGC 5457 210.802 54.3488\n", "5458 NGC 5458 210.802 54.2987\n", "5459 NGC 5459 211.251 13.1319\n", "5460 NGC 5460 211.847 -48.285\n", "5461 NGC 5461 210.921 54.3173\n", "5462 NGC 5462 210.971 54.3685\n", "5463 NGC 5463 211.544 9.35344\n", "5464 NGC 5464 211.768 -30.0171\n", "5465 NGC 5465 211.602 -5.5188\n", "5466 NGC 5466 211.364 28.5344\n", "5467 NGC 5467 211.627 -5.4854\n", "5468 NGC 5468 211.645 -5.45298\n", "5469 NGC 5469 211.601 9.43667\n", "5470 NGC 5470 211.633 6.02941\n", "5471 NGC 5471 211.119 54.398\n", "5472 NGC 5472 211.729 -5.46042\n", "5473 NGC 5473 211.18 54.8926\n", "5474 NGC 5474 211.257 53.6622\n", "5475 NGC 5475 211.302 55.7419\n", "5476 NGC 5476 212.035 -6.09219\n", "5477 NGC 5477 211.389 54.4605\n", "5478 NGC 5478 212.035 -1.70231\n", "5479 NGC 5479 211.489 65.6907\n", "5480 NGC 5480 211.59 50.725\n", "5481 NGC 5481 211.672 50.7233\n", "5482 NGC 5482 212.128 8.93192\n", "5483 NGC 5483 212.604 -43.3246\n", "5484 NGC 5484 211.701 55.0299\n", "5485 NGC 5485 211.797 55.0017\n", "5486 NGC 5486 211.854 55.1029\n", "5487 NGC 5487 212.433 8.06912\n", "5488 NGC 5488 212.013 -33.315\n", "5489 NGC 5489 213.003 -46.0887\n", "5490 NGC 5490 212.489 17.5454\n", "5491 NGC 5491 212.739 6.36486\n", "5492 NGC 5492 212.647 19.6123\n", "5493 NGC 5493 212.872 -5.04361\n", "5494 NGC 5494 213.101 -30.644\n", "5495 NGC 5495 213.097 -27.1081\n", "5496 NGC 5496 212.908 -1.15872\n", "5497 NGC 5497 212.632 38.8935\n", "5498 NGC 5498 212.769 25.698\n", "5499 NGC 5499 212.699 35.9135\n", "5500 NGC 5500 212.563 48.5461\n", "5501 NGC 5501 213.084 1.27253\n", "5502 NGC 5502 212.391 60.4095\n", "5503 NGC 5503 212.391 60.4095\n", "5504 NGC 5504 213.066 15.8419\n", "5505 NGC 5505 213.132 13.3047\n", "5506 NGC 5506 213.312 -3.20765\n", "5507 NGC 5507 213.333 -3.14889\n", "5508 NGC 5508 213.121 24.6355\n", "5509 NGC 5509 213.165 20.387\n", "5510 NGC 5510 213.405 -17.9837\n", "5511 NGC 5511 213.285 8.61887\n", "5512 NGC 5512 213.171 30.855\n", "5513 NGC 5513 213.286 20.4163\n", "5514 NGC 5514 213.411 7.66038\n", "5515 NGC 5515 213.159 39.3102\n", "5516 NGC 5516 213.978 -48.1148\n", "5517 NGC 5517 213.214 35.7107\n", "5518 NGC 5518 213.449 20.8483\n", "5519 NGC 5519 213.587 7.51594\n", "5520 NGC 5520 213.095 50.3485\n", "5521 NGC 5521 213.849 4.40854\n", "5522 NGC 5522 213.71 15.1468\n", "5523 NGC 5523 213.718 25.3176\n", "5524 NGC 5524 213.613 36.4045\n", "5525 NGC 5525 213.914 14.2826\n", "5526 NGC 5526 213.474 57.7713\n", "5527 NGC 5527 213.83 36.2022\n", "5528 NGC 5528 214.083 8.29349\n", "5529 NGC 5529 213.893 36.227\n", "5530 NGC 5530 214.613 -43.3874\n", "5531 NGC 5531 214.18 10.8854\n", "5532 NGC 5532 214.221 10.8074\n", "5533 NGC 5533 214.032 35.3439\n", "5534 NGC 5534 214.418 -7.41738\n", "5535 NGC 5535 214.38 8.2084\n", "5536 NGC 5536 214.099 39.5022\n", "5537 NGC 5537 214.405 7.05494\n", "5538 NGC 5538 214.427 7.47668\n", "5539 NGC 5539 214.407 8.17962\n", "5540 NGC 5540 213.727 60.0111\n", "5541 NGC 5541 214.133 39.5891\n", "5542 NGC 5542 214.472 7.55878\n", "5543 NGC 5543 214.517 7.65485\n", "5544 NGC 5544 214.261 36.5716\n", "5545 NGC 5545 214.272 36.5751\n", "5546 NGC 5546 214.538 7.56455\n", "5547 NGC 5547 212.44 78.6011\n", "5548 NGC 5548 214.498 25.1368\n", "5549 NGC 5549 214.662 7.37735\n", "5550 NGC 5550 214.617 12.8831\n", "5551 NGC 5551 214.728 5.45151\n", "5552 NGC 5552 214.766 7.03172\n", "5553 NGC 5553 214.624 26.2878\n", "5554 NGC 5554 214.813 7.02117\n", "5555 NGC 5555 214.7 -19.1389\n", "5556 NGC 5556 215.142 -29.2418\n", "5557 NGC 5557 214.607 36.4937\n", "5558 NGC 5558 214.936 7.0357\n", "5559 NGC 5559 214.803 24.7987\n", "5560 NGC 5560 215.019 3.99265\n", "5561 NGC 5561 214.345 58.7505\n", "5562 NGC 5562 215.046 10.2629\n", "5563 NGC 5563 215.055 7.05545\n", "5564 NGC 5564 215.061 7.0192\n", "5565 NGC 5565 215.061 7.0025\n", "5566 NGC 5566 215.083 3.9336\n", "5567 NGC 5567 214.823 35.1379\n", "5568 NGC 5568 214.839 35.0922\n", "5569 NGC 5569 215.134 3.98318\n", "5570 NGC 5570 214.876 7.45569\n", "5571 NGC 5571 214.883 35.1508\n", "5572 NGC 5572 214.897 36.1407\n", "5573 NGC 5573 215.173 6.90742\n", "5574 NGC 5574 215.233 3.238\n", "5575 NGC 5575 215.248 6.20266\n", "5576 NGC 5576 215.265 3.27105\n", "5577 NGC 5577 215.305 3.43577\n", "5578 NGC 5578 215.312 6.2029\n", "5579 NGC 5579 215.11 35.1886\n", "5580 NGC 5580 215.41 35.2049\n", "5581 NGC 5581 215.318 23.48\n", "5582 NGC 5582 215.18 39.6936\n", "5583 NGC 5583 215.419 13.2324\n", "5584 NGC 5584 215.599 -0.38745\n", "5585 NGC 5585 214.951 56.7291\n", "5586 NGC 5586 215.527 13.1699\n", "5587 NGC 5587 215.545 13.918\n", "5588 NGC 5588 215.355 35.2706\n", "5589 NGC 5589 215.355 35.2706\n", "5590 NGC 5590 215.41 35.2049\n", "5591 NGC 5591 215.639 13.7171\n", "5592 NGC 5592 215.979 -28.688\n", "5593 NGC 5593 216.419 -54.795\n", "5594 NGC 5594 215.793 26.2658\n", "5595 NGC 5595 216.055 -16.7231\n", "5596 NGC 5596 215.62 37.1222\n", "5597 NGC 5597 216.114 -16.7627\n", "5598 NGC 5598 215.618 40.3198\n", "5599 NGC 5599 215.961 6.57609\n", "5600 NGC 5600 215.956 14.6387\n", "5601 NGC 5601 215.722 40.3096\n", "5602 NGC 5602 215.578 50.5014\n", "5603 NGC 5603 215.756 40.3774\n", "5604 NGC 5604 216.178 -3.21214\n", "5605 NGC 5605 216.281 -13.163\n", "5606 NGC 5606 216.946 -59.632\n", "5607 NGC 5607 214.861 71.5883\n", "5608 NGC 5608 215.828 41.7768\n", "5609 NGC 5609 215.951 34.8429\n", "5610 NGC 5610 216.096 24.6141\n", "5611 NGC 5611 216.02 33.0474\n", "5612 NGC 5612 218.505 -78.3875\n", "5613 NGC 5613 216.025 34.8921\n", "5614 NGC 5614 216.032 34.8588\n", "5615 NGC 5615 216.027 34.865\n", "5616 NGC 5616 216.086 36.4614\n", "5617 NGC 5617 217.452 -60.719\n", "5618 NGC 5618 216.799 -2.2624\n", "5619 NGC 5619 216.826 4.80281\n", "5620 NGC 5620 215.668 69.5947\n", "5621 NGC 5621 216.958 8.2552\n", "5622 NGC 5622 216.551 48.564\n", "5623 NGC 5623 216.786 33.2525\n", "5624 NGC 5624 216.648 51.5862\n", "5625 NGC 5625 216.76 39.9573\n", "5626 NGC 5626 217.455 -29.7485\n", "5627 NGC 5627 217.143 11.3783\n", "5628 NGC 5628 217.107 17.9243\n", "5629 NGC 5629 217.068 25.8487\n", "5630 NGC 5630 216.902 41.2578\n", "5631 NGC 5631 216.639 56.5826\n", "5632 NGC 5632 217.085 -0.204363\n", "5633 NGC 5633 216.868 46.1465\n", "5634 NGC 5634 217.405 -5.97642\n", "5635 NGC 5635 217.132 27.409\n", "5636 NGC 5636 217.413 3.26631\n", "5637 NGC 5637 217.248 23.1915\n", "5638 NGC 5638 217.418 3.23333\n", "5639 NGC 5639 217.194 30.413\n", "5640 NGC 5640 215.17 80.1231\n", "5641 NGC 5641 217.319 28.8219\n", "5642 NGC 5642 217.306 30.0264\n", "5643 NGC 5643 218.17 -44.1746\n", "5644 NGC 5644 217.607 11.928\n", "5645 NGC 5645 217.664 7.27509\n", "5646 NGC 5646 217.392 35.462\n", "5647 NGC 5647 217.65 11.8767\n", "5648 NGC 5648 217.636 14.0244\n", "5649 NGC 5649 217.712 13.9687\n", "5650 NGC 5650 217.754 5.97844\n", "5651 NGC 5651 217.822 -0.9269\n", "5652 NGC 5652 217.754 5.97844\n", "5653 NGC 5653 217.543 31.2154\n", "5654 NGC 5654 217.505 36.3608\n", "5655 NGC 5655 217.749 13.9897\n", "5656 NGC 5656 217.606 35.321\n", "5657 NGC 5657 217.682 29.1806\n", "5658 NGC 5658 218.119 0.294153\n", "5659 NGC 5659 217.776 25.3551\n", "5660 NGC 5660 217.458 49.6227\n", "5661 NGC 5661 217.989 6.25047\n", "5662 NGC 5662 218.734 -56.64\n", "5663 NGC 5663 218.485 -16.5809\n", "5664 NGC 5664 218.432 -14.6197\n", "5665 NGC 5665 218.107 8.07845\n", "5666 NGC 5666 218.288 10.5108\n", "5667 NGC 5667 217.595 59.4697\n", "5668 NGC 5668 218.351 4.45046\n", "5669 NGC 5669 218.181 9.89041\n", "5670 NGC 5670 218.9 -45.9669\n", "5671 NGC 5671 216.925 69.6941\n", "5672 NGC 5672 218.16 31.6702\n", "5673 NGC 5673 217.879 49.9588\n", "5674 NGC 5674 218.468 5.45837\n", "5675 NGC 5675 218.166 36.3022\n", "5676 NGC 5676 218.195 49.4578\n", "5677 NGC 5677 218.553 25.468\n", "5678 NGC 5678 218.023 57.9214\n", "5679 NGC 5679 218.787 5.35896\n", "5680 NGC 5680 218.936 -0.0133592\n", "5681 NGC 5681 218.929 8.30059\n", "5682 NGC 5682 218.687 48.6703\n", "5683 NGC 5683 218.719 48.6619\n", "5684 NGC 5684 218.959 36.5432\n", "5685 NGC 5685 219.064 29.9084\n", "5686 NGC 5686 219.011 36.5032\n", "5687 NGC 5687 218.718 54.4759\n", "5688 NGC 5688 219.896 -45.019\n", "5689 NGC 5689 218.874 48.7416\n", "5690 NGC 5690 219.421 2.29086\n", "5691 NGC 5691 219.472 -0.398872\n", "5692 NGC 5692 219.575 3.41032\n", "5693 NGC 5693 219.046 48.5845\n", "5694 NGC 5694 219.902 -26.5383\n", "5695 NGC 5695 219.342 36.5678\n", "5696 NGC 5696 219.238 41.8281\n", "5697 NGC 5697 219.134 41.6859\n", "5698 NGC 5698 219.311 38.4543\n", "5699 NGC 5699 219.571 29.4925\n", "5700 NGC 5700 219.257 48.5451\n", "5701 NGC 5701 219.796 5.36347\n", "5702 NGC 5702 219.73 20.5067\n", "5703 NGC 5703 219.708 30.4426\n", "5704 NGC 5704 219.568 40.4566\n", "5705 NGC 5705 219.957 -0.718383\n", "5706 NGC 5706 219.676 30.4659\n", "5707 NGC 5707 219.378 51.5618\n", "5708 NGC 5708 219.568 40.4566\n", "5709 NGC 5709 219.708 30.4426\n", "5710 NGC 5710 219.817 20.0437\n", "5711 NGC 5711 219.843 19.9907\n", "5712 NGC 5712 217.424 78.8643\n", "5713 NGC 5713 220.048 -0.289211\n", "5714 NGC 5714 219.548 46.6383\n", "5715 NGC 5715 220.859 -57.578\n", "5716 NGC 5716 220.273 -17.4769\n", "5717 NGC 5717 219.657 46.6631\n", "5718 NGC 5718 220.178 3.46542\n", "5719 NGC 5719 220.235 -0.318293\n", "5720 NGC 5720 219.639 50.8152\n", "5721 NGC 5721 219.721 46.6744\n", "5722 NGC 5722 219.727 46.6656\n", "5723 NGC 5723 219.741 46.6896\n", "5724 NGC 5724 219.759 46.6922\n", "5725 NGC 5725 220.243 2.18683\n", "5726 NGC 5726 220.734 -18.4449\n", "5727 NGC 5727 220.109 33.9891\n", "5728 NGC 5728 220.6 -17.2531\n", "5729 NGC 5729 220.529 -9.00952\n", "5730 NGC 5730 219.967 42.7424\n", "5731 NGC 5731 220.038 42.7796\n", "5732 NGC 5732 220.162 38.6379\n", "5733 NGC 5733 220.691 -0.351369\n", "5734 NGC 5734 221.288 -20.8704\n", "5735 NGC 5735 220.639 28.7265\n", "5736 NGC 5736 220.878 11.2027\n", "5737 NGC 5737 220.799 18.8799\n", "5738 NGC 5738 220.985 1.60414\n", "5739 NGC 5739 220.62 41.8423\n", "5740 NGC 5740 221.102 1.67978\n", "5741 NGC 5741 221.466 -11.9142\n", "5742 NGC 5742 221.404 -11.8096\n", "5743 NGC 5743 221.296 -20.9136\n", "5744 NGC 5744 220.983 -18.4839\n", "5745 NGC 5745 221.258 -13.9472\n", "5746 NGC 5746 221.233 1.95474\n", "5747 NGC 5747 221.087 12.132\n", "5748 NGC 5748 221.271 21.9162\n", "5749 NGC 5749 222.204 -54.502\n", "5750 NGC 5750 221.546 -0.222923\n", "5751 NGC 5751 220.955 53.4009\n", "5752 NGC 5752 221.309 38.7289\n", "5753 NGC 5753 221.329 38.8059\n", "5754 NGC 5754 221.332 38.7312\n", "5755 NGC 5755 221.352 38.7799\n", "5756 NGC 5756 221.89 -14.8536\n", "5757 NGC 5757 221.943 -19.0784\n", "5758 NGC 5758 221.759 13.6684\n", "5759 NGC 5759 221.812 13.4564\n", "5760 NGC 5760 221.926 18.502\n", "5761 NGC 5761 222.285 -20.376\n", "5762 NGC 5762 222.177 12.4572\n", "5763 NGC 5763 222.245 12.4901\n", "5764 NGC 5764 223.389 -52.667\n", "5765 NGC 5765 222.71 5.11583\n", "5766 NGC 5766 223.29 -21.394\n", "5767 NGC 5767 222.393 47.3762\n", "5768 NGC 5768 223.033 -2.52975\n", "5769 NGC 5769 223.173 7.93186\n", "5770 NGC 5770 223.313 3.95973\n", "5771 NGC 5771 223.06 29.8454\n", "5772 NGC 5772 222.912 40.5992\n", "5773 NGC 5773 223.127 29.8074\n", "5774 NGC 5774 223.427 3.58249\n", "5775 NGC 5775 223.49 3.54447\n", "5776 NGC 5776 223.636 2.96647\n", "5777 NGC 5777 222.824 58.9778\n", "5778 NGC 5778 223.631 18.6424\n", "5779 NGC 5779 223.04 55.8994\n", "5780 NGC 5780 223.594 28.9397\n", "5781 NGC 5781 224.172 -17.244\n", "5782 NGC 5782 223.744 11.699\n", "5783 NGC 5783 223.368 52.0762\n", "5784 NGC 5784 223.569 42.5579\n", "5785 NGC 5785 223.368 52.0762\n", "5786 NGC 5786 224.734 -42.0134\n", "5787 NGC 5787 223.815 42.5069\n", "5788 NGC 5788 223.321 52.0443\n", "5789 NGC 5789 224.147 30.2346\n", "5790 NGC 5790 224.399 8.28525\n", "5791 NGC 5791 224.693 -19.2669\n", "5792 NGC 5792 224.595 -1.09108\n", "5793 NGC 5793 224.853 -16.6935\n", "5794 NGC 5794 223.973 49.7261\n", "5795 NGC 5795 224.081 49.3987\n", "5796 NGC 5796 224.85 -16.624\n", "5797 NGC 5797 224.1 49.6962\n", "5798 NGC 5798 224.408 29.9685\n", "5799 NGC 5799 226.397 -72.4328\n", "5800 NGC 5800 225.446 -51.9183\n", "5801 NGC 5801 225.108 -13.9042\n", "5802 NGC 5802 225.125 -13.9189\n", "5803 NGC 5803 225.144 -13.8944\n", "5804 NGC 5804 224.278 49.6691\n", "5805 NGC 5805 223.965 49.6475\n", "5806 NGC 5806 225.002 1.89133\n", "5807 NGC 5807 223.953 63.9035\n", "5808 NGC 5808 223.257 73.0154\n", "5809 NGC 5809 225.218 -14.1653\n", "5810 NGC 5810 225.678 -17.868\n", "5811 NGC 5811 225.114 1.62339\n", "5812 NGC 5812 225.232 -7.45731\n", "5813 NGC 5813 225.297 1.70198\n", "5814 NGC 5814 225.338 1.63707\n", "5815 NGC 5815 225.122 -16.8343\n", "5816 NGC 5816 225.524 -16.1312\n", "5817 NGC 5817 224.92 -16.1803\n", "5818 NGC 5818 224.743 49.8214\n", "5819 NGC 5819 223.512 73.1317\n", "5820 NGC 5820 224.666 53.886\n", "5821 NGC 5821 224.749 53.9233\n", "5822 NGC 5822 226.051 -54.366\n", "5823 NGC 5823 226.365 -55.608\n", "5824 NGC 5824 225.994 -33.0685\n", "5825 NGC 5825 223.631 18.6424\n", "5826 NGC 5826 226.641 55.4792\n", "5827 NGC 5827 225.474 25.9645\n", "5828 NGC 5828 225.192 49.9936\n", "5829 NGC 5829 225.675 23.3336\n", "5830 NGC 5830 225.462 47.8754\n", "5831 NGC 5831 226.029 1.21992\n", "5832 NGC 5832 224.441 71.6815\n", "5833 NGC 5833 227.974 -72.8593\n", "5834 NGC 5834 226.611 -33.1127\n", "5835 NGC 5835 225.606 48.8777\n", "5836 NGC 5836 224.879 73.8932\n", "5837 NGC 5837 226.169 12.6334\n", "5838 NGC 5838 226.359 2.09926\n", "5839 NGC 5839 226.365 1.6348\n", "5840 NGC 5840 226.064 29.5032\n", "5841 NGC 5841 226.646 2.00483\n", "5842 NGC 5842 226.217 21.0695\n", "5843 NGC 5843 226.866 -36.3274\n", "5844 NGC 5844 227.669 -64.6736\n", "5845 NGC 5845 226.503 1.63381\n", "5846 NGC 5846 226.622 1.60564\n", "5847 NGC 5847 226.593 6.37986\n", "5848 NGC 5848 226.646 2.00483\n", "5849 NGC 5849 226.711 -14.5717\n", "5850 NGC 5850 226.782 1.54431\n", "5851 NGC 5851 226.722 12.8587\n", "5852 NGC 5852 226.735 12.8468\n", "5853 NGC 5853 226.472 39.5222\n", "5854 NGC 5854 226.949 2.56863\n", "5855 NGC 5855 226.954 3.98415\n", "5856 NGC 5856 226.837 18.4379\n", "5857 NGC 5857 226.864 19.5977\n", "5858 NGC 5858 227.205 -11.2079\n", "5859 NGC 5859 226.895 19.5823\n", "5860 NGC 5860 226.641 42.6414\n", "5861 NGC 5861 227.317 -11.3217\n", "5862 NGC 5862 226.514 55.5739\n", "5863 NGC 5863 227.701 -18.4309\n", "5864 NGC 5864 227.39 3.05277\n", "5865 NGC 5865 227.456 0.470107\n", "5866 NGC 5866 226.623 55.7633\n", "5867 NGC 5867 226.597 55.7376\n", "5868 NGC 5868 227.455 0.529818\n", "5869 NGC 5869 227.456 0.470107\n", "5870 NGC 5870 226.641 55.4792\n", "5871 NGC 5871 227.52 0.5224\n", "5872 NGC 5872 227.732 -11.4801\n", "5873 NGC 5873 228.212 -38.1254\n", "5874 NGC 5874 226.966 54.7528\n", "5875 NGC 5875 227.305 52.5283\n", "5876 NGC 5876 227.382 54.5065\n", "5877 NGC 5877 228.204 -4.9264\n", "5878 NGC 5878 228.441 -14.2699\n", "5879 NGC 5879 227.445 57.0001\n", "5880 NGC 5880 228.755 -14.5789\n", "5881 NGC 5881 226.587 62.981\n", "5882 NGC 5882 229.208 -45.6496\n", "5883 NGC 5883 228.792 -14.617\n", "5884 NGC 5884 228.281 31.8572\n", "5885 NGC 5885 228.767 -10.086\n", "5886 NGC 5886 228.189 41.2336\n", "5887 NGC 5887 228.683 1.15428\n", "5888 NGC 5888 228.281 41.2646\n", "5889 NGC 5889 228.316 41.328\n", "5890 NGC 5890 229.463 -17.5892\n", "5891 NGC 5891 229.056 -11.4943\n", "5892 NGC 5892 228.451 -15.4638\n", "5893 NGC 5893 228.392 41.9588\n", "5894 NGC 5894 227.921 59.8089\n", "5895 NGC 5895 228.458 42.0081\n", "5896 NGC 5896 228.461 42.0242\n", "5897 NGC 5897 229.352 -21.0101\n", "5898 NGC 5898 229.557 -24.0979\n", "5899 NGC 5899 228.764 42.0499\n", "5900 NGC 5900 228.771 42.2099\n", "5901 NGC 5901 228.776 42.2081\n", "5902 NGC 5902 228.593 50.3296\n", "5903 NGC 5903 229.652 -24.0686\n", "5904 NGC 5904 229.638 2.08103\n", "5905 NGC 5905 228.847 55.5172\n", "5906 NGC 5906 228.974 56.3289\n", "5907 NGC 5907 228.974 56.3289\n", "5908 NGC 5908 229.18 55.4093\n", "5909 NGC 5909 227.868 75.3839\n", "5910 NGC 5910 229.853 20.8963\n", "5911 NGC 5911 230.076 3.51833\n", "5912 NGC 5912 227.921 75.3849\n", "5913 NGC 5913 230.231 -2.57804\n", "5914 NGC 5914 229.683 41.8654\n", "5915 NGC 5915 230.388 -13.0917\n", "5916 NGC 5916 230.408 -13.1694\n", "5917 NGC 5917 230.386 -7.37709\n", "5918 NGC 5918 229.855 45.8803\n", "5919 NGC 5919 230.404 7.7193\n", "5920 NGC 5920 230.466 7.70888\n", "5921 NGC 5921 230.486 5.07054\n", "5922 NGC 5922 230.3 41.6443\n", "5923 NGC 5923 230.309 41.7259\n", "5924 NGC 5924 230.508 31.2331\n", "5925 NGC 5925 231.847 -54.515\n", "5926 NGC 5926 230.854 12.7154\n", "5927 NGC 5927 232.003 -50.673\n", "5928 NGC 5928 231.512 18.0736\n", "5929 NGC 5929 231.526 41.6707\n", "5930 NGC 5930 231.533 41.676\n", "5931 NGC 5931 232.373 7.57324\n", "5932 NGC 5932 231.701 48.615\n", "5933 NGC 5933 231.757 48.6133\n", "5934 NGC 5934 232.053 42.9299\n", "5935 NGC 5935 232.07 42.9441\n", "5936 NGC 5936 232.504 12.9893\n", "5937 NGC 5937 232.692 -2.82946\n", "5938 NGC 5938 234.109 -66.8598\n", "5939 NGC 5939 231.192 68.7306\n", "5940 NGC 5940 232.825 7.45773\n", "5941 NGC 5941 232.903 7.3124\n", "5942 NGC 5942 232.926 7.28737\n", "5943 NGC 5943 232.434 42.7779\n", "5944 NGC 5944 232.948 7.30816\n", "5945 NGC 5945 232.438 42.9186\n", "5946 NGC 5946 233.869 -50.6597\n", "5947 NGC 5947 232.652 42.7172\n", "5948 NGC 5948 233.238 3.9831\n", "5949 NGC 5949 232.003 64.7632\n", "5950 NGC 5950 232.878 40.4301\n", "5951 NGC 5951 233.429 15.0073\n", "5952 NGC 5952 233.735 4.95887\n", "5953 NGC 5953 233.635 15.1938\n", "5954 NGC 5954 233.647 15.1982\n", "5955 NGC 5955 233.802 5.06298\n", "5956 NGC 5956 233.744 11.7503\n", "5957 NGC 5957 233.847 12.0476\n", "5958 NGC 5958 233.705 28.6552\n", "5959 NGC 5959 234.343 -16.5958\n", "5960 NGC 5960 234.077 5.66538\n", "5961 NGC 5961 233.819 30.8641\n", "5962 NGC 5962 234.132 16.6078\n", "5963 NGC 5963 233.366 56.5594\n", "5964 NGC 5964 234.401 5.97399\n", "5965 NGC 5965 233.51 56.6857\n", "5966 NGC 5966 233.967 39.7689\n", "5967 NGC 5967 237.066 -75.6729\n", "5968 NGC 5968 234.988 -30.5528\n", "5969 NGC 5969 233.713 56.4511\n", "5970 NGC 5970 234.625 12.1866\n", "5971 NGC 5971 233.904 56.4617\n", "5972 NGC 5972 234.726 17.0262\n", "5973 NGC 5973 235.064 -8.60094\n", "5974 NGC 5974 234.76 31.7597\n", "5975 NGC 5975 234.992 21.4707\n", "5976 NGC 5976 234.2 59.3978\n", "5977 NGC 5977 235.139 17.128\n", "5978 NGC 5978 235.613 -13.2343\n", "5979 NGC 5979 236.922 -61.2182\n", "5980 NGC 5980 235.377 15.7877\n", "5981 NGC 5981 234.473 59.3918\n", "5982 NGC 5982 234.666 59.3559\n", "5983 NGC 5983 235.69 8.24111\n", "5984 NGC 5984 235.722 14.2314\n", "5985 NGC 5985 234.904 59.332\n", "5986 NGC 5986 236.512 -37.7864\n", "5987 NGC 5987 234.989 58.0795\n", "5988 NGC 5988 236.141 10.2931\n", "5989 NGC 5989 235.387 59.7552\n", "5990 NGC 5990 236.568 2.41547\n", "5991 NGC 5991 236.32 24.6305\n", "5992 NGC 5992 236.089 41.0864\n", "5993 NGC 5993 236.114 41.1218\n", "5994 NGC 5994 236.722 17.8726\n", "5995 NGC 5995 237.104 -13.7576\n", "5996 NGC 5996 236.745 17.8842\n", "5997 NGC 5997 236.865 8.3212\n", "5998 NGC 5998 237.36 -28.583\n", "5999 NGC 5999 238.046 -56.482\n", "6000 NGC 6000 237.456 -29.3868\n", "6001 NGC 6001 236.942 28.6417\n", "6002 NGC 6002 236.925 28.6308\n", "6003 NGC 6003 237.357 19.0321\n", "6004 NGC 6004 237.595 18.9393\n", "6005 NGC 6005 238.955 -57.439\n", "6006 NGC 6006 238.261 12.0054\n", "6007 NGC 6007 238.347 11.9592\n", "6008 NGC 6008 238.233 21.1005\n", "6009 NGC 6009 238.35 12.0587\n", "6010 NGC 6010 238.58 0.543042\n", "6011 NGC 6011 236.637 72.1693\n", "6012 NGC 6012 238.558 14.6012\n", "6013 NGC 6013 238.22 40.6467\n", "6014 NGC 6014 238.989 5.93198\n", "6015 NGC 6015 237.855 62.3101\n", "6016 NGC 6016 238.979 26.9665\n", "6017 NGC 6017 239.314 5.9984\n", "6018 NGC 6018 239.374 15.8726\n", "6019 NGC 6019 238.038 64.8406\n", "6020 NGC 6020 239.284 22.4046\n", "6021 NGC 6021 239.378 15.9561\n", "6022 NGC 6022 239.449 16.2823\n", "6023 NGC 6023 239.457 16.3101\n", "6024 NGC 6024 238.283 64.918\n", "6025 NGC 6025 240.779 -60.43\n", "6026 NGC 6026 240.338 -34.5433\n", "6027 NGC 6027 239.802 20.7634\n", "6028 NGC 6028 240.371 19.3599\n", "6029 NGC 6029 240.495 12.574\n", "6030 NGC 6030 240.464 17.9575\n", "6031 NGC 6031 241.907 -54.014\n", "6032 NGC 6032 240.755 20.9559\n", "6033 NGC 6033 241.117 -2.12091\n", "6034 NGC 6034 240.884 17.1987\n", "6035 NGC 6035 240.851 20.8912\n", "6036 NGC 6036 241.128 3.86848\n", "6037 NGC 6037 241.125 3.81513\n", "6038 NGC 6038 240.669 37.3595\n", "6039 NGC 6039 241.111 17.7417\n", "6040 NGC 6040 241.111 17.7503\n", "6041 NGC 6041 241.149 17.7215\n", "6042 NGC 6042 241.165 17.7008\n", "6043 NGC 6043 241.256 17.7758\n", "6044 NGC 6044 241.249 17.8704\n", "6045 NGC 6045 241.283 17.7577\n", "6046 NGC 6046 241.228 19.3494\n", "6047 NGC 6047 241.287 17.7299\n", "6048 NGC 6048 239.376 70.6891\n", "6049 NGC 6049 241.428 8.0998\n", "6050 NGC 6050 241.347 17.7572\n", "6051 NGC 6051 241.236 23.9327\n", "6052 NGC 6052 241.304 20.5424\n", "6053 NGC 6053 241.417 18.0557\n", "6054 NGC 6054 241.379 17.7683\n", "6055 NGC 6055 241.386 18.1595\n", "6056 NGC 6056 241.38 17.9636\n", "6057 NGC 6057 241.415 18.1644\n", "6058 NGC 6058 241.111 40.683\n", "6059 NGC 6059 241.784 -6.4162\n", "6060 NGC 6060 241.467 21.4849\n", "6061 NGC 6061 241.567 18.25\n", "6062 NGC 6062 241.595 19.7779\n", "6063 NGC 6063 241.804 7.97901\n", "6064 NGC 6064 241.304 20.5424\n", "6065 NGC 6065 241.846 13.8879\n", "6066 NGC 6066 241.897 13.9437\n", "6067 NGC 6067 243.299 -54.227\n", "6068 NGC 6068 238.857 78.9966\n", "6069 NGC 6069 241.924 38.9307\n", "6070 NGC 6070 242.495 0.709241\n", "6071 NGC 6071 240.246 70.6008\n", "6072 NGC 6072 243.243 -36.2298\n", "6073 NGC 6073 242.545 16.6996\n", "6074 NGC 6074 242.822 14.2588\n", "6075 NGC 6075 242.844 23.965\n", "6076 NGC 6076 242.806 26.8728\n", "6077 NGC 6077 242.809 26.9234\n", "6078 NGC 6078 243.023 14.2088\n", "6079 NGC 6079 241.122 69.6657\n", "6080 NGC 6080 243.243 2.17694\n", "6081 NGC 6081 243.237 9.86706\n", "6082 NGC 6082 243.905 -34.245\n", "6083 NGC 6083 243.303 14.1855\n", "6084 NGC 6084 243.57 17.7574\n", "6085 NGC 6085 243.147 29.365\n", "6086 NGC 6086 243.148 29.4848\n", "6087 NGC 6087 244.721 -57.916\n", "6088 NGC 6088 242.677 57.4666\n", "6089 NGC 6089 243.167 33.0349\n", "6090 NGC 6090 242.918 52.4558\n", "6091 NGC 6091 241.971 69.9048\n", "6092 NGC 6092 243.196 27.9873\n", "6093 NGC 6093 244.26 -22.9761\n", "6094 NGC 6094 241.641 72.4943\n", "6095 NGC 6095 242.796 61.268\n", "6096 NGC 6096 243.695 26.5588\n", "6097 NGC 6097 243.609 35.1092\n", "6098 NGC 6098 243.892 19.462\n", "6099 NGC 6099 243.898 19.4534\n", "6100 NGC 6100 244.218 0.841311\n", "6101 NGC 6101 246.451 -72.2022\n", "6102 NGC 6102 243.904 28.1586\n", "6103 NGC 6103 243.936 31.964\n", "6104 NGC 6104 244.128 35.708\n", "6105 NGC 6105 244.289 34.8789\n", "6106 NGC 6106 244.697 7.41082\n", "6107 NGC 6107 244.334 34.9017\n", "6108 NGC 6108 244.357 35.1358\n", "6109 NGC 6109 244.419 35.0042\n", "6110 NGC 6110 244.433 35.087\n", "6111 NGC 6111 243.593 63.261\n", "6112 NGC 6112 244.502 35.1103\n", "6113 NGC 6113 244.794 14.1337\n", "6114 NGC 6114 244.598 35.1743\n", "6115 NGC 6115 246.139 -51.932\n", "6116 NGC 6116 244.727 35.154\n", "6117 NGC 6117 244.826 37.0952\n", "6118 NGC 6118 245.453 -2.28352\n", "6119 NGC 6119 244.925 37.8063\n", "6120 NGC 6120 244.95 37.7744\n", "6121 NGC 6121 245.897 -26.5257\n", "6122 NGC 6122 245.04 37.7982\n", "6123 NGC 6123 244.332 61.9392\n", "6124 NGC 6124 246.332 -40.661\n", "6125 NGC 6125 244.798 57.9841\n", "6126 NGC 6126 245.366 36.3766\n", "6127 NGC 6127 244.798 57.9841\n", "6128 NGC 6128 244.798 57.9841\n", "6129 NGC 6129 245.43 37.996\n", "6130 NGC 6130 244.889 57.615\n", "6131 NGC 6131 245.468 38.9325\n", "6132 NGC 6132 245.912 11.7863\n", "6133 NGC 6133 245.029 56.6745\n", "6134 NGC 6134 246.953 -49.161\n", "6135 NGC 6135 243.604 64.9827\n", "6136 NGC 6136 245.247 55.9705\n", "6137 NGC 6137 245.763 37.9224\n", "6138 NGC 6138 246.226 41.0508\n", "6139 NGC 6139 246.917 -38.8492\n", "6140 NGC 6140 245.242 65.3906\n", "6141 NGC 6141 246.274 40.9288\n", "6142 NGC 6142 245.838 37.2584\n", "6143 NGC 6143 245.426 55.086\n", "6144 NGC 6144 246.808 -26.0235\n", "6145 NGC 6145 246.26 40.9466\n", "6146 NGC 6146 246.293 40.8929\n", "6147 NGC 6147 246.274 40.9288\n", "6148 NGC 6148 246.767 24.0933\n", "6149 NGC 6149 246.851 19.5972\n", "6150 NGC 6150 246.458 40.4887\n", "6151 NGC 6151 249.782 -73.247\n", "6152 NGC 6152 248.213 -52.629\n", "6153 NGC 6153 247.877 -40.2535\n", "6154 NGC 6154 246.377 49.8403\n", "6155 NGC 6155 246.535 48.3668\n", "6156 NGC 6156 248.719 -60.6189\n", "6157 NGC 6157 246.452 55.3606\n", "6158 NGC 6158 246.92 39.383\n", "6159 NGC 6159 246.855 42.6797\n", "6160 NGC 6160 246.921 40.927\n", "6161 NGC 6161 247.086 32.8097\n", "6162 NGC 6162 247.093 32.8493\n", "6163 NGC 6163 247.116 32.8464\n", "6164 NGC 6164 248.468 -48.1112\n", "6165 NGC 6165 248.468 -48.1112\n", "6166 NGC 6166 247.159 39.5512\n", "6167 NGC 6167 248.662 -49.759\n", "6168 NGC 6168 247.839 20.1837\n", "6169 NGC 6169 248.528 -44.016\n", "6170 NGC 6170 246.753 59.5783\n", "6171 NGC 6171 248.133 -13.0538\n", "6172 NGC 6172 245.543 -1.51485\n", "6173 NGC 6173 247.437 40.8116\n", "6174 NGC 6174 247.449 40.872\n", "6175 NGC 6175 247.492 40.6286\n", "6176 NGC 6176 246.902 59.5625\n", "6177 NGC 6177 247.662 35.0564\n", "6178 NGC 6178 248.939 -45.635\n", "6179 NGC 6179 247.696 35.1022\n", "6180 NGC 6180 247.641 40.5394\n", "6181 NGC 6181 248.088 19.8247\n", "6182 NGC 6182 247.392 55.5178\n", "6183 NGC 6183 250.424 -69.3722\n", "6184 NGC 6184 247.894 40.5656\n", "6185 NGC 6185 248.324 35.3423\n", "6186 NGC 6186 248.606 21.5408\n", "6187 NGC 6187 247.903 57.7067\n", "6188 NGC 6188 250.0 -48.5\n", "6189 NGC 6189 247.92 59.6261\n", "6190 NGC 6190 248.028 58.439\n", "6191 NGC 6191 248.007 58.7978\n", "6192 NGC 6192 250.077 -43.355\n", "6193 NGC 6193 250.319 -48.777\n", "6194 NGC 6194 249.155 36.2004\n", "6195 NGC 6195 249.136 39.0279\n", "6196 NGC 6196 249.475 36.073\n", "6197 NGC 6197 249.499 35.9955\n", "6198 NGC 6198 248.878 57.4868\n", "6199 NGC 6199 249.871 36.059\n", "6200 NGC 6200 251.025 -47.467\n", "6201 NGC 6201 250.06 23.7653\n", "6202 NGC 6202 250.847 61.984\n", "6203 NGC 6203 250.114 23.7748\n", "6204 NGC 6204 251.538 -47.027\n", "6205 NGC 6205 250.423 36.4613\n", "6206 NGC 6206 250.033 58.6174\n", "6207 NGC 6207 250.766 36.8324\n", "6208 NGC 6208 252.336 -53.714\n", "6209 NGC 6209 253.74 -72.587\n", "6210 NGC 6210 251.123 23.7998\n", "6211 NGC 6211 250.365 57.7836\n", "6212 NGC 6212 250.846 39.8064\n", "6213 NGC 6213 250.405 57.8149\n", "6214 NGC 6214 249.883 66.0396\n", "6215 NGC 6215 252.778 -58.9935\n", "6216 NGC 6216 252.335 -44.721\n", "6217 NGC 6217 248.163 78.1982\n", "6218 NGC 6218 251.809 -1.94853\n", "6219 NGC 6219 251.594 9.03783\n", "6220 NGC 6220 251.805 -0.275394\n", "6221 NGC 6221 253.193 -59.2169\n", "6222 NGC 6222 252.615 -44.73\n", "6223 NGC 6223 250.768 61.5789\n", "6224 NGC 6224 252.077 6.31224\n", "6225 NGC 6225 252.09 6.2228\n", "6226 NGC 6226 250.847 61.984\n", "6227 NGC 6227 252.912 -41.2248\n", "6228 NGC 6228 252.011 26.2135\n", "6229 NGC 6229 251.744 47.5268\n", "6230 NGC 6230 252.695 4.60474\n", "6231 NGC 6231 253.545 -41.812\n", "6232 NGC 6232 250.834 70.6326\n", "6233 NGC 6233 252.565 23.5798\n", "6234 NGC 6234 252.989 4.38358\n", "6235 NGC 6235 253.356 -22.1774\n", "6236 NGC 6236 251.145 70.7803\n", "6237 NGC 6237 251.595 70.3551\n", "6238 NGC 6238 251.819 62.147\n", "6239 NGC 6239 252.521 42.7398\n", "6240 NGC 6240 253.245 2.4009\n", "6241 NGC 6241 252.546 45.4206\n", "6242 NGC 6242 253.878 -39.474\n", "6243 NGC 6243 253.11 23.3326\n", "6244 NGC 6244 252.016 62.2004\n", "6245 NGC 6245 251.33 70.8314\n", "6246 NGC 6246 252.47 55.5419\n", "6247 NGC 6247 252.084 62.9764\n", "6248 NGC 6248 251.595 70.3551\n", "6249 NGC 6249 254.445 -44.815\n", "6250 NGC 6250 254.497 -45.951\n", "6251 NGC 6251 248.133 82.5379\n", "6252 NGC 6252 248.169 82.5768\n", "6253 NGC 6253 254.778 -52.712\n", "6254 NGC 6254 254.288 -4.10031\n", "6255 NGC 6255 253.7 36.5009\n", "6256 NGC 6256 254.886 -37.1214\n", "6257 NGC 6257 254.015 39.6455\n", "6258 NGC 6258 253.124 60.5145\n", "6259 NGC 6259 255.195 -44.678\n", "6260 NGC 6260 252.961 63.7146\n", "6261 NGC 6261 254.127 27.9776\n", "6262 NGC 6262 254.678 57.0984\n", "6263 NGC 6263 254.18 27.8221\n", "6264 NGC 6264 254.317 27.8496\n", "6265 NGC 6265 254.371 27.8443\n", "6266 NGC 6266 255.303 -30.1124\n", "6267 NGC 6267 254.536 22.9851\n", "6268 NGC 6268 255.524 -39.721\n", "6269 NGC 6269 254.492 27.8544\n", "6270 NGC 6270 254.632 27.5864\n", "6271 NGC 6271 254.711 27.965\n", "6272 NGC 6272 254.743 27.931\n", "6273 NGC 6273 255.657 -26.2679\n", "6274 NGC 6274 254.835 29.9462\n", "6275 NGC 6275 253.889 63.2423\n", "6276 NGC 6276 255.187 23.044\n", "6277 NGC 6277 255.187 23.044\n", "6278 NGC 6278 255.21 23.011\n", "6279 NGC 6279 254.756 47.2372\n", "6280 NGC 6280 255.489 6.66601\n", "6281 NGC 6281 256.179 -37.948\n", "6282 NGC 6282 255.196 29.8206\n", "6283 NGC 6283 254.861 49.9221\n", "6284 NGC 6284 256.12 -24.7642\n", "6285 NGC 6285 254.6 58.9559\n", "6286 NGC 6286 254.631 58.9361\n", "6287 NGC 6287 256.29 -22.7078\n", "6288 NGC 6288 254.352 68.4571\n", "6289 NGC 6289 254.437 68.5147\n", "6290 NGC 6290 255.235 58.9704\n", "6291 NGC 6291 255.233 58.9375\n", "6292 NGC 6292 255.764 61.0439\n", "6293 NGC 6293 257.543 -26.5817\n", "6294 NGC 6294 257.563 -26.5638\n", "6295 NGC 6295 255.814 60.3378\n", "6296 NGC 6296 257.185 3.89412\n", "6297 NGC 6297 255.902 62.0256\n", "6298 NGC 6298 166.706 61.8647\n", "6299 NGC 6299 256.268 62.4578\n", "6300 NGC 6300 259.248 -62.8205\n", "6301 NGC 6301 257.136 42.3391\n", "6302 NGC 6302 258.435 -37.1031\n", "6303 NGC 6303 256.262 68.8276\n", "6304 NGC 6304 258.634 -29.462\n", "6305 NGC 6305 259.504 -59.1721\n", "6306 NGC 6306 256.904 60.7287\n", "6307 NGC 6307 256.919 60.7508\n", "6308 NGC 6308 257.999 23.38\n", "6309 NGC 6309 258.518 -12.9105\n", "6310 NGC 6310 256.989 60.9901\n", "6311 NGC 6311 257.682 41.651\n", "6312 NGC 6312 257.701 42.2877\n", "6313 NGC 6313 257.587 48.3318\n", "6314 NGC 6314 258.161 23.2701\n", "6315 NGC 6315 258.192 23.2236\n", "6316 NGC 6316 259.156 -28.14\n", "6317 NGC 6317 257.248 62.898\n", "6318 NGC 6318 259.044 -39.424\n", "6319 NGC 6319 257.434 62.973\n", "6320 NGC 6320 258.232 40.2665\n", "6321 NGC 6321 258.601 20.314\n", "6322 NGC 6322 259.625 -42.937\n", "6323 NGC 6323 258.325 43.7824\n", "6324 NGC 6324 256.358 75.4074\n", "6325 NGC 6325 259.497 -23.766\n", "6326 NGC 6326 260.193 -51.7542\n", "6327 NGC 6327 258.51 43.6495\n", "6328 NGC 6328 260.921 -65.0102\n", "6329 NGC 6329 258.563 43.6847\n", "6330 NGC 6330 258.935 29.4043\n", "6331 NGC 6331 255.9 78.6289\n", "6332 NGC 6332 258.762 43.6602\n", "6333 NGC 6333 259.799 -18.5162\n", "6334 NGC 6334 260.219 -36.1312\n", "6335 NGC 6335 259.913 -30.18\n", "6336 NGC 6336 259.069 43.8206\n", "6337 NGC 6337 260.565 -38.4838\n", "6338 NGC 6338 258.846 57.4112\n", "6339 NGC 6339 259.277 40.8449\n", "6340 NGC 6340 257.603 72.3044\n", "6341 NGC 6341 259.281 43.1359\n", "6342 NGC 6342 260.292 -19.5874\n", "6343 NGC 6343 259.318 41.0528\n", "6344 NGC 6344 259.296 42.4573\n", "6345 NGC 6345 258.851 57.3503\n", "6346 NGC 6346 258.852 57.3225\n", "6347 NGC 6347 259.978 16.6607\n", "6348 NGC 6348 259.588 41.6476\n", "6349 NGC 6349 259.777 36.061\n", "6350 NGC 6350 259.676 41.6943\n", "6351 NGC 6351 259.796 36.0603\n", "6352 NGC 6352 261.371 -48.4222\n", "6353 NGC 6353 260.307 15.6929\n", "6354 NGC 6354 261.155 -38.5386\n", "6355 NGC 6355 260.994 -26.3534\n", "6356 NGC 6356 260.896 -17.813\n", "6357 NGC 6357 261.185 -34.203\n", "6358 NGC 6358 259.721 52.6153\n", "6359 NGC 6359 259.471 61.7808\n", "6360 NGC 6360 261.375 -29.975\n", "6361 NGC 6361 259.671 60.608\n", "6362 NGC 6362 262.979 -67.0483\n", "6363 NGC 6363 260.667 41.1016\n", "6364 NGC 6364 261.114 29.3902\n", "6365 NGC 6365 260.681 62.1737\n", "6366 NGC 6366 261.934 -5.07986\n", "6367 NGC 6367 261.288 37.7599\n", "6368 NGC 6368 261.798 11.5436\n", "6369 NGC 6369 262.335 -23.7597\n", "6370 NGC 6370 260.855 56.9745\n", "6371 NGC 6371 261.836 26.5052\n", "6372 NGC 6372 261.883 26.4751\n", "6373 NGC 6373 261.034 58.9951\n", "6374 NGC 6374 263.062 -32.5967\n", "6375 NGC 6375 262.341 16.2067\n", "6376 NGC 6376 261.33 58.8173\n", "6377 NGC 6377 261.347 58.8227\n", "6378 NGC 6378 262.675 6.28216\n", "6379 NGC 6379 262.645 16.2888\n", "6380 NGC 6380 263.617 -39.0692\n", "6381 NGC 6381 261.82 60.0141\n", "6382 NGC 6382 261.98 56.8687\n", "6383 NGC 6383 263.673 -32.573\n", "6384 NGC 6384 263.101 7.06043\n", "6385 NGC 6385 262.006 57.5218\n", "6386 NGC 6386 262.216 52.7234\n", "6387 NGC 6387 262.099 57.5454\n", "6388 NGC 6388 264.073 -44.7356\n", "6389 NGC 6389 263.166 16.4018\n", "6390 NGC 6390 262.117 60.0944\n", "6391 NGC 6391 262.204 58.8509\n", "6392 NGC 6392 265.876 -69.7852\n", "6393 NGC 6393 262.535 59.5318\n", "6394 NGC 6394 262.589 59.6399\n", "6395 NGC 6395 261.63 71.0963\n", "6396 NGC 6396 264.399 -35.013\n", "6397 NGC 6397 265.175 -53.6743\n", "6398 NGC 6398 265.682 -61.6942\n", "6399 NGC 6399 262.96 59.6155\n", "6400 NGC 6400 265.062 -36.957\n", "6401 NGC 6401 264.654 -23.9088\n", "6402 NGC 6402 264.401 -3.24592\n", "6403 NGC 6403 265.848 -61.6821\n", "6404 NGC 6404 264.916 -33.224\n", "6405 NGC 6405 265.069 -32.242\n", "6406 NGC 6406 264.573 18.8365\n", "6407 NGC 6407 266.24 -60.7398\n", "6408 NGC 6408 264.697 18.8779\n", "6409 NGC 6409 264.148 50.7659\n", "6410 NGC 6410 263.798 60.8182\n", "6411 NGC 6411 263.887 60.8134\n", "6412 NGC 6412 262.406 75.7043\n", "6413 NGC 6413 265.164 12.6213\n", "6414 NGC 6414 262.653 74.3762\n", "6415 NGC 6415 266.083 -35.005\n", "6416 NGC 6416 266.014 -32.344\n", "6417 NGC 6417 265.449 23.6721\n", "6418 NGC 6418 264.539 58.7149\n", "6419 NGC 6419 264.024 68.1559\n", "6420 NGC 6420 264.068 68.0524\n", "6421 NGC 6421 266.425 -33.6867\n", "6422 NGC 6422 264.125 68.0586\n", "6423 NGC 6423 264.222 68.1715\n", "6424 NGC 6424 264.05 69.9889\n", "6425 NGC 6425 266.733 -31.507\n", "6426 NGC 6426 266.228 3.17014\n", "6427 NGC 6427 265.911 25.4939\n", "6428 NGC 6428 265.979 25.54\n", "6429 NGC 6429 266.022 25.3507\n", "6430 NGC 6430 266.309 18.1389\n", "6431 NGC 6431 266.079 25.5069\n", "6432 NGC 6432 266.843 -24.8875\n", "6433 NGC 6433 265.984 36.8001\n", "6434 NGC 6434 264.203 72.0889\n", "6435 NGC 6435 265.046 62.6417\n", "6436 NGC 6436 265.305 60.4497\n", "6437 NGC 6437 267.27 -35.4405\n", "6438 NGC 6438 275.573 -85.402\n", "6439 NGC 6439 267.083 -16.479\n", "6440 NGC 6440 267.219 -20.3596\n", "6441 NGC 6441 267.554 -37.0514\n", "6442 NGC 6442 266.714 20.7612\n", "6443 NGC 6443 266.141 48.114\n", "6444 NGC 6444 267.408 -34.816\n", "6445 NGC 6445 267.313 -20.0095\n", "6446 NGC 6446 266.531 35.5694\n", "6447 NGC 6447 266.572 35.572\n", "6448 NGC 6448 266.083 53.5404\n", "6449 NGC 6449 265.943 56.8041\n", "6450 NGC 6450 266.874 18.5754\n", "6451 NGC 6451 267.675 -30.206\n", "6452 NGC 6452 266.993 20.8379\n", "6453 NGC 6453 267.716 -34.5986\n", "6454 NGC 6454 266.236 55.7048\n", "6455 NGC 6455 267.994 -35.3887\n", "6456 NGC 6456 265.633 67.5923\n", "6457 NGC 6457 265.72 66.476\n", "6458 NGC 6458 267.296 20.8043\n", "6459 NGC 6459 266.447 55.7767\n", "6460 NGC 6460 267.376 20.7637\n", "6461 NGC 6461 264.677 73.5157\n", "6462 NGC 6462 266.204 61.9106\n", "6463 NGC 6463 265.893 67.6035\n", "6464 NGC 6464 266.448 60.8974\n", "6465 NGC 6465 268.232 -25.3978\n", "6466 NGC 6466 267.034 51.3992\n", "6467 NGC 6467 267.667 17.5379\n", "6468 NGC 6468 267.667 17.5379\n", "6469 NGC 6469 268.277 -22.3\n", "6470 NGC 6470 266.062 67.6194\n", "6471 NGC 6471 266.054 67.5931\n", "6472 NGC 6472 266.013 67.6303\n", "6473 NGC 6473 266.773 57.3012\n", "6474 NGC 6474 266.773 57.3012\n", "6475 NGC 6475 268.447 -34.841\n", "6476 NGC 6476 268.508 -29.145\n", "6477 NGC 6477 266.125 67.6106\n", "6478 NGC 6478 267.16 51.1573\n", "6479 NGC 6479 267.09 54.149\n", "6480 NGC 6480 268.652 -30.4371\n", "6481 NGC 6481 268.2 4.167\n", "6482 NGC 6482 267.953 23.0719\n", "6483 NGC 6483 269.878 -63.6688\n", "6484 NGC 6484 267.946 24.4836\n", "6485 NGC 6485 267.97 31.4618\n", "6486 NGC 6486 268.147 29.8181\n", "6487 NGC 6487 268.174 29.8386\n", "6488 NGC 6488 267.337 62.2229\n", "6489 NGC 6489 267.505 60.0922\n", "6490 NGC 6490 268.627 18.3758\n", "6491 NGC 6491 267.503 61.5318\n", "6492 NGC 6492 270.702 -66.4306\n", "6493 NGC 6493 267.594 61.5594\n", "6494 NGC 6494 269.237 -18.987\n", "6495 NGC 6495 268.712 18.3269\n", "6496 NGC 6496 269.765 -44.2659\n", "6497 NGC 6497 267.825 59.4709\n", "6498 NGC 6498 267.76 59.4778\n", "6499 NGC 6499 268.824 18.3802\n", "6500 NGC 6500 268.999 18.3382\n", "6501 NGC 6501 269.016 18.373\n", "6502 NGC 6502 271.057 -65.41\n", "6503 NGC 6503 267.36 70.1443\n", "6504 NGC 6504 269.024 33.2085\n", "6505 NGC 6505 267.781 65.5308\n", "6506 NGC 6506 269.959 -24.6506\n", "6507 NGC 6507 269.952 -17.418\n", "6508 NGC 6508 267.443 72.0211\n", "6509 NGC 6509 269.855 6.28691\n", "6510 NGC 6510 268.664 60.8179\n", "6511 NGC 6511 268.664 60.8179\n", "6512 NGC 6512 268.71 62.645\n", "6513 NGC 6513 269.893 24.887\n", "6514 NGC 6514 270.675 -22.9717\n", "6515 NGC 6515 269.355 50.7281\n", "6516 NGC 6516 268.82 62.6699\n", "6517 NGC 6517 270.46 -8.95955\n", "6518 NGC 6518 269.932 28.8667\n", "6519 NGC 6519 270.85 -29.7984\n", "6520 NGC 6520 270.856 -27.884\n", "6521 NGC 6521 268.952 62.6123\n", "6522 NGC 6522 270.892 -30.034\n", "6523 NGC 6523 270.8 -24.383\n", "6524 NGC 6524 269.811 45.8871\n", "6525 NGC 6525 270.5 11.0233\n", "6526 NGC 6526 270.65 -23.583\n", "6527 NGC 6527 270.443 19.7289\n", "6528 NGC 6528 271.207 -30.0558\n", "6529 NGC 6529 271.371 -36.2967\n", "6530 NGC 6530 271.129 -24.3583\n", "6531 NGC 6531 271.036 -22.505\n", "6532 NGC 6532 269.808 56.2317\n", "6533 NGC 6533 271.285 -24.8807\n", "6534 NGC 6534 269.036 64.2838\n", "6535 NGC 6535 270.96 -0.297639\n", "6536 NGC 6536 269.318 64.9381\n", "6537 NGC 6537 271.305 -19.843\n", "6538 NGC 6538 268.569 73.4237\n", "6539 NGC 6539 271.207 -7.58586\n", "6540 NGC 6540 271.536 -27.7653\n", "6541 NGC 6541 272.01 -43.7149\n", "6542 NGC 6542 269.911 61.3594\n", "6543 NGC 6543 269.639 66.633\n", "6544 NGC 6544 271.836 -24.9973\n", "6545 NGC 6545 273.062 -63.7762\n", "6546 NGC 6546 271.842 -23.2967\n", "6547 NGC 6547 271.292 25.2326\n", "6548 NGC 6548 271.497 18.5873\n", "6549 NGC 6549 271.456 18.538\n", "6550 NGC 6550 271.497 18.5873\n", "6551 NGC 6551 272.25 -29.545\n", "6552 NGC 6552 270.03 66.6151\n", "6553 NGC 6553 272.315 -25.9078\n", "6554 NGC 6554 272.246 -18.435\n", "6555 NGC 6555 271.955 17.6049\n", "6556 NGC 6556 272.493 -27.5111\n", "6557 NGC 6557 275.353 -76.5834\n", "6558 NGC 6558 272.573 -31.7639\n", "6559 NGC 6559 272.5 -24.0\n", "6560 NGC 6560 271.308 46.8816\n", "6561 NGC 6561 272.659 -16.74\n", "6562 NGC 6562 271.254 56.2631\n", "6563 NGC 6563 273.01 -33.8686\n", "6564 NGC 6564 272.277 17.4052\n", "6565 NGC 6565 272.969 -28.1785\n", "6566 NGC 6566 271.753 52.2602\n", "6567 NGC 6567 273.438 -19.0761\n", "6568 NGC 6568 273.192 -21.612\n", "6569 NGC 6569 273.412 -31.8264\n", "6570 NGC 6570 272.78 14.0931\n", "6571 NGC 6571 272.705 21.2386\n", "6572 NGC 6572 273.026 6.85362\n", "6573 NGC 6573 273.412 -22.13\n", "6574 NGC 6574 272.964 14.9819\n", "6575 NGC 6575 272.739 31.1162\n", "6576 NGC 6576 272.95 21.4283\n", "6577 NGC 6577 273.005 21.4635\n", "6578 NGC 6578 274.069 -20.4507\n", "6579 NGC 6579 273.133 21.4207\n", "6580 NGC 6580 273.14 21.4262\n", "6581 NGC 6581 273.077 25.6623\n", "6582 NGC 6582 272.758 49.9119\n", "6583 NGC 6583 273.962 -22.143\n", "6584 NGC 6584 274.657 -52.2158\n", "6585 NGC 6585 273.091 39.633\n", "6586 NGC 6586 273.41 21.0903\n", "6587 NGC 6587 273.462 18.8253\n", "6588 NGC 6588 275.137 -63.8083\n", "6589 NGC 6589 274.21 -19.89\n", "6590 NGC 6590 274.275 -19.865\n", "6591 NGC 6591 273.492 21.0433\n", "6592 NGC 6592 272.461 61.422\n", "6593 NGC 6593 273.515 22.2838\n", "6594 NGC 6594 272.523 61.1335\n", "6595 NGC 6595 274.267 -19.865\n", "6596 NGC 6596 274.375 -16.65\n", "6597 NGC 6597 272.806 61.1806\n", "6598 NGC 6598 272.233 69.068\n", "6599 NGC 6599 273.929 24.9124\n", "6600 NGC 6600 273.931 25.0259\n", "6601 NGC 6601 272.935 61.4533\n", "6602 NGC 6602 274.143 25.0439\n", "6603 NGC 6603 274.616 -18.409\n", "6604 NGC 6604 274.512 -12.2417\n", "6605 NGC 6605 274.248 -15.0111\n", "6606 NGC 6606 273.673 43.2687\n", "6607 NGC 6607 273.061 61.3328\n", "6608 NGC 6608 273.12 61.2981\n", "6609 NGC 6609 273.14 61.3318\n", "6610 NGC 6610 274.308 14.9935\n", "6611 NGC 6611 274.688 -13.792\n", "6612 NGC 6612 274.045 36.0785\n", "6613 NGC 6613 274.989 -17.089\n", "6614 NGC 6614 276.28 -63.2484\n", "6615 NGC 6615 274.639 13.265\n", "6616 NGC 6616 274.421 22.2384\n", "6617 NGC 6617 273.511 61.3196\n", "6618 NGC 6618 275.196 -16.1717\n", "6619 NGC 6619 274.731 23.6556\n", "6620 NGC 6620 275.726 -26.8214\n", "6621 NGC 6621 273.23 68.3635\n", "6622 NGC 6622 273.251 68.3534\n", "6623 NGC 6623 274.929 23.7095\n", "6624 NGC 6624 275.919 -30.361\n", "6625 NGC 6625 275.697 -11.955\n", "6626 NGC 6626 276.137 -24.8698\n", "6627 NGC 6627 275.662 15.698\n", "6628 NGC 6628 275.591 23.4786\n", "6629 NGC 6629 276.427 -23.2029\n", "6630 NGC 6630 278.146 -63.2934\n", "6631 NGC 6631 276.79 -12.029\n", "6632 NGC 6632 276.263 27.5353\n", "6633 NGC 6633 276.845 6.615\n", "6634 NGC 6634 260.208 -35.7833\n", "6635 NGC 6635 276.905 14.819\n", "6636 NGC 6636 275.512 66.6166\n", "6637 NGC 6637 277.846 -32.3481\n", "6638 NGC 6638 277.734 -25.4964\n", "6639 NGC 6639 277.746 -13.155\n", "6640 NGC 6640 277.035 34.3027\n", "6641 NGC 6641 277.239 22.9031\n", "6642 NGC 6642 277.976 -23.4761\n", "6643 NGC 6643 274.943 74.5684\n", "6644 NGC 6644 278.145 -25.1289\n", "6645 NGC 6645 278.158 -16.918\n", "6646 NGC 6646 277.411 39.8652\n", "6647 NGC 6647 277.868 -17.34\n", "6648 NGC 6648 276.399 64.9822\n", "6649 NGC 6649 278.359 -10.399\n", "6650 NGC 6650 276.367 68.0059\n", "6651 NGC 6651 276.082 71.602\n", "6652 NGC 6652 278.94 -32.9907\n", "6653 NGC 6653 281.16 -73.2633\n", "6654 NGC 6654 276.032 73.1832\n", "6655 NGC 6655 278.71 -5.9793\n", "6656 NGC 6656 279.1 -23.9047\n", "6657 NGC 6657 278.256 34.0605\n", "6658 NGC 6658 278.482 22.8883\n", "6659 NGC 6659 278.535 23.599\n", "6660 NGC 6660 278.653 22.9097\n", "6661 NGC 6661 278.653 22.9097\n", "6662 NGC 6662 278.547 32.0646\n", "6663 NGC 6663 278.39 40.0489\n", "6664 NGC 6664 279.125 -8.194\n", "6665 NGC 6665 278.625 30.7205\n", "6666 NGC 6666 278.679 33.5874\n", "6667 NGC 6667 277.666 67.9871\n", "6668 NGC 6668 277.693 67.152\n", "6669 NGC 6669 279.478 22.0757\n", "6670 NGC 6670 278.397 59.8892\n", "6671 NGC 6671 279.359 26.4172\n", "6672 NGC 6672 278.434 42.801\n", "6673 NGC 6673 281.276 -62.2972\n", "6674 NGC 6674 279.641 25.3751\n", "6675 NGC 6675 279.36 40.0577\n", "6676 NGC 6676 278.291 66.9592\n", "6677 NGC 6677 278.401 67.1106\n", "6678 NGC 6678 278.308 67.8535\n", "6679 NGC 6679 278.377 67.1373\n", "6680 NGC 6680 279.933 22.3163\n", "6681 NGC 6681 280.803 -32.2921\n", "6682 NGC 6682 279.913 -4.8\n", "6683 NGC 6683 280.554 -6.2\n", "6684 NGC 6684 282.241 -65.1734\n", "6685 NGC 6685 279.994 39.9818\n", "6686 NGC 6686 280.029 40.1376\n", "6687 NGC 6687 279.342 59.643\n", "6688 NGC 6688 280.167 36.2896\n", "6689 NGC 6689 278.709 70.5239\n", "6690 NGC 6690 278.709 70.5239\n", "6691 NGC 6691 279.801 55.6418\n", "6692 NGC 6692 280.424 34.8439\n", "6693 NGC 6693 280.393 36.9082\n", "6694 NGC 6694 281.317 -9.386\n", "6695 NGC 6695 280.678 40.367\n", "6696 NGC 6696 280.021 59.334\n", "6697 NGC 6697 281.312 25.5126\n", "6698 NGC 6698 282.017 -25.8783\n", "6699 NGC 6699 283.009 -57.3207\n", "6700 NGC 6700 281.518 32.2796\n", "6701 NGC 6701 280.802 60.6534\n", "6702 NGC 6702 281.74 45.7056\n", "6703 NGC 6703 281.828 45.5506\n", "6704 NGC 6704 282.687 -5.203\n", "6705 NGC 6705 282.766 -6.272\n", "6706 NGC 6706 284.213 -63.1663\n", "6707 NGC 6707 283.842 -53.8183\n", "6708 NGC 6708 283.899 -53.7234\n", "6709 NGC 6709 282.836 10.334\n", "6710 NGC 6710 282.642 26.8384\n", "6711 NGC 6711 282.254 47.6581\n", "6712 NGC 6712 283.268 -8.70597\n", "6713 NGC 6713 282.686 33.9597\n", "6714 NGC 6714 281.479 66.7277\n", "6715 NGC 6715 283.764 -30.4799\n", "6716 NGC 6716 283.616 -19.888\n", "6717 NGC 6717 283.775 -22.7015\n", "6718 NGC 6718 285.369 -66.1102\n", "6719 NGC 6719 285.781 -68.5882\n", "6720 NGC 6720 283.396 33.0291\n", "6721 NGC 6721 285.212 -57.7594\n", "6722 NGC 6722 285.918 -64.8945\n", "6723 NGC 6723 284.888 -36.6322\n", "6724 NGC 6724 284.188 10.4464\n", "6725 NGC 6725 285.486 -53.8631\n", "6726 NGC 6726 285.408 -36.8917\n", "6727 NGC 6727 285.408 -36.8917\n", "6728 NGC 6728 284.715 -8.953\n", "6729 NGC 6729 285.443 -36.9611\n", "6730 NGC 6730 286.89 -68.9128\n", "6731 NGC 6731 284.245 43.0674\n", "6732 NGC 6732 284.1 52.3776\n", "6733 NGC 6733 286.544 -62.1969\n", "6734 NGC 6734 286.81 -65.4618\n", "6735 NGC 6735 285.155 -0.498\n", "6736 NGC 6736 286.872 -65.4287\n", "6737 NGC 6737 285.584 -18.533\n", "6738 NGC 6738 285.325 11.617\n", "6739 NGC 6739 286.953 -61.3681\n", "6740 NGC 6740 285.21 28.7712\n", "6741 NGC 6741 285.655 -0.449083\n", "6742 NGC 6742 284.833 48.4653\n", "6743 NGC 6743 285.3 29.283\n", "6744 NGC 6744 287.442 -63.8575\n", "6745 NGC 6745 285.422 40.7437\n", "6746 NGC 6746 287.593 -61.9691\n", "6747 NGC 6747 283.84 72.7714\n", "6748 NGC 6748 285.943 21.6046\n", "6749 NGC 6749 286.314 1.9\n", "6750 NGC 6750 285.151 59.1668\n", "6751 NGC 6751 286.481 -5.9923\n", "6752 NGC 6752 287.717 -59.9846\n", "6753 NGC 6753 287.848 -57.0496\n", "6754 NGC 6754 287.857 -50.6421\n", "6755 NGC 6755 286.942 4.224\n", "6756 NGC 6756 287.181 4.711\n", "6757 NGC 6757 286.264 55.7152\n", "6758 NGC 6758 288.468 -56.31\n", "6759 NGC 6759 286.738 50.3479\n", "6760 NGC 6760 287.8 1.03047\n", "6761 NGC 6761 288.77 -50.6569\n", "6762 NGC 6762 286.405 63.9341\n", "6763 NGC 6763 286.405 63.9341\n", "6764 NGC 6764 287.068 50.9332\n", "6765 NGC 6765 287.777 30.5455\n", "6766 NGC 6766 302.599 46.461\n", "6767 NGC 6767 287.893 37.7092\n", "6768 NGC 6768 289.136 -40.2091\n", "6769 NGC 6769 289.594 -60.5009\n", "6770 NGC 6770 289.656 -60.4965\n", "6771 NGC 6771 289.664 -60.5462\n", "6772 NGC 6772 288.652 -2.70696\n", "6773 NGC 6773 288.762 4.88167\n", "6774 NGC 6774 289.087 -16.333\n", "6775 NGC 6775 289.2 -0.922\n", "6776 NGC 6776 291.33 -63.8602\n", "6777 NGC 6777 291.908 -71.4988\n", "6778 NGC 6778 289.604 -1.59639\n", "6779 NGC 6779 289.148 30.1835\n", "6780 NGC 6780 290.712 -55.7759\n", "6781 NGC 6781 289.617 6.53869\n", "6782 NGC 6782 290.991 -59.9225\n", "6783 NGC 6783 289.198 46.0173\n", "6784 NGC 6784 291.64 -65.6233\n", "6785 NGC 6785 290.148 -1.0857\n", "6786 NGC 6786 287.725 73.4101\n", "6787 NGC 6787 289.044 60.4176\n", "6788 NGC 6788 291.707 -54.9513\n", "6789 NGC 6789 289.172 63.9733\n", "6790 NGC 6790 290.737 1.51289\n", "6791 NGC 6791 290.221 37.778\n", "6792 NGC 6792 290.239 43.1324\n", "6793 NGC 6793 290.817 22.159\n", "6794 NGC 6794 292.016 -38.9187\n", "6795 NGC 6795 291.513 3.5174\n", "6796 NGC 6796 290.378 61.1448\n", "6797 NGC 6797 292.253 -25.6667\n", "6798 NGC 6798 291.013 53.6248\n", "6799 NGC 6799 293.069 -55.9079\n", "6800 NGC 6800 291.664 25.008\n", "6801 NGC 6801 291.899 54.3729\n", "6802 NGC 6802 292.651 20.262\n", "6803 NGC 6803 292.819 10.056\n", "6804 NGC 6804 292.896 9.22536\n", "6805 NGC 6805 294.19 -37.5544\n", "6806 NGC 6806 294.271 -42.2964\n", "6807 NGC 6807 293.64 5.68403\n", "6808 NGC 6808 295.975 -70.6333\n", "6809 NGC 6809 294.999 -30.9647\n", "6810 NGC 6810 295.893 -58.6556\n", "6811 NGC 6811 294.34 46.378\n", "6812 NGC 6812 296.351 -55.3469\n", "6813 NGC 6813 295.092 27.3094\n", "6814 NGC 6814 295.669 -10.3236\n", "6815 NGC 6815 295.232 26.8424\n", "6816 NGC 6816 296.01 -28.4006\n", "6817 NGC 6817 294.348 62.3836\n", "6818 NGC 6818 295.992 -14.1537\n", "6819 NGC 6819 295.327 40.19\n", "6820 NGC 6820 295.616 23.0874\n", "6821 NGC 6821 296.1 -6.83341\n", "6822 NGC 6822 296.234 -14.7976\n", "6823 NGC 6823 295.794 23.321\n", "6824 NGC 6824 295.92 56.1094\n", "6825 NGC 6825 295.479 64.0712\n", "6826 NGC 6826 296.201 50.5251\n", "6827 NGC 6827 297.22 21.213\n", "6828 NGC 6828 297.571 7.9033\n", "6829 NGC 6829 296.781 59.907\n", "6830 NGC 6830 297.718 23.101\n", "6831 NGC 6831 296.989 59.8925\n", "6832 NGC 6832 297.062 59.4217\n", "6833 NGC 6833 297.444 48.9611\n", "6834 NGC 6834 298.052 29.399\n", "6835 NGC 6835 298.637 -12.5676\n", "6836 NGC 6836 298.668 -12.6873\n", "6837 NGC 6837 298.275 11.695\n", "6838 NGC 6838 298.444 18.7792\n", "6839 NGC 6839 298.637 17.9383\n", "6840 NGC 6840 298.825 12.1267\n", "6841 NGC 6841 299.454 -31.8107\n", "6842 NGC 6842 298.759 29.2895\n", "6843 NGC 6843 299.025 12.1633\n", "6844 NGC 6844 300.709 -65.2299\n", "6845 NGC 6845 300.243 -47.0701\n", "6846 NGC 6846 299.112 32.349\n", "6847 NGC 6847 299.154 30.2133\n", "6848 NGC 6848 300.697 -56.0903\n", "6849 NGC 6849 301.565 -40.1983\n", "6850 NGC 6850 300.875 -54.8448\n", "6851 NGC 6851 300.893 -48.2845\n", "6852 NGC 6852 300.163 1.72803\n", "6853 NGC 6853 299.902 22.7212\n", "6854 NGC 6854 301.412 -54.3756\n", "6855 NGC 6855 301.708 -56.3899\n", "6856 NGC 6856 299.822 56.117\n", "6857 NGC 6857 300.449 33.5259\n", "6858 NGC 6858 300.733 11.2583\n", "6859 NGC 6859 300.97 0.438\n", "6860 NGC 6860 302.195 -61.0999\n", "6861 NGC 6861 301.831 -48.3703\n", "6862 NGC 6862 302.229 -56.3922\n", "6863 NGC 6863 301.279 -3.555\n", "6864 NGC 6864 301.52 -21.9223\n", "6865 NGC 6865 301.485 -9.04091\n", "6866 NGC 6866 300.983 44.158\n", "6867 NGC 6867 302.624 -54.7835\n", "6868 NGC 6868 302.475 -48.3795\n", "6869 NGC 6869 300.177 66.2276\n", "6870 NGC 6870 302.545 -48.287\n", "6871 NGC 6871 301.548 35.765\n", "6872 NGC 6872 304.235 -70.7681\n", "6873 NGC 6873 301.92 21.09\n", "6874 NGC 6874 301.953 38.2401\n", "6875 NGC 6875 303.302 -46.1616\n", "6876 NGC 6876 304.58 -70.8588\n", "6877 NGC 6877 304.65 -70.8538\n", "6878 NGC 6878 303.472 -44.5268\n", "6879 NGC 6879 302.611 16.9226\n", "6880 NGC 6880 304.873 -70.8598\n", "6881 NGC 6881 302.719 37.4118\n", "6882 NGC 6882 302.95 26.817\n", "6883 NGC 6883 302.829 35.8317\n", "6884 NGC 6884 302.599 46.461\n", "6885 NGC 6885 303.004 26.4783\n", "6886 NGC 6886 303.178 19.9896\n", "6887 NGC 6887 304.322 -52.7966\n", "6888 NGC 6888 303.029 38.355\n", "6889 NGC 6889 304.722 -53.957\n", "6890 NGC 6890 304.575 -44.8069\n", "6891 NGC 6891 303.787 12.7043\n", "6892 NGC 6892 304.208 18.028\n", "6893 NGC 6893 305.207 -48.2391\n", "6894 NGC 6894 304.1 30.5648\n", "6895 NGC 6895 304.035 50.245\n", "6896 NGC 6896 304.503 30.6452\n", "6897 NGC 6897 305.255 -12.2547\n", "6898 NGC 6898 305.283 -12.3589\n", "6899 NGC 6899 306.093 -50.4339\n", "6900 NGC 6900 305.396 -2.56918\n", "6901 NGC 6901 305.59 6.42985\n", "6902 NGC 6902 306.117 -43.6534\n", "6903 NGC 6903 305.937 -19.3254\n", "6904 NGC 6904 305.46 25.735\n", "6905 NGC 6905 305.596 20.1045\n", "6906 NGC 6906 305.891 6.44365\n", "6907 NGC 6907 306.278 -24.8092\n", "6908 NGC 6908 306.278 -24.8093\n", "6909 NGC 6909 306.912 -47.027\n", "6910 NGC 6910 305.797 40.771\n", "6911 NGC 6911 304.91 66.7283\n", "6912 NGC 6912 306.717 -18.6173\n", "6913 NGC 6913 305.943 38.487\n", "6914 NGC 6914 306.25 42.3\n", "6915 NGC 6915 306.942 -3.07696\n", "6916 NGC 6916 305.888 58.3441\n", "6917 NGC 6917 306.868 8.09812\n", "6918 NGC 6918 307.696 -47.4737\n", "6919 NGC 6919 307.909 -44.2164\n", "6920 NGC 6920 310.99 -80.0009\n", "6921 NGC 6921 307.12 25.7234\n", "6922 NGC 6922 307.471 -2.19115\n", "6923 NGC 6923 307.913 -30.8319\n", "6924 NGC 6924 308.33 -25.4744\n", "6925 NGC 6925 308.586 -31.9809\n", "6926 NGC 6926 308.275 -2.02736\n", "6927 NGC 6927 308.159 9.91632\n", "6928 NGC 6928 308.209 9.92643\n", "6929 NGC 6929 308.34 -2.03719\n", "6930 NGC 6930 308.245 9.87444\n", "6931 NGC 6931 308.422 -11.3689\n", "6932 NGC 6932 310.536 -73.6194\n", "6933 NGC 6933 308.406 7.3862\n", "6934 NGC 6934 308.547 7.40447\n", "6935 NGC 6935 309.584 -52.1105\n", "6936 NGC 6936 308.985 -25.2799\n", "6937 NGC 6937 309.691 -52.1432\n", "6938 NGC 6938 308.685 22.21\n", "6939 NGC 6939 307.917 60.653\n", "6940 NGC 6940 308.626 28.278\n", "6941 NGC 6941 309.098 -4.61873\n", "6942 NGC 6942 310.158 -54.303\n", "6943 NGC 6943 311.14 -68.7477\n", "6944 NGC 6944 309.599 6.99651\n", "6945 NGC 6945 309.753 -4.97254\n", "6946 NGC 6946 308.718 60.1537\n", "6947 NGC 6947 310.313 -32.4865\n", "6948 NGC 6948 310.871 -53.3566\n", "6949 NGC 6949 308.779 64.8028\n", "6950 NGC 6950 310.267 16.6183\n", "6951 NGC 6951 309.309 66.1056\n", "6952 NGC 6952 309.309 66.1056\n", "6953 NGC 6953 309.483 65.7551\n", "6954 NGC 6954 311.013 3.20944\n", "6955 NGC 6955 311.075 2.59488\n", "6956 NGC 6956 310.974 12.5119\n", "6957 NGC 6957 311.198 2.58118\n", "6958 NGC 6958 312.178 -37.9975\n", "6959 NGC 6959 311.78 0.430174\n", "6960 NGC 6960 311.408 30.7083\n", "6961 NGC 6961 311.794 0.363304\n", "6962 NGC 6962 311.829 0.320809\n", "6963 NGC 6963 311.83 0.509344\n", "6964 NGC 6964 311.851 0.300826\n", "6965 NGC 6965 311.835 0.484056\n", "6966 NGC 6966 311.845 0.3592\n", "6967 NGC 6967 311.892 0.411637\n", "6968 NGC 6968 312.135 -8.36018\n", "6969 NGC 6969 312.115 7.73997\n", "6970 NGC 6970 313.039 -48.7778\n", "6971 NGC 6971 312.349 5.99559\n", "6972 NGC 6972 312.496 9.89915\n", "6973 NGC 6973 313.031 -5.8886\n", "6974 NGC 6974 312.768 31.8281\n", "6975 NGC 6975 313.108 -5.77232\n", "6976 NGC 6976 313.108 -5.77232\n", "6977 NGC 6977 313.124 -5.7461\n", "6978 NGC 6978 313.148 -5.71112\n", "6979 NGC 6979 312.756 32.1443\n", "6980 NGC 6980 313.206 -5.8216\n", "6981 NGC 6981 313.365 -12.5373\n", "6982 NGC 6982 314.326 -51.8623\n", "6983 NGC 6983 314.181 -43.986\n", "6984 NGC 6984 314.475 -51.8708\n", "6985 NGC 6985 311.262 -11.1041\n", "6986 NGC 6986 314.128 -18.5665\n", "6987 NGC 6987 314.543 -48.6303\n", "6988 NGC 6988 313.954 10.5078\n", "6989 NGC 6989 313.493 45.24\n", "6990 NGC 6990 314.987 -55.5618\n", "6991 NGC 6991 313.621 47.4\n", "6992 NGC 6992 314.079 31.7433\n", "6993 NGC 6993 313.475 -25.4725\n", "6994 NGC 6994 314.75 -12.633\n", "6995 NGC 6995 314.25 31.217\n", "6996 NGC 6996 314.104 45.47\n", "6997 NGC 6997 314.128 44.64\n", "6998 NGC 6998 315.407 -28.0318\n", "6999 NGC 6999 315.498 -28.0588\n", "7000 NGC 7000 314.696 44.33\n", "7001 NGC 7001 315.282 -0.195174\n", "7002 NGC 7002 315.937 -49.0297\n", "7003 NGC 7003 315.177 17.805\n", "7004 NGC 7004 316.009 -49.1143\n", "7005 NGC 7005 315.493 -12.8843\n", "7006 NGC 7006 315.373 16.1879\n", "7007 NGC 7007 316.366 -52.552\n", "7008 NGC 7008 315.137 54.5432\n", "7009 NGC 7009 316.045 -11.3635\n", "7010 NGC 7010 316.165 -12.3383\n", "7011 NGC 7011 315.454 47.3533\n", "7012 NGC 7012 316.69 -44.8147\n", "7013 NGC 7013 315.89 29.8975\n", "7014 NGC 7014 316.967 -47.179\n", "7015 NGC 7015 316.406 11.4141\n", "7016 NGC 7016 316.818 -25.469\n", "7017 NGC 7017 316.837 -25.4875\n", "7018 NGC 7018 316.857 -25.4294\n", "7019 NGC 7019 316.607 -24.4127\n", "7020 NGC 7020 317.834 -64.0253\n", "7021 NGC 7021 317.834 -64.0253\n", "7022 NGC 7022 317.397 -49.3036\n", "7023 NGC 7023 315.404 68.1633\n", "7024 NGC 7024 316.524 41.498\n", "7025 NGC 7025 316.947 16.3359\n", "7026 NGC 7026 316.577 47.8519\n", "7027 NGC 7027 316.757 42.2362\n", "7028 NGC 7028 317.064 18.485\n", "7029 NGC 7029 317.967 -49.2837\n", "7030 NGC 7030 317.805 -20.4869\n", "7031 NGC 7031 316.809 50.87\n", "7032 NGC 7032 318.845 -68.2879\n", "7033 NGC 7033 317.401 15.1249\n", "7034 NGC 7034 317.409 15.1507\n", "7035 NGC 7035 317.692 -23.1367\n", "7036 NGC 7036 317.508 15.5183\n", "7037 NGC 7037 317.73 33.732\n", "7038 NGC 7038 318.781 -47.2205\n", "7039 NGC 7039 317.663 45.597\n", "7040 NGC 7040 318.319 8.86489\n", "7041 NGC 7041 319.135 -48.3636\n", "7042 NGC 7042 318.441 13.5749\n", "7043 NGC 7043 318.517 13.626\n", "7044 NGC 7044 318.284 42.494\n", "7045 NGC 7045 318.713 4.5043\n", "7046 NGC 7046 318.734 2.83486\n", "7047 NGC 7047 319.115 -0.826506\n", "7048 NGC 7048 318.563 46.2881\n", "7049 NGC 7049 319.751 -48.5621\n", "7050 NGC 7050 318.803 36.165\n", "7051 NGC 7051 319.964 -8.78299\n", "7052 NGC 7052 319.638 26.447\n", "7053 NGC 7053 320.282 23.0849\n", "7054 NGC 7054 320.173 39.1733\n", "7055 NGC 7055 319.85 57.583\n", "7056 NGC 7056 320.531 18.6657\n", "7057 NGC 7057 321.245 -42.4604\n", "7058 NGC 7058 320.448 50.822\n", "7059 NGC 7059 321.839 -60.0147\n", "7060 NGC 7060 321.473 -42.4112\n", "7061 NGC 7061 321.862 -49.0635\n", "7062 NGC 7062 320.862 46.385\n", "7063 NGC 7063 321.122 36.507\n", "7064 NGC 7064 322.26 -52.7674\n", "7065 NGC 7065 321.677 -6.99487\n", "7066 NGC 7066 321.557 14.183\n", "7067 NGC 7067 321.058 48.012\n", "7068 NGC 7068 321.635 12.1844\n", "7069 NGC 7069 322.025 -1.64689\n", "7070 NGC 7070 322.606 -43.0872\n", "7071 NGC 7071 321.663 47.92\n", "7072 NGC 7072 322.654 -43.1535\n", "7073 NGC 7073 322.358 -11.4883\n", "7074 NGC 7074 322.412 6.68275\n", "7075 NGC 7075 322.887 -38.6179\n", "7076 NGC 7076 321.598 62.8922\n", "7077 NGC 7077 322.498 2.41438\n", "7078 NGC 7078 322.493 12.167\n", "7079 NGC 7079 323.147 -44.0676\n", "7080 NGC 7080 322.508 26.7179\n", "7081 NGC 7081 322.85 2.49133\n", "7082 NGC 7082 322.186 47.103\n", "7083 NGC 7083 323.936 -63.9028\n", "7084 NGC 7084 323.137 17.5083\n", "7085 NGC 7085 323.105 6.58138\n", "7086 NGC 7086 322.624 51.593\n", "7087 NGC 7087 323.64 -40.8187\n", "7088 NGC 7088 323.346 -0.3886\n", "7089 NGC 7089 323.363 -0.82325\n", "7090 NGC 7090 324.12 -54.5573\n", "7091 NGC 7091 323.533 -36.6538\n", "7092 NGC 7092 322.889 48.247\n", "7093 NGC 7093 323.587 45.965\n", "7094 NGC 7094 324.221 12.7886\n", "7095 NGC 7095 328.11 -81.5309\n", "7096 NGC 7096 325.33 -63.9087\n", "7097 NGC 7097 325.054 -42.5394\n", "7098 NGC 7098 326.067 -75.1114\n", "7099 NGC 7099 325.092 -23.1799\n", "7100 NGC 7100 324.894 8.87688\n", "7101 NGC 7101 324.892 8.9\n", "7102 NGC 7102 324.936 6.28633\n", "7103 NGC 7103 324.964 -22.4737\n", "7104 NGC 7104 325.013 -22.4247\n", "7105 NGC 7105 325.135 -10.336\n", "7106 NGC 7106 325.652 -52.6995\n", "7107 NGC 7107 325.611 -44.792\n", "7108 NGC 7108 325.474 -6.70882\n", "7109 NGC 7109 325.494 -34.4459\n", "7110 NGC 7110 325.551 -34.1621\n", "7111 NGC 7111 325.474 -6.70882\n", "7112 NGC 7112 325.595 12.4983\n", "7113 NGC 7113 325.611 12.5692\n", "7114 NGC 7114 325.433 42.8414\n", "7115 NGC 7115 325.91 -25.3516\n", "7116 NGC 7116 325.668 28.9466\n", "7117 NGC 7117 326.446 -48.4204\n", "7118 NGC 7118 326.541 -48.3538\n", "7119 NGC 7119 326.565 -46.516\n", "7120 NGC 7120 326.138 -6.52322\n", "7121 NGC 7121 326.219 -3.61988\n", "7122 NGC 7122 326.433 -8.8176\n", "7123 NGC 7123 327.694 -70.3342\n", "7124 NGC 7124 327.022 -50.5651\n", "7125 NGC 7125 327.316 -60.7132\n", "7126 NGC 7126 327.326 -60.6092\n", "7127 NGC 7127 325.922 54.615\n", "7128 NGC 7128 325.991 53.715\n", "7129 NGC 7129 325.74 66.114\n", "7130 NGC 7130 327.081 -34.9512\n", "7131 NGC 7131 326.9 -13.1828\n", "7132 NGC 7132 326.819 10.2411\n", "7133 NGC 7133 326.111 66.1683\n", "7134 NGC 7134 327.233 -12.9733\n", "7135 NGC 7135 327.442 -34.8763\n", "7136 NGC 7136 327.236 -11.7831\n", "7137 NGC 7137 327.054 22.1596\n", "7138 NGC 7138 327.255 12.5142\n", "7139 NGC 7139 326.536 63.7915\n", "7140 NGC 7140 328.064 -55.5697\n", "7141 NGC 7141 328.064 -55.5697\n", "7142 NGC 7142 326.29 65.782\n", "7143 NGC 7143 327.227 29.9502\n", "7144 NGC 7144 328.177 -48.2538\n", "7145 NGC 7145 328.334 -47.8825\n", "7146 NGC 7146 327.947 3.01702\n", "7147 NGC 7147 327.993 3.07172\n", "7148 NGC 7148 328.098 3.42711\n", "7149 NGC 7149 328.049 3.30113\n", "7150 NGC 7150 327.607 49.7507\n", "7151 NGC 7151 328.773 -50.6554\n", "7152 NGC 7152 328.496 -29.2891\n", "7153 NGC 7153 328.648 -29.0636\n", "7154 NGC 7154 328.838 -34.8142\n", "7155 NGC 7155 329.041 -49.522\n", "7156 NGC 7156 328.64 2.94325\n", "7157 NGC 7157 329.236 -25.3506\n", "7158 NGC 7158 329.236 -11.6586\n", "7159 NGC 7159 329.107 13.5626\n", "7160 NGC 7160 328.448 62.589\n", "7161 NGC 7161 329.242 2.9528\n", "7162 NGC 7162 329.913 -43.3061\n", "7163 NGC 7163 329.835 -31.8831\n", "7164 NGC 7164 329.099 1.3639\n", "7165 NGC 7165 329.859 -16.5124\n", "7166 NGC 7166 330.137 -43.3897\n", "7167 NGC 7167 330.128 -24.6326\n", "7168 NGC 7168 330.531 -51.7431\n", "7169 NGC 7169 330.703 -47.6978\n", "7170 NGC 7170 330.359 -5.43274\n", "7171 NGC 7171 330.258 -13.2698\n", "7172 NGC 7172 330.508 -31.8699\n", "7173 NGC 7173 330.513 -31.9737\n", "7174 NGC 7174 330.527 -31.993\n", "7175 NGC 7175 329.692 54.8183\n", "7176 NGC 7176 330.535 -31.9898\n", "7177 NGC 7177 330.172 17.7381\n", "7178 NGC 7178 330.605 -35.7903\n", "7179 NGC 7179 331.206 -64.0468\n", "7180 NGC 7180 330.577 -20.5478\n", "7181 NGC 7181 330.431 -1.96057\n", "7182 NGC 7182 330.465 -2.19664\n", "7183 NGC 7183 330.59 -18.9165\n", "7184 NGC 7184 330.666 -20.8127\n", "7185 NGC 7185 330.736 -20.4713\n", "7186 NGC 7186 330.322 35.1041\n", "7187 NGC 7187 330.685 -32.8032\n", "7188 NGC 7188 330.871 -20.3179\n", "7189 NGC 7189 330.817 0.571113\n", "7190 NGC 7190 330.778 11.1993\n", "7191 NGC 7191 331.716 -64.6346\n", "7192 NGC 7192 331.709 -64.3163\n", "7193 NGC 7193 330.762 10.8017\n", "7194 NGC 7194 330.879 12.6368\n", "7195 NGC 7195 330.876 12.6608\n", "7196 NGC 7196 331.478 -50.1194\n", "7197 NGC 7197 330.742 41.059\n", "7198 NGC 7198 331.309 -0.648262\n", "7199 NGC 7199 332.124 -64.7061\n", "7200 NGC 7200 331.79 -49.9955\n", "7201 NGC 7201 331.633 -31.263\n", "7202 NGC 7202 331.68 -31.2189\n", "7203 NGC 7203 331.683 -31.1625\n", "7204 NGC 7204 331.73 -31.0532\n", "7205 NGC 7205 332.143 -57.4427\n", "7206 NGC 7206 331.42 16.7853\n", "7207 NGC 7207 331.44 16.7678\n", "7208 NGC 7208 332.102 -29.0512\n", "7209 NGC 7209 331.224 46.508\n", "7210 NGC 7210 331.587 27.1056\n", "7211 NGC 7211 331.591 -8.08998\n", "7212 NGC 7212 331.758 10.2336\n", "7213 NGC 7213 332.318 -47.1667\n", "7214 NGC 7214 332.282 -27.8095\n", "7215 NGC 7215 332.144 0.511733\n", "7216 NGC 7216 333.149 -68.6619\n", "7217 NGC 7217 331.968 31.3593\n", "7218 NGC 7218 332.549 -16.661\n", "7219 NGC 7219 333.287 -64.849\n", "7220 NGC 7220 332.879 -22.9528\n", "7221 NGC 7221 332.814 -30.5632\n", "7222 NGC 7222 332.716 2.10582\n", "7223 NGC 7223 332.538 41.0173\n", "7224 NGC 7224 332.897 25.8644\n", "7225 NGC 7225 333.279 -26.1501\n", "7226 NGC 7226 332.605 55.398\n", "7227 NGC 7227 332.88 38.7214\n", "7228 NGC 7228 332.952 38.6992\n", "7229 NGC 7229 333.513 -29.3827\n", "7230 NGC 7230 333.555 -17.0741\n", "7231 NGC 7231 333.125 45.3285\n", "7232 NGC 7232 333.908 -45.8501\n", "7233 NGC 7233 333.954 -45.8464\n", "7234 NGC 7234 333.023 56.9739\n", "7235 NGC 7235 333.083 57.271\n", "7236 NGC 7236 333.687 13.8465\n", "7237 NGC 7237 333.695 13.8409\n", "7238 NGC 7238 333.82 22.5081\n", "7239 NGC 7239 333.756 -5.05326\n", "7240 NGC 7240 333.844 37.2807\n", "7241 NGC 7241 333.958 19.2324\n", "7242 NGC 7242 333.915 37.2987\n", "7243 NGC 7243 333.788 49.83\n", "7244 NGC 7244 334.112 16.4714\n", "7245 NGC 7245 333.812 54.336\n", "7246 NGC 7246 334.428 -15.5713\n", "7247 NGC 7247 334.422 -23.731\n", "7248 NGC 7248 334.219 40.5046\n", "7249 NGC 7249 335.129 -55.1248\n", "7250 NGC 7250 334.574 40.5624\n", "7251 NGC 7251 335.113 -15.7736\n", "7252 NGC 7252 335.187 -24.6783\n", "7253 NGC 7253 334.865 29.3958\n", "7254 NGC 7254 335.651 -21.7372\n", "7255 NGC 7255 335.783 -15.5414\n", "7256 NGC 7256 335.651 -21.7372\n", "7257 NGC 7257 335.652 -4.12075\n", "7258 NGC 7258 335.742 -28.3452\n", "7259 NGC 7259 335.773 -28.9548\n", "7260 NGC 7260 335.652 -4.12075\n", "7261 NGC 7261 335.056 58.128\n", "7262 NGC 7262 335.869 -32.3643\n", "7263 NGC 7263 335.439 36.35\n", "7264 NGC 7264 335.558 36.387\n", "7265 NGC 7265 335.615 36.2098\n", "7266 NGC 7266 335.996 -4.07334\n", "7267 NGC 7267 336.091 -33.6941\n", "7268 NGC 7268 336.42 -31.2007\n", "7269 NGC 7269 336.444 -13.1663\n", "7270 NGC 7270 335.948 32.4031\n", "7271 NGC 7271 335.99 32.3669\n", "7272 NGC 7272 336.132 16.5882\n", "7273 NGC 7273 336.038 36.1999\n", "7274 NGC 7274 336.046 36.1258\n", "7275 NGC 7275 336.072 32.4463\n", "7276 NGC 7276 336.06 36.0875\n", "7277 NGC 7277 336.546 -31.1453\n", "7278 NGC 7278 337.094 -60.1699\n", "7279 NGC 7279 336.803 -35.1404\n", "7280 NGC 7280 336.615 16.1482\n", "7281 NGC 7281 336.259 57.869\n", "7282 NGC 7282 336.474 40.3149\n", "7283 NGC 7283 337.136 17.4703\n", "7284 NGC 7284 337.15 -24.8442\n", "7285 NGC 7285 337.158 -24.8408\n", "7286 NGC 7286 336.961 29.096\n", "7287 NGC 7287 337.202 -22.2022\n", "7288 NGC 7288 337.062 -2.88454\n", "7289 NGC 7289 337.334 -35.4719\n", "7290 NGC 7290 337.11 17.1475\n", "7291 NGC 7291 337.123 16.7832\n", "7292 NGC 7292 337.11 30.2916\n", "7293 NGC 7293 337.411 -20.8372\n", "7294 NGC 7294 338.034 -25.3978\n", "7295 NGC 7295 337.099 52.828\n", "7296 NGC 7296 337.0 52.321\n", "7297 NGC 7297 337.793 -37.8265\n", "7298 NGC 7298 337.711 -14.1883\n", "7299 NGC 7299 337.888 -37.8095\n", "7300 NGC 7300 337.75 -14.0036\n", "7301 NGC 7301 337.645 -17.5738\n", "7302 NGC 7302 338.099 -14.1206\n", "7303 NGC 7303 337.887 30.956\n", "7304 NGC 7304 337.887 30.956\n", "7305 NGC 7305 338.058 11.7122\n", "7306 NGC 7306 338.319 -27.2466\n", "7307 NGC 7307 338.469 -40.9328\n", "7308 NGC 7308 338.634 -12.9338\n", "7309 NGC 7309 338.586 -10.357\n", "7310 NGC 7310 338.654 -22.4851\n", "7311 NGC 7311 338.528 5.57033\n", "7312 NGC 7312 338.645 5.81735\n", "7313 NGC 7313 338.886 -26.1018\n", "7314 NGC 7314 338.942 -26.0504\n", "7315 NGC 7315 338.882 34.8034\n", "7316 NGC 7316 338.985 20.3222\n", "7317 NGC 7317 338.966 33.9449\n", "7318 NGC 7318 338.991 33.9656\n", "7319 NGC 7319 339.015 33.9759\n", "7320 NGC 7320 339.014 33.9482\n", "7321 NGC 7321 339.117 21.6218\n", "7322 NGC 7322 339.464 -37.2312\n", "7323 NGC 7323 339.223 19.1439\n", "7324 NGC 7324 339.254 19.1463\n", "7325 NGC 7325 339.14 34.5014\n", "7326 NGC 7326 339.095 34.5437\n", "7327 NGC 7327 339.212 34.48\n", "7328 NGC 7328 339.372 10.5316\n", "7329 NGC 7329 340.101 -66.479\n", "7330 NGC 7330 339.234 38.5481\n", "7331 NGC 7331 339.267 34.4158\n", "7332 NGC 7332 339.352 23.7983\n", "7333 NGC 7333 339.312 34.4467\n", "7334 NGC 7334 339.464 -37.2312\n", "7335 NGC 7335 339.331 34.4479\n", "7336 NGC 7336 339.341 34.4818\n", "7337 NGC 7337 339.361 34.3743\n", "7338 NGC 7338 339.362 34.4301\n", "7339 NGC 7339 339.445 23.7867\n", "7340 NGC 7340 339.434 34.41\n", "7341 NGC 7341 339.773 -22.6667\n", "7342 NGC 7342 339.555 35.4989\n", "7343 NGC 7343 339.658 34.0715\n", "7344 NGC 7344 339.901 -4.15897\n", "7345 NGC 7345 339.687 35.5406\n", "7346 NGC 7346 339.898 11.0833\n", "7347 NGC 7347 339.984 11.0276\n", "7348 NGC 7348 340.151 11.9063\n", "7349 NGC 7349 340.311 -21.7962\n", "7350 NGC 7350 340.261 11.9642\n", "7351 NGC 7351 340.362 -4.44461\n", "7352 NGC 7352 339.929 57.395\n", "7353 NGC 7353 339.906 11.7699\n", "7354 NGC 7354 340.083 61.2858\n", "7355 NGC 7355 340.877 -36.8652\n", "7356 NGC 7356 340.51 30.7087\n", "7357 NGC 7357 340.6 30.1713\n", "7358 NGC 7358 341.402 -65.1218\n", "7359 NGC 7359 341.2 -23.688\n", "7360 NGC 7360 340.892 4.15123\n", "7361 NGC 7361 340.577 -30.0553\n", "7362 NGC 7362 340.955 8.7054\n", "7363 NGC 7363 340.827 33.9988\n", "7364 NGC 7364 341.102 -0.162128\n", "7365 NGC 7365 341.292 -19.952\n", "7366 NGC 7366 341.111 10.7813\n", "7367 NGC 7367 341.144 3.64639\n", "7368 NGC 7368 341.382 -39.3418\n", "7369 NGC 7369 341.051 34.3512\n", "7370 NGC 7370 341.405 11.0577\n", "7371 NGC 7371 341.516 -11.0012\n", "7372 NGC 7372 341.441 11.1309\n", "7373 NGC 7373 341.581 3.21008\n", "7374 NGC 7374 341.504 10.8536\n", "7375 NGC 7375 341.634 21.0837\n", "7376 NGC 7376 341.822 3.64555\n", "7377 NGC 7377 341.948 -22.3122\n", "7378 NGC 7378 341.949 -11.8166\n", "7379 NGC 7379 341.887 40.2388\n", "7380 NGC 7380 341.817 58.125\n", "7381 NGC 7381 342.534 -19.7251\n", "7382 NGC 7382 342.6 -36.8573\n", "7383 NGC 7383 342.399 11.5564\n", "7384 NGC 7384 342.441 11.5526\n", "7385 NGC 7385 342.477 11.6086\n", "7386 NGC 7386 342.509 11.6986\n", "7387 NGC 7387 342.574 11.6367\n", "7388 NGC 7388 342.587 11.7347\n", "7389 NGC 7389 342.567 11.5662\n", "7390 NGC 7390 342.581 11.5312\n", "7391 NGC 7391 342.651 -1.54484\n", "7392 NGC 7392 342.953 -20.6081\n", "7393 NGC 7393 342.909 -5.55736\n", "7394 NGC 7394 342.596 52.135\n", "7395 NGC 7395 342.762 37.0879\n", "7396 NGC 7396 343.094 1.0928\n", "7397 NGC 7397 343.195 1.1328\n", "7398 NGC 7398 343.205 1.20112\n", "7399 NGC 7399 343.164 -9.26783\n", "7400 NGC 7400 343.587 -45.3471\n", "7401 NGC 7401 343.244 1.14275\n", "7402 NGC 7402 343.269 1.14446\n", "7403 NGC 7403 343.27 1.4832\n", "7404 NGC 7404 343.578 -39.315\n", "7405 NGC 7405 343.238 12.5936\n", "7406 NGC 7406 343.484 -6.579\n", "7407 NGC 7407 343.337 32.1308\n", "7408 NGC 7408 343.987 -63.6947\n", "7409 NGC 7409 343.451 20.2104\n", "7410 NGC 7410 343.754 -39.6613\n", "7411 NGC 7411 343.645 20.2362\n", "7412 NGC 7412 343.941 -42.642\n", "7413 NGC 7413 343.763 13.2205\n", "7414 NGC 7414 343.852 13.2483\n", "7415 NGC 7415 343.723 20.2616\n", "7416 NGC 7416 343.924 -5.49533\n", "7417 NGC 7417 344.456 -65.0386\n", "7418 NGC 7418 344.15 -37.03\n", "7419 NGC 7419 343.579 60.814\n", "7420 NGC 7420 343.883 29.8051\n", "7421 NGC 7421 344.226 -37.3473\n", "7422 NGC 7422 344.052 3.92678\n", "7423 NGC 7423 343.789 57.096\n", "7424 NGC 7424 344.327 -41.0706\n", "7425 NGC 7425 344.315 -10.9502\n", "7426 NGC 7426 344.012 36.3613\n", "7427 NGC 7427 344.291 8.50568\n", "7428 NGC 7428 344.331 -1.04905\n", "7429 NGC 7429 343.972 59.96\n", "7430 NGC 7430 344.374 8.79392\n", "7431 NGC 7431 344.412 26.1642\n", "7432 NGC 7432 344.508 13.1345\n", "7433 NGC 7433 344.465 26.1622\n", "7434 NGC 7434 344.589 -1.18393\n", "7435 NGC 7435 344.477 26.1388\n", "7436 NGC 7436 344.49 26.15\n", "7437 NGC 7437 344.542 14.309\n", "7438 NGC 7438 344.451 54.401\n", "7439 NGC 7439 344.541 29.2284\n", "7440 NGC 7440 344.636 35.8024\n", "7441 NGC 7441 344.872 -7.05472\n", "7442 NGC 7442 344.861 15.5483\n", "7443 NGC 7443 345.037 -12.8078\n", "7444 NGC 7444 345.037 -12.8343\n", "7445 NGC 7445 344.844 39.1076\n", "7446 NGC 7446 344.871 39.083\n", "7447 NGC 7447 345.102 -10.5322\n", "7448 NGC 7448 345.015 15.9804\n", "7449 NGC 7449 344.907 39.1459\n", "7450 NGC 7450 345.199 -12.9185\n", "7451 NGC 7451 345.17 8.46774\n", "7452 NGC 7452 345.248 6.74931\n", "7453 NGC 7453 345.35 -6.3487\n", "7454 NGC 7454 345.277 16.3885\n", "7455 NGC 7455 345.171 7.30303\n", "7456 NGC 7456 345.543 -39.5694\n", "7457 NGC 7457 345.25 30.1449\n", "7458 NGC 7458 345.369 1.75348\n", "7459 NGC 7459 345.416 6.7346\n", "7460 NGC 7460 345.429 2.26365\n", "7461 NGC 7461 345.451 15.5826\n", "7462 NGC 7462 345.694 -40.8352\n", "7463 NGC 7463 345.467 15.9818\n", "7464 NGC 7464 345.474 15.9738\n", "7465 NGC 7465 345.504 15.9648\n", "7466 NGC 7466 345.514 27.0526\n", "7467 NGC 7467 345.615 15.5541\n", "7468 NGC 7468 345.747 16.6045\n", "7469 NGC 7469 345.815 8.8739\n", "7470 NGC 7470 346.309 -50.1115\n", "7471 NGC 7471 345.985 -22.915\n", "7472 NGC 7472 346.411 3.05919\n", "7473 NGC 7473 345.988 30.1601\n", "7474 NGC 7474 346.018 20.0672\n", "7475 NGC 7475 346.043 20.0795\n", "7476 NGC 7476 346.299 -43.0994\n", "7477 NGC 7477 346.194 3.1184\n", "7478 NGC 7478 346.236 2.57785\n", "7479 NGC 7479 346.236 12.3229\n", "7480 NGC 7480 346.307 2.54949\n", "7481 NGC 7481 346.556 -19.8193\n", "7482 NGC 7482 346.411 3.05919\n", "7483 NGC 7483 346.451 3.54507\n", "7484 NGC 7484 346.77 -36.2753\n", "7485 NGC 7485 346.52 34.1077\n", "7486 NGC 7486 346.538 34.0774\n", "7487 NGC 7487 346.711 28.1791\n", "7488 NGC 7488 346.954 0.940507\n", "7489 NGC 7489 346.886 22.9981\n", "7490 NGC 7490 346.855 32.375\n", "7491 NGC 7491 347.025 -5.96663\n", "7492 NGC 7492 347.111 -15.6115\n", "7493 NGC 7493 347.145 0.9023\n", "7494 NGC 7494 347.244 -24.3696\n", "7495 NGC 7495 347.238 12.048\n", "7496 NGC 7496 347.447 -43.4279\n", "7497 NGC 7497 347.264 18.1772\n", "7498 NGC 7498 347.484 -24.4251\n", "7499 NGC 7499 347.593 7.58072\n", "7500 NGC 7500 347.624 11.0123\n", "7501 NGC 7501 347.627 7.58904\n", "7502 NGC 7502 347.708 -21.764\n", "7503 NGC 7503 347.676 7.56771\n", "7504 NGC 7504 347.638 14.4025\n", "7505 NGC 7505 347.753 13.6316\n", "7506 NGC 7506 347.921 -2.16006\n", "7507 NGC 7507 348.032 -28.5396\n", "7508 NGC 7508 347.955 12.9403\n", "7509 NGC 7509 348.089 14.6094\n", "7510 NGC 7510 347.767 60.579\n", "7511 NGC 7511 348.11 13.7266\n", "7512 NGC 7512 348.087 31.1256\n", "7513 NGC 7513 348.309 -28.3576\n", "7514 NGC 7514 348.108 34.8814\n", "7515 NGC 7515 348.203 12.6793\n", "7516 NGC 7516 348.216 20.2485\n", "7517 NGC 7517 348.308 -2.10041\n", "7518 NGC 7518 348.303 6.32178\n", "7519 NGC 7519 348.297 10.7721\n", "7520 NGC 7520 348.433 -23.797\n", "7521 NGC 7521 348.397 -1.73136\n", "7522 NGC 7522 348.465 -22.8775\n", "7523 NGC 7523 348.395 13.9868\n", "7524 NGC 7524 348.444 -1.73018\n", "7525 NGC 7525 348.419 14.021\n", "7526 NGC 7526 348.475 -9.197\n", "7527 NGC 7527 348.424 24.9023\n", "7528 NGC 7528 348.584 10.2314\n", "7529 NGC 7529 348.513 8.99253\n", "7530 NGC 7530 348.549 -2.77907\n", "7531 NGC 7531 348.702 -43.5999\n", "7532 NGC 7532 348.592 -2.72818\n", "7533 NGC 7533 348.592 -2.03375\n", "7534 NGC 7534 348.611 -2.69819\n", "7535 NGC 7535 348.553 13.5818\n", "7536 NGC 7536 348.555 13.4265\n", "7537 NGC 7537 348.644 4.49835\n", "7538 NGC 7538 348.405 61.5\n", "7539 NGC 7539 348.623 23.6849\n", "7540 NGC 7540 348.65 15.9504\n", "7541 NGC 7541 348.683 4.5339\n", "7542 NGC 7542 348.673 10.6433\n", "7543 NGC 7543 348.644 28.327\n", "7544 NGC 7544 348.737 -2.19932\n", "7545 NGC 7545 348.884 -38.5356\n", "7546 NGC 7546 348.773 -2.32477\n", "7547 NGC 7547 348.764 18.9734\n", "7548 NGC 7548 348.796 25.282\n", "7549 NGC 7549 348.822 19.0416\n", "7550 NGC 7550 348.817 18.9615\n", "7551 NGC 7551 348.65 15.9504\n", "7552 NGC 7552 349.044 -42.5846\n", "7553 NGC 7553 348.888 19.0482\n", "7554 NGC 7554 348.922 -2.37861\n", "7555 NGC 7555 348.889 12.5865\n", "7556 NGC 7556 348.935 -2.38154\n", "7557 NGC 7557 348.916 6.70831\n", "7558 NGC 7558 348.909 18.9197\n", "7559 NGC 7559 348.944 13.2903\n", "7560 NGC 7560 348.993 4.5032\n", "7561 NGC 7561 348.993 4.5199\n", "7562 NGC 7562 348.99 6.68756\n", "7563 NGC 7563 348.983 13.1961\n", "7564 NGC 7564 348.91 7.31166\n", "7565 NGC 7565 349.071 -0.0467\n", "7566 NGC 7566 349.156 -2.33059\n", "7567 NGC 7567 349.043 15.8499\n", "7568 NGC 7568 349.104 24.497\n", "7569 NGC 7569 349.186 8.90564\n", "7570 NGC 7570 349.186 13.483\n", "7571 NGC 7571 349.187 18.9866\n", "7572 NGC 7572 349.21 18.4831\n", "7573 NGC 7573 349.11 -22.1543\n", "7574 NGC 7574 349.209 24.0033\n", "7575 NGC 7575 349.317 6.6534\n", "7576 NGC 7576 349.345 -4.72785\n", "7577 NGC 7577 349.321 7.36541\n", "7578 NGC 7578 349.306 18.7082\n", "7579 NGC 7579 349.42 9.40975\n", "7580 NGC 7580 349.402 14.0012\n", "7581 NGC 7581 349.443 4.6701\n", "7582 NGC 7582 349.598 -42.3704\n", "7583 NGC 7583 349.47 7.37951\n", "7584 NGC 7584 349.471 9.43306\n", "7585 NGC 7585 349.506 -4.6503\n", "7586 NGC 7586 349.413 8.25278\n", "7587 NGC 7587 349.496 9.68015\n", "7588 NGC 7588 349.491 18.7522\n", "7589 NGC 7589 349.565 0.261185\n", "7590 NGC 7590 349.728 -42.239\n", "7591 NGC 7591 349.568 6.58586\n", "7592 NGC 7592 349.592 -4.41583\n", "7593 NGC 7593 349.487 11.3492\n", "7594 NGC 7594 349.558 10.2984\n", "7595 NGC 7595 349.626 9.93235\n", "7596 NGC 7596 349.3 -6.91198\n", "7597 NGC 7597 349.626 18.689\n", "7598 NGC 7598 349.638 18.7497\n", "7599 NGC 7599 349.838 -42.2568\n", "7600 NGC 7600 349.724 -7.58047\n", "7601 NGC 7601 349.696 9.23373\n", "7602 NGC 7602 349.681 18.6983\n", "7603 NGC 7603 349.736 0.243883\n", "7604 NGC 7604 349.466 7.42989\n", "7605 NGC 7605 349.717 7.4202\n", "7606 NGC 7606 349.77 -8.48509\n", "7607 NGC 7607 349.74 11.3536\n", "7608 NGC 7608 349.814 8.35016\n", "7609 NGC 7609 349.875 9.50829\n", "7610 NGC 7610 349.922 10.185\n", "7611 NGC 7611 349.902 8.06336\n", "7612 NGC 7612 349.934 8.57635\n", "7613 NGC 7613 349.965 0.422602\n", "7614 NGC 7614 349.995 0.2204\n", "7615 NGC 7615 349.977 8.39942\n", "7616 NGC 7616 349.864 10.1543\n", "7617 NGC 7617 350.037 8.16575\n", "7618 NGC 7618 349.947 42.8526\n", "7619 NGC 7619 350.061 8.20629\n", "7620 NGC 7620 350.024 24.2211\n", "7621 NGC 7621 350.103 8.36641\n", "7622 NGC 7622 350.411 -62.1178\n", "7623 NGC 7623 350.125 8.39578\n", "7624 NGC 7624 350.094 27.3157\n", "7625 NGC 7625 350.126 17.2256\n", "7626 NGC 7626 350.177 8.21706\n", "7627 NGC 7627 350.216 12.0538\n", "7628 NGC 7628 350.229 25.8986\n", "7629 NGC 7629 350.331 1.40315\n", "7630 NGC 7630 350.318 11.3973\n", "7631 NGC 7631 350.361 8.21766\n", "7632 NGC 7632 350.504 -42.4805\n", "7633 NGC 7633 350.764 -67.6537\n", "7634 NGC 7634 350.424 8.8869\n", "7635 NGC 7635 350.201 61.2017\n", "7636 NGC 7636 350.637 -29.2807\n", "7637 NGC 7637 351.615 -81.9116\n", "7638 NGC 7638 350.639 11.3311\n", "7639 NGC 7639 350.691 11.354\n", "7640 NGC 7640 350.527 40.8453\n", "7641 NGC 7641 350.629 11.8928\n", "7642 NGC 7642 350.723 1.44286\n", "7643 NGC 7643 350.71 11.9888\n", "7644 NGC 7644 351.108 13.9723\n", "7645 NGC 7645 350.947 -29.388\n", "7646 NGC 7646 351.029 -11.8607\n", "7647 NGC 7647 350.989 16.7773\n", "7648 NGC 7648 350.975 9.66746\n", "7649 NGC 7649 351.084 14.6471\n", "7650 NGC 7650 351.339 -57.7913\n", "7651 NGC 7651 351.108 13.9723\n", "7652 NGC 7652 351.407 -57.8875\n", "7653 NGC 7653 351.206 15.2756\n", "7654 NGC 7654 351.195 61.59\n", "7655 NGC 7655 351.692 -68.0275\n", "7656 NGC 7656 351.131 -19.0591\n", "7657 NGC 7657 351.698 -57.8058\n", "7658 NGC 7658 351.603 -39.216\n", "7659 NGC 7659 351.482 14.2098\n", "7660 NGC 7660 351.453 27.0298\n", "7661 NGC 7661 351.81 -65.2725\n", "7662 NGC 7662 351.474 42.535\n", "7663 NGC 7663 351.688 -4.96644\n", "7664 NGC 7664 351.666 25.0802\n", "7665 NGC 7665 351.812 -9.38706\n", "7666 NGC 7666 351.847 -4.1789\n", "7667 NGC 7667 351.095 -0.108378\n", "7668 NGC 7668 351.796 -0.1789\n", "7669 NGC 7669 351.796 -0.1789\n", "7670 NGC 7670 351.796 -0.1789\n", "7671 NGC 7671 351.831 12.4674\n", "7672 NGC 7672 351.881 12.3852\n", "7673 NGC 7673 351.921 23.5889\n", "7674 NGC 7674 351.986 8.77896\n", "7675 NGC 7675 352.025 8.76853\n", "7676 NGC 7676 352.257 -59.7167\n", "7677 NGC 7677 352.026 23.5314\n", "7678 NGC 7678 352.116 22.4213\n", "7679 NGC 7679 352.194 3.51139\n", "7680 NGC 7680 352.146 32.4158\n", "7681 NGC 7681 352.229 17.3098\n", "7682 NGC 7682 352.266 3.53331\n", "7683 NGC 7683 352.266 11.4452\n", "7684 NGC 7684 352.633 0.0810445\n", "7685 NGC 7685 352.639 3.90169\n", "7686 NGC 7686 352.422 49.17\n", "7687 NGC 7687 352.727 3.54657\n", "7688 NGC 7688 352.773 21.4116\n", "7689 NGC 7689 353.32 -54.0944\n", "7690 NGC 7690 353.261 -51.6983\n", "7691 NGC 7691 353.102 15.8478\n", "7692 NGC 7692 353.195 -5.59695\n", "7693 NGC 7693 353.294 -1.29193\n", "7694 NGC 7694 353.316 -2.70284\n", "7695 NGC 7695 353.313 -2.72006\n", "7696 NGC 7696 353.459 4.87077\n", "7697 NGC 7697 353.721 -65.396\n", "7698 NGC 7698 353.507 24.9446\n", "7699 NGC 7699 353.613 -2.89944\n", "7700 NGC 7700 353.626 -2.95364\n", "7701 NGC 7701 353.631 -2.85427\n", "7702 NGC 7702 353.87 -56.0123\n", "7703 NGC 7703 353.695 16.0757\n", "7704 NGC 7704 353.754 4.89769\n", "7705 NGC 7705 353.761 4.80373\n", "7706 NGC 7706 353.793 4.96418\n", "7707 NGC 7707 353.714 44.304\n", "7708 NGC 7708 354.075 72.851\n", "7709 NGC 7709 353.864 -16.705\n", "7710 NGC 7710 353.942 -2.88094\n", "7711 NGC 7711 353.914 15.302\n", "7712 NGC 7712 353.965 23.6187\n", "7713 NGC 7713 354.063 -37.9395\n", "7714 NGC 7714 354.059 2.15505\n", "7715 NGC 7715 354.091 2.15703\n", "7716 NGC 7716 354.131 0.297273\n", "7717 NGC 7717 354.432 -15.1185\n", "7718 NGC 7718 354.521 25.7198\n", "7719 NGC 7719 354.511 -22.9745\n", "7720 NGC 7720 354.622 27.0315\n", "7721 NGC 7721 354.703 -6.51787\n", "7722 NGC 7722 354.672 15.9547\n", "7723 NGC 7723 354.738 -12.961\n", "7724 NGC 7724 354.78 -12.224\n", "7725 NGC 7725 354.812 -4.5393\n", "7726 NGC 7726 354.8 27.1154\n", "7727 NGC 7727 354.974 -12.293\n", "7728 NGC 7728 355.003 27.1337\n", "7729 NGC 7729 355.14 29.1882\n", "7730 NGC 7730 355.191 -20.5088\n", "7731 NGC 7731 355.371 3.74001\n", "7732 NGC 7732 355.391 3.72495\n", "7733 NGC 7733 355.637 -65.9566\n", "7734 NGC 7734 355.679 -65.9447\n", "7735 NGC 7735 355.572 26.2317\n", "7736 NGC 7736 355.607 -19.4523\n", "7737 NGC 7737 355.693 27.0529\n", "7738 NGC 7738 356.008 0.5166\n", "7739 NGC 7739 356.125 0.320445\n", "7740 NGC 7740 355.821 27.359\n", "7741 NGC 7741 355.977 26.0756\n", "7742 NGC 7742 356.066 10.7671\n", "7743 NGC 7743 356.088 9.93416\n", "7744 NGC 7744 356.247 -42.911\n", "7745 NGC 7745 356.191 25.9089\n", "7746 NGC 7746 356.333 -1.68484\n", "7747 NGC 7747 356.384 27.3609\n", "7748 NGC 7748 356.245 69.7555\n", "7749 NGC 7749 356.448 -29.5178\n", "7750 NGC 7750 356.658 3.7999\n", "7751 NGC 7751 356.743 6.86187\n", "7752 NGC 7752 356.744 29.4589\n", "7753 NGC 7753 356.77 29.4834\n", "7754 NGC 7754 357.296 -16.6019\n", "7755 NGC 7755 356.966 -30.522\n", "7756 NGC 7756 357.19 4.17119\n", "7757 NGC 7757 357.19 4.17119\n", "7758 NGC 7758 357.23 -22.0242\n", "7759 NGC 7759 357.228 -16.5411\n", "7760 NGC 7760 357.3 30.9833\n", "7761 NGC 7761 357.87 -13.3816\n", "7762 NGC 7762 357.472 68.035\n", "7763 NGC 7763 357.572 -16.6109\n", "7764 NGC 7764 357.725 -40.7282\n", "7765 NGC 7765 357.717 27.1663\n", "7766 NGC 7766 357.733 27.1264\n", "7767 NGC 7767 357.735 27.0871\n", "7768 NGC 7768 357.744 27.1473\n", "7769 NGC 7769 357.767 20.1504\n", "7770 NGC 7770 357.844 20.0968\n", "7771 NGC 7771 357.854 20.1118\n", "7772 NGC 7772 357.942 16.2467\n", "7773 NGC 7773 358.041 31.2767\n", "7774 NGC 7774 358.044 11.4703\n", "7775 NGC 7775 358.102 28.7728\n", "7776 NGC 7776 358.569 -13.5865\n", "7777 NGC 7777 358.302 28.2835\n", "7778 NGC 7778 358.332 7.87092\n", "7779 NGC 7779 358.362 7.87566\n", "7780 NGC 7780 358.384 8.11814\n", "7781 NGC 7781 358.442 7.86051\n", "7782 NGC 7782 358.474 7.97061\n", "7783 NGC 7783 358.542 0.382847\n", "7784 NGC 7784 358.807 21.7622\n", "7785 NGC 7785 358.829 5.91576\n", "7786 NGC 7786 358.84 21.5881\n", "7787 NGC 7787 359.033 0.549439\n", "7788 NGC 7788 359.179 61.395\n", "7789 NGC 7789 359.334 56.726\n", "7790 NGC 7790 359.613 61.21\n", "7791 NGC 7791 359.495 10.7558\n", "7792 NGC 7792 359.515 16.5015\n", "7793 NGC 7793 359.457 -32.591\n", "7794 NGC 7794 359.642 10.7283\n", "7795 NGC 7795 359.654 60.035\n", "7796 NGC 7796 359.749 -55.4583\n", "7797 NGC 7797 359.745 3.63476\n", "7798 NGC 7798 359.856 20.7498\n", "7799 NGC 7799 359.835 31.2853\n", "7800 NGC 7800 359.901 14.8056\n", "7801 NGC 7801 0.1 50.7\n", "7802 NGC 7802 0.25179 6.24214\n", "7803 NGC 7803 0.333204 13.1112\n", "7804 NGC 7804 0.3456 7.7392\n", "7805 NGC 7805 0.361561 31.4337\n", "7806 NGC 7806 0.375214 31.4419\n", "7807 NGC 7807 0.110897 -18.8418\n", "7808 NGC 7808 0.883882 -10.7447\n", "7809 NGC 7809 0.539362 2.94111\n", "7810 NGC 7810 0.579838 12.9716\n", "7811 NGC 7811 0.610084 3.35193\n", "7812 NGC 7812 0.726903 -34.2356\n", "7813 NGC 7813 1.03803 -11.9839\n", "7814 NGC 7814 0.812279 16.1452\n", "7815 NGC 7815 0.8462 20.6892\n", "7816 NGC 7816 0.953663 7.47871\n", "7817 NGC 7817 0.995413 20.7523\n", "7818 NGC 7818 1.03694 7.37945\n", "7819 NGC 7819 1.10206 31.472\n", "7820 NGC 7820 1.12824 5.2003\n", "7821 NGC 7821 1.3196 -16.4769\n", "7822 NGC 7822 0.28575 67.4214\n", "7823 NGC 7823 1.18998 -62.0615\n", "7824 NGC 7824 1.276 6.92014\n", "7825 NGC 7825 1.27766 5.20362\n", "7826 NGC 7826 1.32083 -20.6917\n", "7827 NGC 7827 1.36521 5.22234\n", "7828 NGC 7828 1.61284 -13.4161\n", "7829 NGC 7829 1.62077 -13.4206\n", "7830 NGC 7830 1.546 8.3725\n", "7831 NGC 7831 1.83157 32.6092\n", "7832 NGC 7832 1.61854 -3.71614\n", "7833 NGC 7833 1.6224 27.6391\n", "7834 NGC 7834 1.65754 8.36794\n", "7835 NGC 7835 1.69497 8.42601\n", "7836 NGC 7836 2.00677 33.0706\n", "7837 NGC 7837 1.71423 8.3513\n", "7838 NGC 7838 1.72471 8.35094\n", "7839 NGC 7839 1.75208 27.6355\n", "7840 NGC 7840 1.7711 8.4225\n" ] } ], "source": [ "galaxynamear = np.array([])\n", "raar = np.array([])\n", "decar = np.array([])\n", "for i in range(1,7841):\n", " galaxyname,ra,dec = process(i)\n", " galaxynamear = np.append(galaxynamear,galaxyname)\n", " raar = np.append(raar,ra)\n", " decar = np.append(decar,dec)\n" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "catalog = pd.DataFrame([[galaxynamear, raar, decar]]\n", " , columns=['galaxyname', 'ra', 'dec'])" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " galaxyname \\\n", "0 [NGC 1, NGC 2, NGC 3, NGC 4, NGC 5, NGC 6, NGC... \n", "\n", " ra \\\n", "0 [1.81607, 1.82132, 1.81999, 1.85167, 1.95361, ... \n", "\n", " dec \n", "0 [27.7081, 27.6783, 8.30166, 8.375, 35.3623, 32... \n" ] } ], "source": [ "print(catalog)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'Equinoctial coordinate system')" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "##在赤道坐标系画出图\n", "ra_E_cor = np.array(catalog['ra'][0])* u.deg\n", "dec_E_cor = np.array(catalog['dec'][0])* u.deg\n", "\n", "c = SkyCoord(ra=ra_E_cor, dec=dec_E_cor, frame='icrs')\n", "\n", "fig = plt.figure(dpi=100,figsize=(10,10))\n", "ax = fig.add_subplot(111, projection=\"mollweide\")\n", "ax.scatter(c.ra.wrap_at(180*u.degree).radian, c.dec.radian,s=1)\n", "plt.title('Equinoctial coordinate system',size=20)\n" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'Galactic coordinate system')" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "##在银道坐标系画出图\n", "galactic_coords = c.galactic\n", "\n", "fig = plt.figure(dpi=100,figsize=(10,10))\n", "ax = fig.add_subplot(111, projection=\"mollweide\")\n", "ax.scatter(galactic_coords.l.wrap_at(180*u.degree).radian, galactic_coords.b.radian,s=1) \n", "plt.title('Galactic coordinate system',size=20)\n" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "def distance(x1, y1, x2, y2):\n", " c1 = SkyCoord(ra=x1*u.degree, dec=y1*u.degree, frame='icrs')\n", " c2 = SkyCoord(ra=x2*u.degree, dec=y2*u.degree, frame='icrs')\n", " return c1.separation(c2).degree\n", "\n", "def closest_points(x, y):\n", " min_distance = float('inf')\n", " closest_pair = None\n", " for i in range(len(x)):\n", " print(i)\n", " for j in range(i+1, len(x)):\n", " dist = distance(x[i], y[i], x[j], y[j])\n", " if (dist < min_distance)&(dist>0):\n", " min_distance = dist\n", " closest_pair = ((x[i], y[i]), (x[j], y[j]))\n", " return closest_pair\n", "\n", "x = catalog['ra'][0]\n", "y = catalog['dec'][0]\n", "closest = closest_points(x, y)\n" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "NGC星表中最近的两个星系的距离是 0.0001 deg\n" ] } ], "source": [ "print(\"NGC星表中最近的两个星系的距离是 {:.6} deg\".format(closest))\n", "#((306.278, -24.8092), (306.278, -24.8093))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "NGC6908在NGC6907的一条悬臂的背景上，没办法分开\n", "再比如NGC1575和NGC1577也叠在一起..\n", "没办法做到完全让每个Pixel只有一个星系..\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### SSY: NGC1577可能是个假的星系" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Approximate resolution at NSIDE 49999 is 0.0011727 deg\n" ] } ], "source": [ "#找到pixelsize小于最近的两个星系距离所需要的NSIDE\n", "for i in range(5,50000):\n", " NSIDE = i\n", " if (hp.nside2resol(NSIDE, arcmin=True) / 60)<=closest:\n", " break\n", "print(\n", " \"Approximate resolution at NSIDE {} is {:.5} deg\".format(\n", " NSIDE, hp.nside2resol(NSIDE, arcmin=True) / 60\n", " )\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "作业2" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#第1题\n", "lon = 110*np.pi/180\n", "lat = 30*np.pi/180\n", "\n", "NSIDE = 4096\n", "NPIX = hp.nside2npix(NSIDE)\n", "vec = hp.ang2vec(lon, lat)\n", "ipix_disc = hp.query_disc(nside=NSIDE, vec=vec, radius=np.radians(2.5))\n", "m = np.arange(NPIX)\n", "m[ipix_disc] = m.max()\n", "\n", "hp.mollview(m, title=\"\",cbar=False, cmap=None)\n", "hp.graticule(coord='E')\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "### SSY: 方法讨巧，但是中心位置好像不对" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "黄色区域是LAMOST在（110，30）观测的范围" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "m= -2.6999999999999993\n", "apprant size = 1.031e+04 arcsec\n", "mean surface brightness = 18.12 mag/arcsec^2\n" ] } ], "source": [ "#第2题\n", "#100kpc\n", "L = 10**11 #Lsun\n", "Re = 5 #kpc\n", "M_sun_v_abs = 4.8\n", "distance = 100 #kpc\n", "M_MW_abs = M_sun_v_abs-2.5*np.log10(L/1) #mag\n", "m= M_MW_abs+5*np.log10(distance*1e3)-5 #mag\n", "print('m=',m)\n", "arctpc = distance/1e3*np.pi/0.648 # 1 arcsecond corresponding to pc \n", "Re_appsize = Re*1e3/arctpc #arcsec\n", "print(\"apprant size = {:.4} arcsec\".format(Re_appsize))\n", "M_MW_abs_Re = M_sun_v_abs-2.5*np.log10(L/2/(Re_appsize**2)/1) #mag/arcsec^2\n", "m_Re= M_MW_abs_Re+5*np.log10(distance*1e3)-5 #mag/arcsec^2\n", "print(\"mean surface brightness = {:.4} mag/arcsec^2\".format(m_Re))" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "m= 12.3\n", "apprant size = 10.31 arcsec\n", "mean surface brightness = 18.12 mag/arcsec^2\n" ] } ], "source": [ "#1Mpc\n", "L = 10**11 #Lsun\n", "Re = 5 #kpc\n", "M_sun_v_abs = 4.8\n", "distance = 100*1e3 #kpc\n", "M_MW_abs = M_sun_v_abs-2.5*np.log10(L/1) #mag\n", "m= M_MW_abs+5*np.log10(distance*1e3)-5 #mag\n", "print('m=',m)\n", "arctpc = distance/1e3*np.pi/0.648 # 1 arcsecond corresponding to pc \n", "Re_appsize = Re*1e3/arctpc #arcsec\n", "print(\"apprant size = {:.4} arcsec\".format(Re_appsize))\n", "M_MW_abs_Re = M_sun_v_abs-2.5*np.log10(L/2/(Re_appsize**2)/1) #mag/arcsec^2\n", "m_Re= M_MW_abs_Re+5*np.log10(distance*1e3)-5 #mag/arcsec^2\n", "print(\"mean surface brightness = {:.4} mag/arcsec^2\".format(m_Re))\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 建议把题目抄上去，这样可以留存" ] } ], "metadata": { "kernelspec": { "display_name": "base", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.3" } }, "nbformat": 4, "nbformat_minor": 2 }