{"url":"https://api.github.com/gists/3007180","forks_url":"https://api.github.com/gists/3007180/forks","commits_url":"https://api.github.com/gists/3007180/commits","id":"3007180","node_id":"MDQ6R2lzdDMwMDcxODA=","git_pull_url":"https://gist.github.com/3007180.git","git_push_url":"https://gist.github.com/3007180.git","html_url":"https://gist.github.com/mbostock/3007180","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/eff48bca26d9daeff85b73c59bcd0139179bcff6/.block","size":85,"truncated":false,"content":"license: gpl-3.0\nheight: 960\nredirect: https://observablehq.com/@mbostock/exoplanets\n","encoding":"utf-8"},".gitignore":{"filename":".gitignore","type":"text/plain","language":"Ignore List","raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/378eac25d311703f3f2cd456d8036da525cd0366/.gitignore","size":6,"truncated":false,"content":"build\n","encoding":"utf-8"},"Makefile":{"filename":"Makefile","type":"text/plain","language":"Makefile","raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/c9d020c8ee72fa441dd73f9128149c338beb6519/Makefile","size":379,"truncated":false,"content":"GENERATED_FILES = \\\n\texoplanets.csv\n\nall: $(GENERATED_FILES)\n\nclean:\n\trm -rf -- $(GENERATED_FILES)\n\nbuild/exoplanets.zip:\n\tmkdir -p build\n\tcurl -o $@ 'http://www.hpcf.upr.edu/~abel/phl/phl_hec_all_confirmed.csv.zip'\n\nexoplanets.csv: build/exoplanets.zip planets.csv\n\tunzip -u -d build $<\n\tcp -f planets.csv $@\n\tcut -d, -f1,12,46 build/phl_hec_all_confirmed.csv | tail -n+2 >> $@\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/51568dba4d0b4011d80b219b481775cdb39936a5/README.md","size":1213,"truncated":false,"content":"This is a recreation (for the purpose of tinkering with a simplified version) of [Lane Harrison](http://codementum.org)’s [Exoplanets interactive](http://codementum.org/exoplanets/), which was inspired by Randall Munroe’s [XKCD comic](http://xkcd.com/1071/). The data is from the [Planetary Habitability Laboratory](http://phl.upr.edu/projects/habitable-exoplanets-catalog/data/database).\n\nD3’s [pack layout](https://github.com/mbostock/d3/wiki/Pack-Layout) places circles so that they touch by default. The XKCD version however uses padding, which is more aesthetically pleasing. Fortunately, D3 2.10’s pack layout now supports padding. You could achieve a similar result through [collision detection](http://mbostock.github.com/d3/talk/20111018/collision.html), but the pack layout is faster to compute. My implementation uses a [quantize scale](https://github.com/mbostock/d3/wiki/Quantitative-Scales#wiki-quantize) for color, which is my best guess to what’s used in the original, but I can’t know for sure. I make no guarantees to the accuracy of this chart. I also removed extra dimensions to reduce the size of the data file, but as a consequence I can’t show additional details on mouseover.","encoding":"utf-8"},"exoplanets.csv":{"filename":"exoplanets.csv","type":"text/csv","language":"CSV","raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/a802c6cb03db791e16f9d58c22b083716200bae1/exoplanets.csv","size":23432,"truncated":false,"content":"name,radius,distance\nJupiter,10.97,0\nSaturn,9.14,0\nUranus,3.98,0\nNeptune,3.86,0\nEarth,1,0\nVenus,0.950,0\nMars,0.532,0\nMercury,0.383,0\nPluto,0.181,0\n11 Com b,12.64,110.60\n11 UMi b,12.89,119.50\n14 And b,13.18,76.40\n14 Her b,13.24,18.10\n16 Cyg B b,13.69,21.41\n18 Del b,12.90,73.10\n1RXS1609 b,19.04,145.00\n24 Sex b,13.62,74.80\n24 Sex c,13.99,74.80\n2M 0103(AB) b,12.74,47.20\n2M 0122-2439 b,12.74,36.00\n2M 044144 b,13.04,140.00\n2M 0746+20 b,10.86,12.21\n2M 2140+16 b,10.30,25.00\n2M 2206-20 b,14.56,26.67\n2M1207 b,13.31,52.40\n30 Ari B b,12.92,39.40\n4 Uma b,13.06,78.50\n42 Dra b,13.32,97.30\n47 Uma b,13.51,13.97\n47 Uma c,14.21,13.97\n47 Uma d,13.70,13.97\n51 Peg b,14.28,14.70\n55 Cnc b,14.03,12.34\n55 Cnc c,8.48,12.34\n55 Cnc d,13.33,12.34\n55 Cnc e,1.99,12.34\n55 Cnc f,7.75,12.34\n6 Lyn b,13.53,56.90\n61 Vir b,1.89,8.52\n61 Vir c,4.63,8.52\n61 Vir d,5.26,8.52\n7 CMa b,13.50,19.75\n70 Vir b,13.09,22.00\n75 Cet b,13.37,81.50\n81 Cet b,13.19,97.20\n91 Aqr b,13.41,45.90\nAB Pic b,12.79,47.30\nalf Ari b,13.66,20.20\nalf Cen B b,1.10,1.30\nBD +48 738 b,13.90,\nBD+15 2940 b,13.81,585.00\nBD+20 274 c,13.22,\nBD-061339 b,3.29,20.00\nBD-061339 c,9.22,20.00\nBD-082823 b,4.04,42.20\nBD-082823 c,14.44,42.20\nBD-10 3166 b,14.26,66.00\nBD-17 63 b,13.20,34.60\nBD14 4559 b,13.75,50.00\nBD20 2457 b,12.60,200.00\nBD20 2457 c,12.82,200.00\nbeta Pic b,13.07,19.30\nCD-35 2722 b,12.44,21.30\nCFBDS 1458 b,13.10,23.10\nCHXR 73 b,12.78,\nCoRoT-1 b,16.69,460.00\nCoRoT-10 b,10.86,345.00\nCoRoT-11 b,16.02,560.00\nCoRoT-12 b,16.13,1150.00\nCoRoT-13 b,9.91,1310.00\nCoRoT-14 b,12.21,1340.00\nCoRoT-16 b,13.10,840.00\nCoRoT-17 b,11.42,920.00\nCoRoT-18 b,14.67,870.00\nCoRoT-19 b,14.45,800.00\nCoRoT-2 b,16.41,300.00\nCoRoT-20 b,9.41,1230.00\nCoRoT-21 b,14.56,\nCoRoT-23 b,12.10,600.00\nCoRoT-25 b,12.10,1000.00\nCoRoT-26 b,14.11,1670.00\nCoRoT-3 b,11.31,680.00\nCoRoT-4 b,13.33,\nCoRoT-5 b,14.90,400.00\nCoRoT-6 b,13.06,\nCoRoT-7 b,1.67,150.00\nCoRoT-7 c,2.43,150.00\nCoRoT-8 b,6.37,380.00\nCoRoT-9 b,10.53,460.00\nCT Cha b,24.64,165.00\nDH Tau b,12.81,\nDP Leo b,13.07,\neps CrB b,13.02,67.90\neps Eridani b,13.73,3.20\neps Tau b,13.03,45.00\nFomalhaut b,13.61,7.70\nFU Tau b,12.74,140.00\ngamma 1 Leo b,12.97,38.50\ngamma Cephei b,13.65,13.79\nGJ 1214 b,2.67,13.00\nGJ 163 b,3.71,15.00\nGJ 163 c,2.43,15.00\nGj 163 d,5.58,15.00\nGJ 176 b,2.43,9.42\nGJ 3021 b,13.38,17.62\nGJ 317 b,13.66,15.10\nGJ 317 c,13.61,15.10\nGJ 328 b,13.49,19.80\nGJ 3470 b,4.19,30.70\nGJ 3634 b,2.20,19.80\nGJ 433 b,2.01,9.04\nGJ 433 c,7.63,9.04\nGJ 436 b,4.09,10.20\nGJ 504 b,13.24,17.56\nGJ 667C b,1.95,7.23\nGJ 667C c,1.74,7.23\nGJ 667C d,2.19,7.23\nGJ 667C e,1.52,7.23\nGJ 667C f,1.52,7.23\nGJ 667C g,1.93,7.23\nGJ 674 b,3.62,4.54\nGJ 676A b,13.21,16.45\nGJ 676A c,13.37,16.45\nGJ 676A d,1.90,16.45\nGJ 676A e,3.87,16.45\nGJ 832 b,14.13,4.94\nGJ 849 b,13.97,9.10\nGJ 849 c,13.98,9.10\nGl 179 b,14.02,12.30\nGl 581 b,4.29,6.21\nGl 581 c,1.94,6.21\nGl 581 d,2.05,6.21\nGl 581 e,1.27,6.21\nGl 649 b,14.44,10.34\nGl 649 c,3.49,10.34\nGl 86 b,13.31,10.90\nGliese 876 b,13.56,4.70\nGliese 876 c,14.08,4.70\nGliese 876 d,2.15,4.70\nGliese 876 e,4.09,4.70\nGQ Lup b,20.16,140.00\nGSC 06214-00210 b,12.69,145.00\nHAT-P-1 b,14.77,139.00\nHAT-P-11 b,4.73,38.00\nHAT-P-12 b,10.69,142.50\nHAT-P-13 b,14.34,214.00\nHAT-P-13 c,12.76,214.00\nHAT-P-14 b,13.44,205.00\nHAT-P-15 b,12.01,190.00\nHAT-P-16 b,14.44,235.00\nHAT-P-17 b,11.31,90.00\nHAT-P-17 c,13.77,90.00\nHAT-P-18 b,11.09,166.00\nHAT-P-19 b,12.68,215.00\nHAT-P-2 b,10.65,118.00\nHAT-P-20 b,9.71,70.00\nHAT-P-21 b,11.47,254.00\nHAT-P-22 b,12.10,82.00\nHAT-P-23 b,15.32,393.00\nHAT-P-24 b,13.91,306.00\nHAT-P-25 b,13.33,297.00\nHAT-P-26 b,6.32,134.00\nHAT-P-27-WASP-40 b,11.82,204.00\nHAT-P-28 b,13.57,395.00\nHAT-P-29 b,12.40,322.00\nHAT-P-3 b,9.26,130.00\nHAT-P-30-WASP-51 b,15.01,193.00\nHAT-P-31 b,11.98,354.00\nHAT-P-32 b,22.81,320.00\nHAT-P-33 b,20.46,419.00\nHAT-P-34 b,12.40,257.00\nHAT-P-35 b,14.92,535.00\nHAT-P-36 b,14.16,317.00\nHAT-P-37 b,13.19,411.00\nHAT-P-38 b,9.24,249.00\nHAT-P-39 b,17.60,642.00\nHAT-P-4 b,14.22,310.00\nHAT-P-40 b,19.38,501.00\nHAT-P-41 b,17.12,311.00\nHAT-P-42 b,14.30,447.00\nHAT-P-43 b,14.37,543.00\nHAT-P-44 b,14.34,374.00\nHAT-P-44 c,13.65,374.00\nHAT-P-45 b,15.97,305.00\nHAT-P-46 b,14.38,296.00\nHAT-P-46 c,13.55,296.00\nHAT-P-5 b,14.02,340.00\nHAT-P-6 b,14.90,200.00\nHAT-P-7 b,15.92,320.00\nHAT-P-8 b,16.80,230.00\nHAT-P-9 b,15.68,480.00\nHATS-1 b,14.58,303.00\nHATS-2 b,13.08,360.00\nHATS-3 b,15.47,453.00\nHD 100655 b,13.69,122.00\nHD 100777 b,13.86,52.80\nHD 10180 c,3.85,39.40\nHD 10180 d,3.62,39.40\nHD 10180 e,5.54,39.40\nHD 10180 f,5.39,39.40\nHD 10180 g,5.06,39.40\nHD 10180 h,9.38,39.40\nHD 101930 b,11.69,30.49\nHD 102117 b,8.56,42.00\nHD 102195 b,14.30,28.98\nHD 102272 b,13.14,360.00\nHD 102272 c,13.50,360.00\nHD 102329 b,13.14,158.00\nHD 102365 b,4.29,9.24\nHD 102956 b,13.94,126.00\nHD 103197 b,6.25,49.30\nHD 103774 b,14.32,55.00\nHD 104067 b,8.95,20.80\nHD 104985 b,13.11,102.00\nHD 106252 b,13.03,37.44\nHD 106270 b,12.87,84.90\nHD 10647 b,13.96,17.30\nHD 106515A b,12.87,35.20\nHD 10697 b,13.11,32.56\nHD 107148 b,9.57,51.30\nHD 108147 b,10.81,38.57\nHD 108863 b,13.50,139.00\nHD 108874 b,13.79,68.50\nHD 108874 c,13.92,68.50\nHD 109246 b,14.05,65.60\nHD 109271 b,4.85,62.00\nHD 109271 c,5.87,62.00\nHD 109749 b,11.25,59.00\nHD 110014 b,12.87,90.00\nHD 111232 b,13.08,29.00\nHD 113337 b,13.40,36.90\nHD 113538 b,11.02,15.80\nHD 113538 c,14.08,15.80\nHD 114386 b,13.83,28.00\nHD 114386 c,13.78,28.00\nHD 114729 b,14.01,35.00\nHD 114762 b,12.87,39.46\nHD 114783 b,13.93,20.40\nHD 11506 b,13.37,53.82\nHD 11506 c,14.02,53.82\nHD 116029 b,13.59,123.20\nHD 117207 b,13.60,33.00\nHD 117618 b,8.73,38.00\nHD 117618 c,10.10,38.00\nHD 118203 b,13.59,88.60\nHD 11964 b,14.14,33.98\nHD 11964 c,5.54,33.98\nHD 11977 b,13.09,66.50\nHD 120084 b,13.19,97.70\nHD 121504 b,13.84,44.37\nHD 122430 b,13.34,135.00\nHD 125595 b,3.89,27.40\nHD 125612 b,13.43,52.82\nHD 125612 c,4.66,52.82\nHD 125612 d,13.05,52.82\nHD 126525 b,9.93,38.10\nHD 12661 b,13.55,37.16\nHD 12661 c,13.72,37.16\nHD 126614 b,14.37,72.40\nHD 128311 b,13.57,16.60\nHD 128311 c,13.40,16.60\nHD 129445 b,13.71,67.61\nHD 130322 b,13.92,30.00\nHD 131496 b,13.57,110.00\nHD 13189 b,12.77,185.00\nHD 132406 b,13.16,71.00\nHD 132563B b,13.75,96.00\nHD 134060 b,3.52,24.20\nHD 134060 c,7.95,24.20\nHD 134606 b,2.57,26.50\nHD 134606 c,3.69,26.50\nHD 134606 d,7.03,26.50\nHD 134987 b,13.72,22.20\nHD 134987 c,14.02,22.20\nHD 136352 b,1.92,14.80\nHD 136352 c,3.56,14.80\nHD 136352 d,3.22,14.80\nHD 136418 b,13.61,98.20\nHD 137388 b,9.90,38.00\nHD 13808 b,3.37,28.60\nHD 13808 c,3.57,28.60\nHD 13908 b,13.93,71.20\nHD 13908 c,13.14,71.20\nHD 13931 b,13.64,44.20\nHD 139357 b,12.92,121.40\nHD 141937 b,12.93,33.46\nHD 142 b,13.82,20.60\nHD 142 c,13.19,20.60\nHD 142022 A b,13.20,35.87\nHD 142245 b,13.64,109.50\nHD 142415 b,13.71,34.20\nHD 143361 b,13.42,59.35\nHD 145377 b,13.15,57.70\nHD 145457 b,13.45,126.00\nHD 1461 b,2.30,23.40\nHD 1461 c,2.03,23.40\nHD 147018 b,13.59,42.96\nHD 147018 c,13.09,42.96\nHD 147513 b,13.84,12.90\nHD 148156 b,14.00,53.05\nHD 148427 b,13.94,59.30\nHD 149026 b,8.04,78.90\nHD 149143 b,13.79,63.00\nHD 1502 b,13.42,159.00\nHD 150433 b,8.45,29.60\nHD 150706 b,13.48,27.20\nHD 152079 b,13.43,85.17\nHD 152581 b,13.74,186.00\nHD 153950 b,13.48,49.60\nHD 154088 b,2.06,17.80\nHD 154345 b,13.93,18.06\nHD 154672 b,13.21,65.80\nHD 154857 b,13.66,68.50\nHD 155358 b,14.00,43.00\nHD 155358 c,14.02,43.00\nHD 156279 b,12.93,36.60\nHD 156411 b,14.06,55.10\nHD 156668 b,1.72,24.50\nHD 157172 b,7.00,31.90\nHD 158038 b,13.66,103.60\nHD 159243 b,13.81,69.20\nHD 159243 c,13.57,69.20\nHD 159868 b,13.59,52.70\nHD 159868 c,14.07,52.70\nHD 16141 b,9.70,35.90\nHD 16175 b,13.27,59.80\nHD 162020 b,12.76,31.26\nHD 163607 b,14.05,69.00\nHD 163607 c,13.55,69.00\nHD 16417 b,5.13,25.50\nHD 164509 b,14.26,52.00\nHD 164604 b,13.48,38.00\nHD 164922 b,14.40,21.93\nHD 166724 b,13.30,42.30\nHD 167042 b,13.71,50.00\nHD 168443 b,13.03,37.38\nHD 168443 c,12.69,37.38\nHD 168746 b,10.07,43.12\nHD 1690 b,13.12,319.00\nHD 169830 b,13.45,36.32\nHD 169830 c,13.30,36.32\nHD 170469 b,14.11,64.97\nHD 17092 b,13.25,109.00\nHD 171028 b,13.62,90.00\nHD 171238 b,13.50,50.28\nHD 17156 b,12.26,78.24\nHD 173416 b,13.48,135.00\nHD 175167 b,13.02,67.02\nHD 175541 b,14.15,128.00\nHD 176051 b,13.74,14.99\nHD 177830 b,13.75,59.00\nHD 177830 c,7.93,59.00\nHD 178911 B b,13.11,46.73\nHD 179079 b,5.58,63.69\nHD 179949 b,13.95,27.00\nHD 180314 b,12.58,132.00\nHD 180902 b,13.71,110.00\nHD 181342 b,13.39,110.60\nHD 181433 b,2.30,26.15\nHD 181433 c,14.13,26.15\nHD 181433 d,14.21,26.15\nHD 181720 b,14.39,56.00\nHD 183263 b,13.35,53.00\nHD 183263 c,13.33,53.00\nHD 185269 b,13.95,47.00\nHD 187085 b,14.06,44.98\nHD 187123 b,14.23,50.00\nHD 187123 c,13.62,50.00\nHD 18742 b,13.48,135.00\nHD 188015 b,13.82,52.60\nHD 189567 b,3.32,17.70\nHD 189733 b,12.75,19.30\nHD 190360 b,13.74,15.89\nHD 190360 c,4.61,15.89\nHD 190647 b,13.64,54.20\nHD 190984 b,13.42,103.00\nHD 192263 b,14.07,19.90\nHD 192310 b,4.43,8.82\nHD 192310 c,5.38,8.82\nHD 192699 b,13.51,67.00\nHD 195019 b,13.34,37.36\nHD 196050 b,13.46,46.90\nHD 196067 b,13.01,44.30\nHD 196885 A b,13.44,33.00\nHD 197037 b,14.03,33.00\nHD 19994 b,13.69,22.38\nHD 20003 b,3.67,43.80\nHD 20003 c,3.90,43.80\nHD 200964 b,13.65,68.40\nHD 200964 c,13.97,68.40\nHD 202206 b,12.68,46.34\nHD 202206 c,13.52,46.34\nHD 20367 b,13.90,27.00\nHD 2039 b,13.22,89.80\nHD 204313 b,13.36,47.37\nHD 204313 c,4.48,47.37\nHD 204313 d,13.69,47.37\nHD 204941 b,10.93,27.00\nHD 205739 b,13.78,90.30\nHD 206610 b,13.57,194.00\nHD 20781 b,3.67,35.40\nHD 20781 c,4.27,35.40\nHD 20782 b,13.64,36.02\nHD 207832 b,14.13,54.40\nHD 207832 c,14.00,54.40\nHD 20794 b,1.44,6.06\nHD 20794 c,1.38,6.06\nHD 20794 d,1.83,6.06\nHD 208487 b,14.34,45.00\nHD 208527 b,12.86,320.20\nHD 20868 b,13.62,48.90\nHD 209458 b,15.46,47.00\nHD 210277 b,13.83,21.29\nHD 210702 b,13.64,56.00\nHD 212301 b,14.30,52.70\nHD 212771 b,13.55,131.00\nHD 213240 b,13.26,40.75\nHD 215152 b,1.45,21.50\nHD 215152 c,1.52,21.50\nHD 215456 b,6.35,38.00\nHD 215456 c,10.46,38.00\nHD 215497 b,2.10,44.00\nHD 215497 c,14.44,44.00\nHD 216435 b,13.82,33.30\nHD 216437 b,13.66,26.50\nHD 216770 b,14.12,38.00\nHD 21693 b,3.35,32.40\nHD 21693 c,4.95,32.40\nHD 217107 b,13.80,19.72\nHD 217107 c,13.52,19.72\nHD 217786 b,12.80,54.80\nHD 218566 b,9.57,29.94\nHD 219077 b,12.84,29.35\nHD 219415 b,13.86,\nHD 219828 b,5.01,81.10\nHD 220074 b,12.81,290.20\nHD 220689 b,13.83,44.60\nHD 220773 b,13.76,49.00\nHD 221287 b,13.42,52.90\nHD 222155 b,13.64,49.10\nHD 222582 b,13.02,42.00\nHD 224693 b,14.08,94.00\nHD 22781 b,12.78,31.79\nHD 23079 b,13.51,34.80\nHD 23127 b,13.74,89.10\nHD 231701 b,13.89,108.40\nHD 233604 b,13.03,\nHD 23596 b,13.00,52.00\nHD 240210 b,13.07,143.00\nHD 240237 b,13.19,1500.00\nHD 24040 b,13.31,46.51\nHD 25171 b,13.95,55.00\nHD 2638 b,14.26,53.71\nHD 27442 b,13.79,18.10\nHD 27631 b,13.69,45.50\nHD 27894 b,14.15,42.37\nHD 28185 b,13.15,39.40\nHD 28254 b,13.86,56.20\nHD 285507 b,13.90,41.30\nHD 28678 b,13.69,227.00\nHD 290327 b,13.51,54.90\nHD 2952 b,13.65,115.20\nHD 30177 b,13.02,55.00\nHD 30562 b,13.81,26.50\nHD 30856 b,13.66,118.10\nHD 31253 b,14.25,53.82\nHD 31527 b,3.58,38.60\nHD 31527 c,4.28,38.60\nHD 31527 d,4.38,38.60\nHD 32518 b,13.43,117.40\nHD 330075 b,14.15,50.20\nHD 33142 b,13.81,126.00\nHD 33283 b,14.44,86.00\nHD 33564 b,12.95,20.98\nHD 34445 b,14.03,46.50\nHD 3651 b,9.32,11.00\nHD 3651 c,6.46,11.00\nHD 37124 b,14.11,33.00\nHD 37124 c,14.12,33.00\nHD 37124 d,14.09,33.00\nHD 37605 b,13.46,44.00\nHD 37605 c,13.32,44.00\nHD 38283 b,14.43,37.70\nHD 38529 b,14.04,39.28\nHD 38529 c,12.67,39.28\nHD 38801 b,12.89,99.40\nHD 38858 b,6.18,15.20\nHD 39091 b,12.90,18.32\nHD 39194 b,1.64,25.90\nHD 39194 c,2.03,25.90\nHD 39194 d,1.90,25.90\nHD 40307 b,1.69,12.80\nHD 40307 c,2.14,12.80\nHD 40307 d,3.21,12.80\nHD 40307 e,1.70,12.80\nHD 40307 f,2.04,12.80\nHD 40307 g,2.39,12.80\nHD 40979 b,13.39,33.30\nHD 41004 A b,13.51,42.50\nHD 41004 B b,12.66,43.03\nHD 4113 b,13.72,44.00\nHD 41248 b,4.03,52.38\nHD 41248 c,3.30,52.38\nHD 4203 b,13.60,77.50\nHD 4208 b,14.03,33.90\nHD 4308 b,3.81,21.90\nHD 4313 b,13.55,137.00\nHD 43197 b,14.16,54.90\nHD 43691 b,13.52,93.20\nHD 44219 b,14.18,50.43\nHD 45184 b,3.78,21.90\nHD 45350 b,13.66,49.00\nHD 45364 b,8.98,32.60\nHD 45364 c,14.12,32.60\nHD 45652 b,14.27,36.00\nHD 46375 b,10.53,33.40\nHD 47186 b,5.24,37.84\nHD 47186 c,14.41,37.84\nHD 47536 b,13.21,121.36\nHD 47536 c,13.00,121.36\nHD 48265 b,13.86,87.40\nHD 49674 b,6.83,40.70\nHD 50499 b,13.68,47.26\nHD 50554 b,13.20,31.03\nHD 51608 b,3.85,34.80\nHD 51608 c,4.59,34.80\nHD 52265 b,13.90,28.00\nHD 52265 c,14.35,28.00\nHD 5319 b,13.63,100.00\nHD 5608 b,13.71,58.20\nHD 5891 b,13.03,251.00\nHD 59686 b,13.19,92.00\nHD 60532 b,13.41,25.70\nHD 60532 c,13.04,25.70\nHD 62509 b,13.45,10.34\nHD 63454 b,14.37,35.80\nHD 63765 b,14.13,32.60\nHD 6434 b,14.36,40.32\nHD 65216 b,13.84,34.30\nHD 65216 c,9.22,34.30\nHD 66141 b,13.07,80.90\nHD 66428 b,13.46,55.00\nHD 6718 b,13.72,55.90\nHD 68988 b,13.64,58.00\nHD 69830 b,3.40,12.60\nHD 69830 c,3.68,12.60\nHD 69830 d,4.66,12.60\nHD 70573 b,13.12,45.70\nHD 70642 b,13.61,28.80\nHD 7199 b,11.47,36.00\nHD 72659 b,13.41,49.80\nHD 73256 b,13.64,36.50\nHD 73267 b,13.42,54.91\nHD 73526 b,13.45,99.00\nHD 73526 c,13.51,99.00\nHD 73534 b,13.86,96.99\nHD 74156 b,13.64,64.56\nHD 74156 c,13.01,64.56\nHD 7449 b,13.88,39.00\nHD 7449 c,13.61,39.00\nHD 75289 b,14.33,28.94\nHD 75898 b,13.51,80.58\nHD 76700 b,9.24,59.70\nHD 77338 b,14.18,40.75\nHD 7924 b,2.56,16.80\nHD 79498 b,13.79,49.00\nHD 80606 b,10.32,58.40\nHD 81040 b,13.07,32.56\nHD 81688 b,13.48,88.26\nHD 82886 b,13.81,125.00\nHD 82943 b,13.23,27.46\nHD 82943 c,13.23,27.46\nHD 82943 d,14.43,27.46\nHD 83443 b,14.35,43.54\nHD 8535 b,14.10,52.50\nHD 85390 b,7.38,33.96\nHD 85390 c,10.10,33.96\nHD 85512 b,1.60,11.15\nHD 8574 b,13.59,44.20\nHD 86081 b,13.74,91.00\nHD 86226 b,13.74,42.48\nHD 86264 b,13.07,72.60\nHD 8673 b,12.77,38.25\nHD 87883 b,12.83,18.10\nHD 88133 b,9.83,74.50\nHD 89307 b,13.61,30.90\nHD 89744 b,13.05,40.00\nHD 89744 c,13.34,40.00\nHD 90156 b,4.61,39.60\nHD 92788 b,13.32,32.82\nHD 92788 c,13.91,32.82\nHD 93083 b,14.39,28.90\nHD 93385 b,2.42,42.20\nHD 93385 c,3.33,42.20\nHD 9446 b,14.09,53.00\nHD 9446 c,13.66,53.00\nHD 95086 b,13.19,90.40\nHD 95089 b,13.84,139.00\nHD 9578 b,14.08,57.24\nHD 96063 b,13.97,158.00\nHD 96127 b,13.31,540.00\nHD 96167 b,14.10,84.00\nHD 96700 b,2.53,25.60\nHD 96700 c,3.78,25.60\nHD 97658 b,2.34,21.10\nHD 98219 b,13.66,134.00\nHD 98649 b,13.02,40.30\nHD 99109 b,14.24,60.50\nHD 99492 b,6.63,18.00\nHD 99492 c,14.40,18.00\nHD 99706 b,13.77,129.00\nHIP 12961 b,14.41,23.00\nHIP 13044 b,13.82,701.00\nHIP 14810 b,13.32,52.90\nHIP 14810 c,13.81,52.90\nHIP 14810 d,14.18,52.90\nHIP 5158 b,13.76,45.00\nHIP 5158 c,12.74,45.00\nHIP 57050 b,11.65,11.00\nHIP 57274 b,3.57,25.92\nHIP 57274 c,14.34,25.92\nHIP 57274 d,14.22,25.92\nHIP 63242 b,12.89,135.00\nHIP 70849 b,12.96,24.00\nHIP 75458 b,12.97,31.50\nHIP 77900 b,12.56,\nHIP 78530 b,12.57,156.70\nHIP 79431 b,13.59,14.40\nHIP 91258 b,13.83,44.90\nHN Peg b,12.32,18.40\nHR 228 b,13.47,\nHR 228 c,13.47,\nHR 810 b,13.56,17.17\nHR 8799 b,12.32,39.40\nHR 8799 c,14.56,39.40\nHR 8799 d,13.44,39.40\nHR 8799 e,12.96,39.40\nHU Aqr(AB) c,13.08,\nHW Vir(AB) b,12.76,181.00\nkappa And b,12.74,51.60\nkappa CrB b,13.71,31.10\nKELT-1 b,12.50,263.00\nKELT-2A b,14.63,128.90\nKELT-3 b,14.93,178.00\nKELT-6 b,13.33,\nKepler-10 b,1.41,173.00\nKepler-10 c,2.23,173.00\nKepler-11 b,1.80,\nKepler-11 c,2.87,\nKepler-11 d,3.12,\nKepler-11 e,4.53,\nKepler-11 f,2.49,\nKepler-11 g,3.67,\nKepler-12 b,18.98,\nKepler-13 b,20.50,\nKepler-14 b,12.72,980.00\nKepler-15 b,10.75,\nKepler-16(AB) b,8.44,\nKepler-17 b,14.69,800.00\nKepler-18 b,2.00,\nKepler-18 c,5.48,\nKepler-18 d,6.96,\nKepler-19 b,2.22,\nKepler-20 b,1.90,290.00\nKepler-20 c,3.06,290.00\nKepler-20 d,2.80,290.00\nKepler-20 e,0.87,290.00\nKepler-20 f,1.01,290.00\nKepler-21 b,1.63,108.00\nKepler-22 b,2.35,190.00\nKepler-23 b,1.90,\nKepler-23 c,3.25,\nKepler-24 b,2.35,\nKepler-24 c,2.80,\nKepler-25 b,2.58,\nKepler-25 c,4.48,\nKepler-26 b,3.58,\nKepler-26 c,3.58,\nKepler-27 b,4.03,\nKepler-27 c,4.93,\nKepler-28 b,3.58,\nKepler-28 c,3.36,\nKepler-29 b,3.58,\nKepler-29 c,2.91,\nKepler-30 b,3.92,\nKepler-30 c,12.32,\nKepler-30 d,8.85,\nKepler-31 b,4.26,\nKepler-31 c,4.26,\nKepler-32 b,4.14,\nKepler-32 c,3.70,\nKepler-33 b,1.79,\nKepler-33 c,3.25,\nKepler-33 d,5.38,\nKepler-33 e,4.03,\nKepler-33 f,4.48,\nKepler-34(AB)  b,8.55,1499.00\nKepler-35(AB) b,8.15,1645.00\nKepler-36 b,1.48,\nKepler-36 c,3.68,\nKepler-37 b,0.30,66.00\nKepler-37 c,0.74,66.00\nKepler-37 d,1.98,66.00\nKepler-38(AB) b,4.37,\nKepler-39 b,13.66,1200.00\nKepler-4 b,4.00,550.00\nKepler-40 b,13.10,2700.00\nKepler-41  b,9.42,730.00\nKepler-42 b,0.78,38.70\nKepler-42 c,0.73,38.70\nKepler-42 d,0.57,38.70\nKepler-43 b,13.44,1950.00\nKepler-44 b,13.89,2250.00\nKepler-45 b,10.75,333.00\nKepler-46 b,9.09,857.00\nKepler-46 c,14.38,857.00\nKepler-47(AB) b,3.02,\nKepler-47(AB) c,4.59,\nKepler-48 b,2.02,\nKepler-48 c,3.36,\nKepler-49 b,2.69,\nKepler-49 c,2.58,\nKepler-5 b,16.03,\nKepler-50 b,2.24,\nKepler-50 c,2.80,\nKepler-51 b,7.06,\nKepler-51 c,5.71,\nKepler-52 b,2.13,\nKepler-52 c,1.79,\nKepler-53 b,2.91,\nKepler-53 c,3.14,\nKepler-54 b,2.13,\nKepler-54 c,1.23,\nKepler-55 b,2.46,\nKepler-55 c,2.24,\nKepler-56 b,6.50,\nKepler-56 c,9.86,\nKepler-56 d,13.33,\nKepler-57 b,2.24,\nKepler-57 c,1.57,\nKepler-58 b,2.80,\nKepler-58 c,2.91,\nKepler-59 b,1.10,\nKepler-59 c,2.02,\nKepler-6 b,14.82,\nKepler-60 b,2.24,\nKepler-60 c,2.46,\nKepler-60 d,2.58,\nKepler-61 b,2.15,326.00\nKepler-62 b,1.31,368.00\nKepler-62 c,0.54,368.00\nKepler-62 d,1.95,368.00\nKepler-62 e,1.61,368.00\nKepler-62 f,1.41,368.00\nKepler-63 b,6.10,200.00\nKepler-65 b,1.42,\nKepler-65 c,2.58,\nKepler-65 d,1.51,\nKepler-66 b,2.80,1107.00\nKepler-67 b,2.91,1107.00\nKepler-68 b,2.30,135.00\nKepler-68 c,0.91,135.00\nKepler-68 d,13.89,135.00\nKepler-69 b,2.24,\nKepler-69 c,1.71,\nKepler-7 b,18.08,\nKepler-70  b,0.76,1180.00\nKepler-70 c,0.87,1180.00\nKepler-71 b,11.71,\nKepler-74 b,14.78,1330.00\nKepler-75 b,11.54,1140.00\nKepler-76 b,14.00,\nKepler-77 b,10.75,570.00\nKepler-78 b,1.20,\nKepler-79 b,3.30,\nKepler-79 c,3.73,\nKepler-79 d,7.17,\nKepler-79 e,3.49,\nKepler-8 b,15.89,1330.00\nKepler-80 b,2.35,\nKepler-80 c,2.58,\nKepler-80 d,1.40,\nKepler-80 e,1.50,\nKepler-80 f,1.30,\nKepler-81 b,2.54,\nKepler-81 c,2.45,\nKepler-82 b,4.00,\nKepler-82 c,5.30,\nKepler-83 b,2.34,\nKepler-83 c,1.94,\nKepler-84 b,2.20,\nKepler-84 c,2.40,\nKepler-85 b,1.99,\nKepler-85 c,2.21,\nKepler-86 b,10.14,\nKepler-87 b,13.55,\nKepler-87 c,6.15,\nKepler-88 b,4.22,385.00\nKepler-88 c,14.04,385.00\nKepler-89 b,1.71,\nKepler-89 c,4.32,\nKepler-89 d,11.20,\nKepler-89 e,6.16,\nKepler-9 b,9.42,\nKepler-9 c,9.21,\nKepler-9 d,1.65,\nKepler-90 b,1.31,\nKepler-90 c,1.19,\nKepler-90 d,2.88,\nKepler-90 e,2.67,\nKepler-90 f,2.89,\nKepler-90 g,8.12,\nKepler-90 h,11.31,\nKIC-10255705 b,7.28,\nKIC-10905746 b,2.65,\nKIC-11152511 b,4.03,\nKIC-12351927(AB) b,4.37,\nKIC-12454613 b,2.69,\nKIC-12557548 b,0.85,470.00\nKIC-5010054 b,6.94,\nKIC-5094412 b,5.71,\nKIC-5522786 b,1.23,\nKIC-5732155 b,12.77,\nKIC-6185331 b,8.06,\nKIC-6372194 b,8.29,\nKIC-6436029 c,3.07,\nKIC-8852719 b,3.53,\nKIC-9662267 b,3.81,\nKIC-9704149 b,4.48,\nKOI-111 b,2.14,\nKOI-111 c,2.05,\nKOI-115 b,4.82,\nKOI-115 c,1.91,\nKOI-117 b,1.58,\nKOI-117 c,1.71,\nKOI-1203 b,2.90,\nKOI-1203 c,2.80,\nKOI-1215 b,2.92,\nKOI-1215 c,3.36,\nKOI-1236 b,4.31,\nKOI-1236 c,3.10,\nKOI-1278 b,2.46,\nKOI-1278 c,3.10,\nKOI-156 b,1.18,\nKOI-156 c,1.60,\nKOI-156 d,2.53,\nKOI-1563 b,3.61,\nKOI-1563 c,3.30,\nKOI-1576 c,2.80,\nKOI-1676 b,3.20,\nKOI-1781 b,1.88,\nKOI-1843 b,0.58,\nKOI-1873 b,2.31,\nKOI-1873 c,5.41,\nKOI-202 b,11.42,\nKOI-2025 b,3.10,\nKOI-2025 c,2.80,\nKOI-206 b,7.84,\nKOI-2672 b,3.47,\nKOI-2672 c,5.26,\nKOI-274 b,1.13,\nKOI-274 c,1.13,\nKOI-282 b,2.90,\nKOI-285 b,3.52,\nKOI-285 c,2.61,\nKOI-370 b,2.65,\nKOI-370 c,4.42,\nKOI-523 b,2.90,\nKOI-523 c,7.11,\nKOI-680 b,7.28,\nKOI-730 b,3.47,\nKOI-730 c,2.58,\nKOI-730 d,2.80,\nKOI-730 e,2.02,\nKOI-82 b,2.20,\nKOI-82 c,1.34,\nKOI-82 d,0.69,\nKOI-834 b,5.61,\nKOI-834 c,2.00,\nksi Aql b,13.46,62.70\nLKCA 15 b,13.13,145.00\nMOA-2007-BLG-192-L b,1.54,700.00\nMOA-2007-BLG-400-L b,13.97,6000.00\nMOA-2008-BLG-310-L b,10.07,6000.00\nMOA-2008-BLG-379L b,13.17,3600.00\nMOA-2009-BLG-266L b,3.38,3040.00\nMOA-2009-BLG-319 b,8.14,6100.00\nMOA-2009-BLG-387L b,13.50,5700.00\nMOA-2010-BLG-328L b,3.42,810.00\nMOA-2010-BLG-477L b,13.74,2300.00\nMOA-2011-BLG-293L b,13.23,7700.00\nMOA-2011-BLG-322 b,12.96,7740.00\nMOA-bin-1 b,13.34,5100.00\nmu Ara b,13.69,15.30\nmu Ara c,3.41,15.30\nmu Ara d,14.23,15.30\nmu Ara e,13.66,15.30\nNGC 2423 3 b,12.89,766.00\nNGC 4349 No 127 b,12.63,2176.00\nNN Ser(AB) c,13.07,500.00\nNN Ser(AB) d,13.55,500.00\nnu Oph b,12.55,46.80\nnu Oph c,12.50,46.80\nNY Vir b,13.49,\nOGLE-05-071L b,13.37,3300.00\nOGLE-05-169L b,3.78,2700.00\nOGLE-05-390L b,1.94,6500.00\nOGLE-06-109L b,14.07,1510.00\nOGLE-06-109L c,11.04,1510.00\nOGLE-2007-BLG-368L b,5.15,5900.00\nOGLE-2009-BLG-151_MOA-2009-232 b,12.97,390.00\nOGLE-2011-BLG-0251 b,13.88,4090.00\nOGLE-2011-BLG-0420 b,12.88,1990.00\nOGLE-2012-BLG-0026L b,7.22,4080.00\nOGLE-2012-BLG-0026L c,14.04,4080.00\nOGLE-2012-BLG-0358L b,13.58,1760.00\nOGLE-2012-BLG-0406L b,13.41,4970.00\nOGLE-TR-10 b,19.26,1500.00\nOGLE-TR-111 b,12.06,1500.00\nOGLE-TR-113 b,12.43,1500.00\nOGLE-TR-132 b,13.78,1500.00\nOGLE-TR-182 b,16.46,\nOGLE-TR-211 b,14.11,\nOGLE-TR-56 b,13.44,1500.00\nOGLE2-TR-L9 b,18.08,900.00\nOGLE235-MOA53 b,13.50,5200.00\nome Ser b,13.62,80.60\nomi CrB b,13.68,84.00\nomi UMa b,13.23,56.30\nOph 11 b,12.60,145.00\nPH1-Kepler-64 b,6.19,\nPOTS-1 b,10.54,\nPr0201 c,14.14,\nPr0211 b,13.59,\nPSR 1257 12 b,0.30,710.00\nPSR 1257 12 c,1.72,710.00\nPSR 1257 12 d,1.66,710.00\nPSR 1719-14 b,4.48,1200.00\nPSR B1620-26 b,13.51,3800.00\nQatar-1 b,13.04,\nQatar-2 b,12.81,\nRoss 458(AB) c,12.98,114.00\nROXs 42B b,12.83,135.00\nRR Cae b,13.22,\nSR 12 AB c,12.80,125.00\nSWEEPS-04b,9.07,8500.00\nSWEEPS-11b,12.66,8500.00\ntau Boo b,13.14,15.60\ntau Gem b,12.55,98.40\nTrES-1b,12.31,157.00\nTrES-2b,13.09,220.00\nTrES-3b,14.62,\nTrES-4b,19.11,479.00\nTrES-5b,13.54,360.00\nups And b,14.15,13.47\nups And c,13.66,13.47\nups And d,12.91,13.47\nups And e,13.90,13.47\nUSco1602-2401 b,12.22,\nUSco1610-1913 b,12.56,\nUSco1612-1800 b,12.46,\nUScoCTIO 108 b,12.72,145.00\nUZ For(ab) d,12.96,\nV391 Peg b,13.41,1400.00\nWASP-1 b,16.62,\nWASP-10 b,12.10,90.00\nWASP-100 b,18.93,\nWASP-101 b,15.79,\nWASP-11-HAT-P-10 b,11.70,125.00\nWASP-12 b,19.44,427.00\nWASP-13 b,15.29,156.00\nWASP-14 b,14.35,160.00\nWASP-15 b,15.99,308.00\nWASP-16 b,11.29,\nWASP-17 b,22.30,\nWASP-18 b,13.05,100.00\nWASP-19 b,15.62,\nWASP-2 b,12.08,144.00\nWASP-20 b,10.08,\nWASP-21 b,13.55,230.00\nWASP-22 b,12.97,300.00\nWASP-23 b,10.77,\nWASP-24 b,12.36,330.00\nWASP-25 b,14.11,169.00\nWASP-26 b,14.35,250.00\nWASP-28 b,12.54,334.00\nWASP-29 b,9.42,80.00\nWASP-3 b,16.28,223.00\nWASP-31 b,17.21,400.00\nWASP-32 b,13.22,\nWASP-33 b,16.11,116.00\nWASP-34 b,13.66,120.00\nWASP-35 b,14.78,\nWASP-36 b,14.21,450.00\nWASP-37 b,12.72,338.00\nWASP-38 b,12.08,110.00\nWASP-39 b,14.22,230.00\nWASP-4 b,15.62,300.00\nWASP-41 b,13.55,180.00\nWASP-42 b,12.10,\nWASP-43 b,11.60,\nWASP-44 b,12.77,\nWASP-45 b,12.99,\nWASP-46 b,14.67,\nWASP-47 b,12.88,200.00\nWASP-48 b,18.70,\nWASP-49 b,12.49,\nWASP-5 b,13.12,297.00\nWASP-50 b,12.75,230.00\nWASP-52 b,14.22,140.00\nWASP-53 b,13.44,\nWASP-54 b,15.68,\nWASP-55 b,14.56,330.00\nWASP-56 b,13.44,\nWASP-57 b,12.32,\nWASP-58 b,15.34,300.00\nWASP-59 b,10.08,125.00\nWASP-6 b,13.71,307.00\nWASP-60 b,10.08,400.00\nWASP-61 b,13.89,480.00\nWASP-62 b,15.57,160.00\nWASP-63 b,16.02,330.00\nWASP-64 b,7.84,\nWASP-65 b,12.45,310.00\nWASP-66 b,15.57,380.00\nWASP-67 b,15.68,225.00\nWASP-68 b,10.08,\nWASP-69 b,11.20,\nWASP-7 b,14.90,140.00\nWASP-70 b,8.96,\nWASP-71 b,16.80,200.00\nWASP-72 b,14.22,\nWASP-75 b,14.22,260.00\nWASP-76 b,20.50,120.00\nWASP-77A b,13.55,\nWASP-78 b,19.60,550.00\nWASP-79 b,19.04,240.00\nWASP-8 b,11.63,87.00\nWASP-80 b,10.66,60.00\nWASP-82 b,18.70,200.00\nWASP-84 b,10.55,120.00\nWASP-90 b,18.26,340.00\nWASP-95 b,13.55,\nWASP-96 b,13.44,\nWASP-97 b,12.66,\nWASP-98 b,12.32,\nWASP-99 b,12.32,\nWD 0806-661B b,13.01,19.20\nWISE 1217+16A b,11.20,10.00\nWISE 1711+3500 b,12.74,19.00\nWTS-1 b,16.69,3200.00\nWTS-2 b,14.56,1000.00\nXO-1 b,13.26,200.00\nXO-2 b,10.90,149.00\nXO-3 b,13.63,260.00\nXO-4 b,15.01,293.00\nXO-5 b,11.54,255.00\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/3dc795cb87e7690bc39a955beefda58ea3546fba/index.html","size":1856,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<title>Exoplanets</title>\n<style>\n\n.group {\n  fill: none;\n  stroke: #000;\n  stroke-width: 1.5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v4.min.js\"></script>\n<script>\n\nvar color = d3.scaleQuantize()\n    .range([\"#156b87\", \"#876315\", \"#543510\", \"#872815\"]);\n\nvar size = 960;\n\nvar pack = d3.pack()\n    .size([size, size])\n    .padding(5);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", size)\n    .attr(\"height\", size);\n\nd3.csv(\"exoplanets.csv\", type, function(error, data) {\n  var planets = data.filter(function(d) { return d.distance === 0; }),\n      exoplanets = data.filter(function(d) { return d.distance !== 0; });\n\n  color.domain(d3.extent(data, function(d) { return d.radius; }));\n\n  var root = d3.hierarchy({children: [{children: planets}].concat(exoplanets)})\n      .sum(function(d) { return d.radius * d.radius; })\n      .sort(function(a, b) {\n        return !a.children - !b.children\n            || isNaN(a.data.distance) - isNaN(b.data.distance)\n            || a.data.distance - b.data.distance;\n      });\n\n  pack(root);\n\n  svg.selectAll(\"circle\")\n    .data(root.descendants().slice(1))\n    .enter().append(\"circle\")\n      .attr(\"r\", function(d) { return d.r; })\n      .attr(\"cx\", function(d) { return d.x; })\n      .attr(\"cy\", function(d) { return d.y; })\n      .classed(\"group\", function(d) { return d.children; })\n    .filter(function(d) { return d.data; })\n      .style(\"fill\", function(d) { return color(d.data.radius); })\n    .append(\"title\")\n      .text(function(d) {\n        return d.data.name\n            + \"\\nplanet radius: \" + d.data.radius + \" EU\"\n            + \"\\nstar distance: \" + (isNaN(d.data.distance) ? \"N/A\" : d.data.distance + \" pc\");\n      });\n});\n\nfunction type(d) {\n  d.radius = +d.radius;\n  d.distance = d.distance ? +d.distance : NaN;\n  return d;\n}\n\n</script>\n","encoding":"utf-8"},"planets.csv":{"filename":"planets.csv","type":"text/csv","language":"CSV","raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/1215294fd1b7598b4997c36f0d5328910a47b826/planets.csv","size":147,"truncated":false,"content":"name,radius,distance\nJupiter,10.97,0\nSaturn,9.14,0\nUranus,3.98,0\nNeptune,3.86,0\nEarth,1,0\nVenus,0.950,0\nMars,0.532,0\nMercury,0.383,0\nPluto,0.181,0\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3007180/raw/ffdc4306956aed1d6cbcbdcfb91adf21d16235ad/thumbnail.png","size":43885,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\nWNkUcJe/PyYPUEjP+8Zje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LSW0NYBQwaORq6v4nte3IZbF49rEMnZLYm2ejQGkUza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\n2Dhaq2PhufFKRhnvooismD1OW5Bs74JYCKhZPrNmjdr1Urijl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