TreeWAS – [H00-H06] Disorders of eyelid, lacrimal system and orbit

Variant effects

Click on a variant to see its association results.

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Genome-wide Chromosomes: 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22

Results table

Variant	Risk posterior probability	No effect posterior probability	Protective posterior probability
rs9272215 lBF = `326.395` Chr`6` : `32,602,105`	1.000	0.000	0.000
rs7775228 lBF = `52.346` Chr`6` : `32,658,079`	0.000	0.000	1.000
rs532965 lBF = `522.853` Chr`6` : `32,577,973`	1.000	0.000	0.000
rs6931277 lBF = `515.908` Chr`6` : `32,583,357`	1.000	0.000	0.000
rs1150758 lBF = `380.161` Chr`6` : `32,028,149`	1.000	0.000	0.000
rs1150754 lBF = `379.048` Chr`6` : `32,050,758`	1.000	0.000	0.000
rs3104413 lBF = `510.724` Chr`6` : `32,582,650`	1.000	0.000	0.000
rs1150755 lBF = `380.176` Chr`6` : `32,038,550`	1.000	0.000	0.000
Affx-28497534 lBF = `50.5526` Chr`6` : `32,629,905`	0.000	0.000	1.000
rs2647015 lBF = `51.8138` Chr`6` : `32,664,093`	0.000	0.000	1.000
rs56536369 lBF = `52.4476` Chr`6` : `32,726,788`	0.000	0.000	1.000
rs4713555 lBF = `213.505` Chr`6` : `32,575,524`	0.000	0.000	1.000
rs2744971 lBF = `35.63` Chr`6` : `34,581,636`	1.000	0.000	0.000
rs35344500 lBF = `333.689` Chr`6` : `32,609,525`	1.000	0.000	0.000
rs9272226 lBF = `235.986` Chr`6` : `32,602,396`	1.000	0.000	0.000
rs28383254 lBF = `97.2454` Chr`6` : `32,585,638`	0.000	0.000	1.000
rs28383249 lBF = `100.141` Chr`6` : `32,585,500`	0.000	0.000	1.000
rs6938239 lBF = `34.3464` Chr`6` : `34,683,635`	1.000	0.000	0.000
rs28383438 lBF = `87.6743` Chr`6` : `32,609,038`	0.000	0.000	1.000
rs9272449 lBF = `449.415` Chr`6` : `32,605,451`	1.000	0.000	0.000
rs502771 lBF = `134.013` Chr`6` : `32,578,970`	1.000	0.000	0.000
rs2858308 lBF = `53.453` Chr`6` : `32,670,000`	0.000	0.000	1.000
rs75789659 lBF = `7.03095` Chr`1` : `77,800,005`	1.000	0.000	0.000
rs34250758 lBF = `518.249` Chr`6` : `32,607,376`	1.000	0.000	0.000
rs424232 lBF = `110.822` Chr`6` : `32,208,324`	1.000	0.000	0.000
rs28383172 lBF = `102.266` Chr`6` : `32,565,979`	0.000	0.000	1.000
rs2647014 lBF = `52.8412` Chr`6` : `32,664,279`	0.000	0.000	1.000
rs28366266 lBF = `92.0158` Chr`6` : `32,559,753`	0.000	0.000	1.000
rs2814993 lBF = `37.1636` Chr`6` : `34,618,893`	1.000	0.000	0.000
rs2814944 lBF = `36.7641` Chr`6` : `34,552,797`	1.000	0.000	0.000
rs2040406 lBF = `386.738` Chr`6` : `32,603,007`	1.000	0.000	0.000
rs9275334 lBF = `329.259` Chr`6` : `32,667,107`	1.000	0.000	0.000
rs62340572 lBF = `14.2173` Chr`4` : `182,592,234`	1.000	0.000	0.000
rs9272559 lBF = `157.261` Chr`6` : `32,607,124`	0.999	0.001	0.000
rs16894959 lBF = `30.3222` Chr`6` : `34,825,662`	0.999	0.001	0.000
rs9275356 lBF = `346.337` Chr`6` : `32,667,850`	0.999	0.001	0.000
rs9275326 lBF = `348.679` Chr`6` : `32,666,660`	0.999	0.001	0.000
rs2856705 lBF = `51.1465` Chr`6` : `32,670,956`	0.000	0.001	0.999
rs502055 lBF = `136.601` Chr`6` : `32,579,003`	0.999	0.001	0.000
rs78169600 lBF = `11.2968` Chr`1` : `31,462,683`	0.999	0.001	0.000
rs7454108 lBF = `345.123` Chr`6` : `32,681,483`	0.999	0.001	0.000
rs9273011 lBF = `165.34` Chr`6` : `32,611,611`	0.999	0.001	0.000
rs3957146 lBF = `341.478` Chr`6` : `32,681,530`	0.999	0.001	0.000
rs9272308 lBF = `332.362` Chr`6` : `32,603,906`	0.999	0.001	0.000
rs3129763 lBF = `328.807` Chr`6` : `32,590,925`	0.999	0.001	0.000
rs9270493 lBF = `326.186` Chr`6` : `32,559,110`	0.999	0.001	0.000
rs2647073 lBF = `96.5928` Chr`6` : `32,574,014`	0.000	0.001	0.999
rs28383271 lBF = `95.9012` Chr`6` : `32,586,134`	0.000	0.001	0.999
rs12101657 lBF = `11.5945` Chr`15` : `49,043,765`	0.999	0.001	0.000
rs9275184 lBF = `339.999` Chr`6` : `32,654,714`	0.999	0.001	0.000
rs9469890 lBF = `33.5115` Chr`6` : `34,763,982`	0.999	0.001	0.000
rs9273401 lBF = `339.214` Chr`6` : `32,627,129`	0.999	0.001	0.000
rs9272630 lBF = `162.464` Chr`6` : `32,608,150`	0.999	0.001	0.000
rs9272535 lBF = `325.29` Chr`6` : `32,606,756`	0.999	0.001	0.000
rs9271541 lBF = `326.542` Chr`6` : `32,590,070`	0.999	0.001	0.000
rs79736585 lBF = `10.0837` Chr`5` : `151,294,585`	0.999	0.001	0.000
rs9272219 lBF = `165.087` Chr`6` : `32,602,269`	0.999	0.001	0.000
rs2764209 lBF = `4.24881` Chr`6` : `34,697,114`	0.999	0.001	0.000
rs1794282 lBF = `363.829` Chr`6` : `32,666,526`	0.999	0.001	0.000
rs1889142 lBF = `8.91929` Chr`20` : `45,608,700`	0.999	0.001	0.000
rs114188741 lBF = `17.6434` Chr`4` : `136,403,342`	0.999	0.001	0.000
rs642093 lBF = `323.201` Chr`6` : `32,582,075`	0.999	0.001	0.000
rs2856674 lBF = `406.303` Chr`6` : `32,659,645`	0.998	0.001	0.000
rs3135394 lBF = `366.334` Chr`6` : `32,408,497`	0.998	0.001	0.000
rs602875 lBF = `323.871` Chr`6` : `32,573,629`	0.999	0.001	0.000
rs66785688 lBF = `3.18762` Chr`11` : `115,711,933`	0.999	0.001	0.000
rs28383346 lBF = `95.8386` Chr`6` : `32,605,326`	0.000	0.002	0.998
rs2894254 lBF = `365.676` Chr`6` : `32,345,689`	0.998	0.002	0.000
rs558702 lBF = `374.263` Chr`6` : `31,870,326`	0.998	0.002	0.000
rs9275532 lBF = `333.93` Chr`6` : `32,675,634`	0.998	0.002	0.000
rs72705699 lBF = `11.092` Chr`1` : `168,820,294`	0.998	0.002	0.000
rs3132449 lBF = `379.265` Chr`6` : `31,626,013`	0.998	0.002	0.000
rs3129843 lBF = `366.114` Chr`6` : `32,395,726`	0.998	0.002	0.000
rs1265754 lBF = `374.709` Chr`6` : `32,303,692`	0.998	0.002	0.000
rs12994538 lBF = `8.90381` Chr`2` : `151,754,956`	0.998	0.002	0.000
rs3998159 lBF = `336.331` Chr`6` : `32,682,019`	0.998	0.002	0.000
rs9272276 lBF = `160.465` Chr`6` : `32,603,634`	0.998	0.002	0.000
Affx-28502500 lBF = `331.394` Chr`6` : `32,682,137`	0.998	0.002	0.000
rs617058 lBF = `431.966` Chr`6` : `32,574,479`	0.998	0.002	0.000
rs3132450 lBF = `377.185` Chr`6` : `31,596,138`	0.998	0.002	0.000
rs9267531 lBF = `377.776` Chr`6` : `31,636,742`	0.998	0.002	0.000
rs7775397 lBF = `372.647` Chr`6` : `32,261,252`	0.998	0.002	0.000
rs72732436 lBF = `16.1169` Chr`1` : `99,464,107`	0.998	0.002	0.000
rs2395149 lBF = `372.154` Chr`6` : `32,325,562`	0.998	0.002	0.000
rs3130679 lBF = `370.698` Chr`6` : `31,807,540`	0.998	0.002	0.000
rs3129927 lBF = `367.788` Chr`6` : `32,333,827`	0.998	0.002	0.000
rs3117582 lBF = `377.466` Chr`6` : `31,620,520`	0.998	0.002	0.000
rs9275599 lBF = `314.243` Chr`6` : `32,682,429`	0.998	0.002	0.000
rs3115671 lBF = `374.212` Chr`6` : `31,734,345`	0.998	0.002	0.000
rs2854275 lBF = `405.249` Chr`6` : `32,628,428`	0.997	0.002	0.000
rs1265757 lBF = `371.253` Chr`6` : `32,302,382`	0.997	0.003	0.000
rs6901541 lBF = `390.408` Chr`6` : `32,442,261`	0.997	0.003	0.000
rs3101018 lBF = `375.352` Chr`6` : `31,705,864`	0.997	0.003	0.000
rs674313 lBF = `146.852` Chr`6` : `32,578,082`	0.997	0.003	0.000
rs72801595 lBF = `19.2579` Chr`10` : `70,718,527`	0.997	0.003	0.000
rs3117574 lBF = `371.897` Chr`6` : `31,725,230`	0.997	0.003	0.000
rs2858870 lBF = `95.1726` Chr`6` : `32,572,251`	0.000	0.003	0.997
rs3117575 lBF = `370.531` Chr`6` : `31,726,253`	0.997	0.003	0.000
rs3093988 lBF = `129.906` Chr`6` : `31,492,453`	0.997	0.003	0.000
rs2647044 lBF = `409.49` Chr`6` : `32,667,910`	0.997	0.003	0.000
rs3096690 lBF = `378.542` Chr`6` : `32,194,630`	0.997	0.003	0.000
rs2849018 lBF = `370.935` Chr`6` : `32,310,863`	0.997	0.003	0.000
rs3131379 lBF = `372.271` Chr`6` : `31,721,033`	0.997	0.003	0.000
rs3130484 lBF = `372.268` Chr`6` : `31,715,882`	0.997	0.003	0.000
rs1270942 lBF = `377.209` Chr`6` : `31,918,860`	0.997	0.003	0.000
rs3131378 lBF = `371.074` Chr`6` : `31,725,285`	0.997	0.003	0.000
rs9268219 lBF = `356.694` Chr`6` : `32,284,108`	0.997	0.003	0.000
rs74522278 lBF = `14.9957` Chr`7` : `5,156,883`	0.997	0.003	0.000
rs73966604 lBF = `12.6164` Chr`2` : `149,593,798`	0.997	0.003	0.000
rs117411365 lBF = `26.5974` Chr`18` : `67,468,303`	0.997	0.003	0.000
rs9469913 lBF = `16.491` Chr`6` : `34,827,085`	0.997	0.003	0.000
rs3117577 lBF = `372.618` Chr`6` : `31,727,474`	0.997	0.003	0.000
rs9272729 lBF = `402.73` Chr`6` : `32,609,594`	0.996	0.003	0.000
rs3129716 lBF = `409.333` Chr`6` : `32,657,436`	0.996	0.004	0.000
rs9268861 lBF = `393.477` Chr`6` : `32,429,894`	0.996	0.004	0.000
rs497309 lBF = `371.735` Chr`6` : `31,892,484`	0.996	0.004	0.000
rs389884 lBF = `369.429` Chr`6` : `31,940,897`	0.996	0.004	0.000
rs16861952 lBF = `10.2223` Chr`3` : `149,252,824`	0.996	0.004	0.000
rs3130490 lBF = `367.956` Chr`6` : `31,739,120`	0.996	0.004	0.000
rs9271425 lBF = `129.757` Chr`6` : `32,587,923`	0.996	0.004	0.000
rs114109373 lBF = `78.3793` Chr`6` : `31,381,205`	0.996	0.004	0.000
rs10758732 lBF = `11.2727` Chr`9` : `5,991,772`	0.996	0.004	0.000
rs3131383 lBF = `375.87` Chr`6` : `31,704,294`	0.996	0.004	0.000
rs117194321 lBF = `19.8711` Chr`8` : `22,491,317`	0.996	0.004	0.000
rs11012167 lBF = `2.68855` Chr`10` : `20,862,401`	0.996	0.004	0.000
rs3131783 lBF = `113.654` Chr`6` : `30,932,068`	0.996	0.004	0.000
rs3130614 lBF = `363.156` Chr`6` : `31,476,458`	0.996	0.004	0.000
rs3129890 lBF = `86.6135` Chr`6` : `32,414,273`	0.995	0.005	0.000
rs1150757 lBF = `372.064` Chr`6` : `32,029,205`	0.995	0.005	0.000
rs3130288 lBF = `371.035` Chr`6` : `32,096,001`	0.995	0.005	0.000
rs660895 lBF = `476.437` Chr`6` : `32,577,380`	0.995	0.005	0.000
rs3131618 lBF = `365.676` Chr`6` : `31,434,621`	0.995	0.005	0.000
rs9501626 lBF = `38.8676` Chr`6` : `32,400,344`	0.000	0.005	0.995
rs521539 lBF = `478.456` Chr`6` : `32,581,973`	0.995	0.005	0.000
rs78608331 lBF = `12.388` Chr`9` : `13,257,251`	0.995	0.005	0.000
rs77292666 lBF = `7.58228` Chr`21` : `33,214,050`	0.995	0.005	0.000
rs1150753 lBF = `373.016` Chr`6` : `32,059,867`	0.995	0.005	0.000
rs1150752 lBF = `370.901` Chr`6` : `32,064,726`	0.995	0.005	0.000
rs2187668 lBF = `393.11` Chr`6` : `32,605,884`	0.994	0.005	0.000
rs9267488 lBF = `351.548` Chr`6` : `31,514,247`	0.994	0.006	0.000
rs1269852 lBF = `375.22` Chr`6` : `32,080,191`	0.994	0.006	0.000
rs2857595 lBF = `92.5025` Chr`6` : `31,568,469`	0.994	0.006	0.000
rs1393275 lBF = `5.74847` Chr`11` : `115,655,434`	0.994	0.006	0.000
rs6911777 lBF = `42.3826` Chr`6` : `32,409,996`	0.000	0.006	0.994
rs117291831 lBF = `7.6951` Chr`12` : `127,045,967`	0.994	0.006	0.000
rs374205 lBF = `41.9921` Chr`6` : `32,196,873`	0.000	0.006	0.994
rs1235162 lBF = `240.328` Chr`6` : `29,537,224`	0.994	0.006	0.000
rs1800629 lBF = `133.682` Chr`6` : `31,543,031`	0.994	0.006	0.000
rs2596500 lBF = `366.909` Chr`6` : `31,321,267`	0.994	0.006	0.000
rs10457202 lBF = `14.4429` Chr`6` : `97,238,839`	0.994	0.006	0.000
rs3094605 lBF = `366.885` Chr`6` : `31,430,694`	0.993	0.007	0.000
rs3094013 lBF = `366.056` Chr`6` : `31,434,366`	0.993	0.007	0.000
rs76822207 lBF = `12.9517` Chr`7` : `4,008,750`	0.993	0.007	0.000
rs62358228 lBF = `7.28571` Chr`5` : `40,295,128`	0.993	0.007	0.000
rs114215172 lBF = `73.1539` Chr`6` : `31,381,062`	0.993	0.007	0.000
Affx-28423542 lBF = `105.199` Chr`6` : `30,075,864`	0.993	0.007	0.000
rs78015367 lBF = `11.8247` Chr`5` : `61,608,981`	0.993	0.007	0.000
rs115484013 lBF = `278.669` Chr`6` : `32,452,707`	0.992	0.008	0.000
rs416352 lBF = `74.5968` Chr`6` : `32,207,393`	0.992	0.008	0.000
rs2734583 lBF = `350.023` Chr`6` : `31,505,480`	0.992	0.008	0.000
rs3800461 lBF = `38.5883` Chr`6` : `34,616,322`	0.992	0.008	0.000
rs16822618 lBF = `42.8884` Chr`6` : `32,410,087`	0.000	0.008	0.992
rs74241297 lBF = `35.7526` Chr`13` : `27,525,516`	0.992	0.008	0.000
rs77073981 lBF = `11.9832` Chr`19` : `23,235,972`	0.992	0.008	0.000
rs3129891 lBF = `352.967` Chr`6` : `32,415,080`	0.992	0.008	0.000
rs3135382 lBF = `251.263` Chr`6` : `32,383,441`	0.991	0.008	0.000
rs513815 lBF = `7.16067` Chr`15` : `43,524,420`	0.992	0.008	0.000
rs74651669 lBF = `14.1557` Chr`15` : `87,206,617`	0.991	0.009	0.000
rs7940423 lBF = `2.47688` Chr`11` : `11,504,228`	0.991	0.009	0.000
rs3135378 lBF = `254.2` Chr`6` : `32,385,099`	0.991	0.009	0.000
rs117152961 lBF = `19.8411` Chr`10` : `78,272,487`	0.991	0.009	0.000
rs2844531 lBF = `364.546` Chr`6` : `31,353,171`	0.991	0.009	0.000
rs9268235 lBF = `367.704` Chr`6` : `32,290,208`	0.991	0.009	0.000
rs76521925 lBF = `12.5137` Chr`7` : `47,706,389`	0.991	0.009	0.000
rs3135374 lBF = `253.889` Chr`6` : `32,385,605`	0.991	0.009	0.000
rs2395161 lBF = `254.328` Chr`6` : `32,387,752`	0.991	0.009	0.000
rs6930571 lBF = `253.113` Chr`6` : `32,383,208`	0.991	0.009	0.000
rs116876575 lBF = `16.1237` Chr`22` : `49,899,208`	0.991	0.009	0.000
rs3135375 lBF = `252.934` Chr`6` : `32,385,573`	0.990	0.009	0.000
rs116255593 lBF = `80.2296` Chr`6` : `31,412,447`	0.991	0.009	0.000
rs9268515 lBF = `390.149` Chr`6` : `32,379,295`	0.991	0.009	0.000
rs2213580 lBF = `254.152` Chr`6` : `32,388,574`	0.990	0.009	0.000
rs2395164 lBF = `251.794` Chr`6` : `32,387,860`	0.990	0.010	0.000
rs79369118 lBF = `12.8136` Chr`8` : `89,693,007`	0.990	0.010	0.000
rs11789912 lBF = `15.8406` Chr`9` : `130,605,739`	0.990	0.010	0.000
rs3135376 lBF = `255.205` Chr`6` : `32,385,470`	0.990	0.010	0.000
rs116908681 lBF = `20.2384` Chr`13` : `32,472,367`	0.990	0.010	0.000
rs3135366 lBF = `253.084` Chr`6` : `32,388,709`	0.990	0.010	0.000
rs9275857 lBF = `57.3` Chr`6` : `32,691,308`	0.990	0.010	0.000
rs2106072 lBF = `296.502` Chr`6` : `30,153,363`	0.990	0.010	0.000
rs79476482 lBF = `14.9329` Chr`12` : `76,084,550`	0.990	0.010	0.000
rs3130906 lBF = `155.783` Chr`6` : `31,425,181`	0.990	0.010	0.000
rs9276430 lBF = `170.396` Chr`6` : `32,712,182`	0.990	0.010	0.000
rs3135372 lBF = `253.556` Chr`6` : `32,385,782`	0.989	0.011	0.000
rs1801276 lBF = `19.3797` Chr`2` : `227,661,921`	0.989	0.011	0.000
rs2187820 lBF = `254.383` Chr`6` : `32,385,873`	0.989	0.011	0.000
rs3131073 lBF = `202.423` Chr`6` : `28,920,972`	0.989	0.011	0.000
rs2596565 lBF = `363.148` Chr`6` : `31,353,329`	0.989	0.011	0.000
rs2001097 lBF = `255.017` Chr`6` : `32,383,858`	0.989	0.011	0.000
rs75041773 lBF = `26.8541` Chr`11` : `75,443,629`	0.989	0.011	0.000
rs3099844 lBF = `346.136` Chr`6` : `31,448,976`	0.989	0.011	0.000
rs62571477 lBF = `27.2395` Chr`9` : `137,865,056`	0.989	0.011	0.000
rs3094005 lBF = `350.055` Chr`6` : `31,465,047`	0.989	0.011	0.000
rs6908065 lBF = `248.402` Chr`6` : `32,383,341`	0.989	0.011	0.000
Affx-28471757 lBF = `171.957` Chr`6` : `32,313,659`	0.989	0.011	0.000
rs114112990 lBF = `28.3835` Chr`1` : `1,334,519`	0.989	0.011	0.000
rs113495651 lBF = `14.4188` Chr`20` : `31,446,766`	0.988	0.012	0.000
rs3131934 lBF = `112.591` Chr`6` : `30,931,844`	0.988	0.012	0.000
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rs3115663 lBF = `338.64` Chr`6` : `31,601,843`	0.973	0.027	0.000
rs4324798 lBF = `208.631` Chr`6` : `28,776,117`	0.973	0.027	0.000
rs926552 lBF = `229.967` Chr`6` : `29,548,089`	0.973	0.027	0.000
rs116363196 lBF = `73.8343` Chr`6` : `31,405,472`	0.973	0.027	0.000
rs117085966 lBF = `16.4406` Chr`18` : `33,048,129`	0.973	0.027	0.000
rs429479 lBF = `220.258` Chr`6` : `29,372,323`	0.973	0.027	0.000
rs115999992 lBF = `81.6793` Chr`6` : `31,348,987`	0.973	0.027	0.000
rs3763305 lBF = `35.2118` Chr`6` : `32,369,488`	0.972	0.028	0.000
Affx-28508994 lBF = `12.3138` Chr`6` : `32,880,409`	0.000	0.028	0.972
rs10885 lBF = `337.848` Chr`6` : `31,604,591`	0.972	0.028	0.000
rs9468474 lBF = `20.5637` Chr`6` : `29,013,133`	0.972	0.028	0.000
rs4713139 lBF = `135.651` Chr`6` : `28,092,685`	0.972	0.028	0.000
rs3094622 lBF = `303.394` Chr`6` : `30,327,952`	0.972	0.028	0.000
rs3129884 lBF = `251.538` Chr`6` : `32,410,210`	0.971	0.028	0.001
rs114849343 lBF = `85.6629` Chr`6` : `31,400,873`	0.972	0.028	0.000
rs35836893 lBF = `13.1371` Chr`10` : `101,568,662`	0.972	0.028	0.000
rs1264308 lBF = `139.062` Chr`6` : `30,879,987`	0.972	0.028	0.000
rs9380064 lBF = `135.621` Chr`6` : `28,143,118`	0.972	0.028	0.000
rs3130618 lBF = `335.092` Chr`6` : `31,632,134`	0.971	0.029	0.000
rs58842514 lBF = `17.5944` Chr`17` : `76,367,270`	0.971	0.029	0.000
rs76822006 lBF = `39.2942` Chr`13` : `50,922,728`	0.971	0.029	0.000
rs76086850 lBF = `17.5203` Chr`6` : `152,508,097`	0.971	0.029	0.000
rs78172408 lBF = `11.9224` Chr`7` : `47,619,869`	0.971	0.029	0.000
rs17200414 lBF = `82.2581` Chr`6` : `31,417,136`	0.971	0.029	0.000
rs3132392 lBF = `212.95` Chr`6` : `28,838,629`	0.971	0.029	0.000
rs62502258 lBF = `5.08734` Chr`8` : `23,852,510`	0.971	0.029	0.000
rs9379897 lBF = `143.879` Chr`6` : `26,601,526`	0.971	0.029	0.000
rs4833095 lBF = `2.26497` Chr`4` : `38,799,710`	0.000	0.029	0.971
rs3916765 lBF = `217.868` Chr`6` : `32,685,550`	0.970	0.030	0.000
rs9276431 lBF = `177.694` Chr`6` : `32,712,247`	0.970	0.030	0.000
rs3117583 lBF = `338.249` Chr`6` : `31,619,576`	0.970	0.030	0.000
rs3997984 lBF = `89.8675` Chr`6` : `31,351,090`	0.970	0.030	0.000
rs5875328 lBF = `331.092` Chr`6` : `31,606,901`	0.970	0.030	0.000
rs116965022 lBF = `11.9178` Chr`17` : `15,764,366`	0.970	0.030	0.000
rs3094067 lBF = `304.889` Chr`6` : `30,299,245`	0.970	0.030	0.000
rs79512063 lBF = `24.6388` Chr`8` : `89,533,747`	0.970	0.030	0.000
rs73313995 lBF = `22.0276` Chr`12` : `33,622,807`	0.969	0.031	0.000
rs35810297 lBF = `11.267` Chr`2` : `9,597,171`	0.969	0.031	0.000
rs6908726 lBF = `198.546` Chr`6` : `28,671,343`	0.969	0.031	0.000
rs9275749 lBF = `56.2717` Chr`6` : `32,689,056`	0.969	0.031	0.000
rs116407893 lBF = `15.4883` Chr`1` : `45,555,700`	0.969	0.031	0.000
rs3131788 lBF = `437.129` Chr`6` : `31,024,796`	0.969	0.031	0.000
rs3129791 lBF = `212.141` Chr`6` : `28,954,293`	0.969	0.031	0.000
rs9257248 lBF = `208.12` Chr`6` : `28,803,291`	0.969	0.031	0.000
rs9257805 lBF = `191.753` Chr`6` : `29,346,329`	0.969	0.031	0.000
rs3130837 lBF = `209.57` Chr`6` : `28,948,092`	0.969	0.031	0.000
rs79358413 lBF = `15.0607` Chr`1` : `31,519,638`	0.968	0.032	0.000
rs7758736 lBF = `71.2514` Chr`6` : `32,758,394`	0.968	0.032	0.000
rs3132390 lBF = `206.328` Chr`6` : `28,832,788`	0.968	0.032	0.000
rs9271894 lBF = `86.7233` Chr`6` : `32,595,874`	0.968	0.032	0.000
rs2239527 lBF = `143.653` Chr`6` : `31,509,779`	0.968	0.032	0.000
rs78076094 lBF = `17.3177` Chr`18` : `6,968,799`	0.967	0.033	0.000
rs2516491 lBF = `288.589` Chr`6` : `31,485,101`	0.967	0.033	0.000
rs3135356 lBF = `253.703` Chr`6` : `32,391,516`	0.967	0.033	0.001
rs61819881 lBF = `13.5132` Chr`1` : `209,460,628`	0.967	0.033	0.000
rs3135393 lBF = `255.761` Chr`6` : `32,408,842`	0.966	0.033	0.001
rs3763312 lBF = `361.447` Chr`6` : `32,376,348`	0.967	0.033	0.000
rs9276432 lBF = `174.327` Chr`6` : `32,712,384`	0.967	0.033	0.000
rs3130845 lBF = `210.244` Chr`6` : `28,923,367`	0.967	0.033	0.000
rs9393929 lBF = `195.915` Chr`6` : `28,696,063`	0.966	0.034	0.000
rs117588604 lBF = `8.30479` Chr`6` : `82,768,899`	0.966	0.034	0.000
rs138243 lBF = `13.8285` Chr`22` : `50,564,750`	0.966	0.034	0.000
rs9271709 lBF = `90.5678` Chr`6` : `32,593,392`	0.966	0.034	0.000
rs117167356 lBF = `12.9266` Chr`16` : `50,029,488`	0.966	0.034	0.000
rs3129949 lBF = `121.688` Chr`6` : `32,298,814`	0.966	0.034	0.000
rs144050167 lBF = `15.4395` Chr`11` : `126,945,580`	0.965	0.035	0.000
rs4746853 lBF = `18.9277` Chr`10` : `64,181,219`	0.965	0.035	0.000
rs72841201 lBF = `12.2145` Chr`5` : `169,287,285`	0.965	0.035	0.000
rs200995 lBF = `166.252` Chr`6` : `27,813,694`	0.965	0.035	0.000
rs72880536 lBF = `13.1874` Chr`6` : `33,752,386`	0.965	0.035	0.000
rs3094621 lBF = `303.875` Chr`6` : `30,328,753`	0.965	0.035	0.000
rs4543123 lBF = `1.89234` Chr`4` : `38,792,524`	0.000	0.036	0.964
rs1311918 lBF = `208.355` Chr`6` : `28,753,646`	0.964	0.036	0.000
rs115515529 lBF = `15.5561` Chr`1` : `64,169,850`	0.964	0.036	0.000
rs3129820 lBF = `308.154` Chr`6` : `30,343,569`	0.964	0.036	0.000
rs3130838 lBF = `210.533` Chr`6` : `28,866,528`	0.964	0.036	0.000
rs9268885 lBF = `80.4183` Chr`6` : `32,431,705`	0.964	0.036	0.000
rs72999187 lBF = `16.0305` Chr`6` : `149,148,901`	0.964	0.036	0.000
rs77308085 lBF = `20.0947` Chr`7` : `116,216,661`	0.964	0.036	0.000
rs75737817 lBF = `15.4796` Chr`10` : `3,868,557`	0.964	0.036	0.000
rs4634439 lBF = `142.37` Chr`6` : `26,598,004`	0.964	0.036	0.000
rs3129788 lBF = `213.388` Chr`6` : `29,057,639`	0.964	0.036	0.000
rs2517597 lBF = `229.843` Chr`6` : `30,081,189`	0.964	0.036	0.000
rs45533135 lBF = `73.6781` Chr`6` : `31,430,951`	0.963	0.037	0.000
rs115317719 lBF = `253.324` Chr`6` : `32,412,005`	0.962	0.037	0.001
rs3116830 lBF = `213.214` Chr`6` : `29,167,575`	0.963	0.037	0.000
rs79969300 lBF = `11.4945` Chr`11` : `7,563,126`	0.963	0.037	0.000
rs17069122 lBF = `7.67561` Chr`6` : `108,323,759`	0.962	0.038	0.000
rs79990645 lBF = `16.7731` Chr`1` : `42,924,003`	0.962	0.038	0.000
rs3131343 lBF = `208.216` Chr`6` : `28,775,564`	0.962	0.038	0.000

This table lists the top 500 variants ordered by p(effect).

The full results table can be downloaded from this page.

Variant clusters with highest protective effect

(posterior probability > 0.05)

Variant clusters with highest risk effect

(posterior probability > 0.05)

Cluster X0220

log Bayes Factor = 142.284

contains 7 variants

1.0000

Cluster X0146

log Bayes Factor = 686.343

contains 22 variants

1.0000

Cluster X0072

log Bayes Factor = 1189.98

contains 37 variants

1.0000

Cluster X0181

log Bayes Factor = 141.396

contains 6 variants

0.9999

Cluster X0210

log Bayes Factor = 426.159

contains 17 variants

0.9999

Cluster X0274

log Bayes Factor = 454.783

contains 18 variants

0.9999

Cluster X0041

log Bayes Factor = 306.192

contains 14 variants

0.9998

Cluster X0044

log Bayes Factor = 1165.44

contains 34 variants

0.9998

Cluster X0073

log Bayes Factor = 785.614

contains 25 variants

0.9998

Cluster X0074

log Bayes Factor = 353.38

contains 15 variants

0.9998

Cluster X0244

log Bayes Factor = 122.647

contains 5 variants

0.9997

Cluster X0232

log Bayes Factor = 695.273

contains 23 variants

0.9996

Cluster X0284

log Bayes Factor = 192.532

contains 9 variants

0.9996

Cluster X0059

log Bayes Factor = 922.497

contains 26 variants

0.9994

Cluster X0070

log Bayes Factor = 421.182

contains 15 variants

0.9993

Cluster X0015

log Bayes Factor = 356.23

contains 15 variants

0.9993

Cluster X0118

log Bayes Factor = 91.1908

contains 5 variants

0.9992

Cluster X0087

log Bayes Factor = 894.58

contains 26 variants

0.9982

Cluster X0075

log Bayes Factor = 431.344

contains 16 variants

0.9978

Cluster X0029

log Bayes Factor = 709.102

contains 23 variants

0.9975

Cluster X0203

log Bayes Factor = 363.522

contains 11 variants

0.9970

Cluster X0171

log Bayes Factor = 291.293

contains 14 variants

0.9969

Cluster X0205

log Bayes Factor = 674.183

contains 18 variants

0.9967

Cluster X0077

log Bayes Factor = 571.533

contains 17 variants

0.9966

Cluster X0180

log Bayes Factor = 410.88

contains 15 variants

0.9959

Cluster X0069

log Bayes Factor = 519.392

contains 20 variants

0.9958

Cluster X0082

log Bayes Factor = 496.905

contains 17 variants

0.9956

Cluster X0155

log Bayes Factor = 348.568

contains 12 variants

0.9951

Cluster X0052

log Bayes Factor = 654.387

contains 25 variants

0.9948

Cluster X0080

log Bayes Factor = 455.123

contains 21 variants

0.9948

Cluster X0212

log Bayes Factor = 300.777

contains 10 variants

0.9943

Cluster X0106

log Bayes Factor = 980.916

contains 30 variants

0.9935

Cluster X0275

log Bayes Factor = 219.726

contains 10 variants

0.9934

Cluster X0049

log Bayes Factor = 597.061

contains 18 variants

0.9933

Cluster X0084

log Bayes Factor = 433.078

contains 21 variants

0.9930

Cluster X0277

log Bayes Factor = 726.213

contains 23 variants

0.9928

Cluster X0185

log Bayes Factor = 84.7127

contains 6 variants

0.9926

Cluster X0129

log Bayes Factor = 195.809

contains 7 variants

0.9918

Cluster X0005

log Bayes Factor = 282.915

contains 11 variants

0.9904

Cluster X0222

log Bayes Factor = 431.582

contains 17 variants

0.9904

Cluster X0019

log Bayes Factor = 372.36

contains 16 variants

0.9898

Cluster X0278

log Bayes Factor = 173.437

contains 11 variants

0.9842

Cluster X0061

log Bayes Factor = 293.105

contains 15 variants

0.9839

Cluster X0018

log Bayes Factor = 430.611

contains 18 variants

0.9819

Cluster X0078

log Bayes Factor = 203.49

contains 11 variants

0.9748

Cluster X0218

log Bayes Factor = 425.579

contains 18 variants

0.9748

Cluster X0051

log Bayes Factor = 376.793

contains 14 variants

0.9730

Cluster X0050

log Bayes Factor = 397.79

contains 16 variants

0.9726

Cluster X0076

log Bayes Factor = 310.928

contains 15 variants

0.9692

Cluster X0315

log Bayes Factor = 42.686

contains 2 variants

0.9682

Cluster X0111

log Bayes Factor = 403.183

contains 18 variants

0.9647

Cluster X0164

log Bayes Factor = 463.793

contains 16 variants

0.9615

Cluster X0117

log Bayes Factor = 453.246

contains 21 variants

0.9577

Cluster X0043

log Bayes Factor = 517.108

contains 20 variants

0.9549

Cluster X0064

log Bayes Factor = 166.06

contains 10 variants

0.9547

Cluster X0030

log Bayes Factor = 216.364

contains 9 variants

0.9520

Cluster X0249

log Bayes Factor = 244.457

contains 11 variants

0.9502

Cluster X0095

log Bayes Factor = 179.348

contains 8 variants

0.9496

Cluster X0253

log Bayes Factor = 331.491

contains 13 variants

0.9485

Cluster X0042

log Bayes Factor = 307.243

contains 12 variants

0.9431

Cluster X0213

log Bayes Factor = 405.918

contains 15 variants

0.9391

Cluster X0039

log Bayes Factor = 463.231

contains 17 variants

0.9366

Cluster X0132

log Bayes Factor = 267.393

contains 11 variants

0.9329

Cluster X0290

log Bayes Factor = 333.908

contains 13 variants

0.9313

Cluster X0192

log Bayes Factor = 402.511

contains 14 variants

0.9268

Cluster X0219

log Bayes Factor = 230.324

contains 15 variants

0.9255

Cluster X0020

log Bayes Factor = 557.721

contains 18 variants

0.9146

Cluster X0028

log Bayes Factor = 120.445

contains 7 variants

0.9145

Cluster X0065

log Bayes Factor = 53.0717

contains 3 variants

0.9140

Cluster X0046

log Bayes Factor = 387.972

contains 16 variants

0.9116

Cluster X0098

log Bayes Factor = 246.226

contains 8 variants

0.9094

Cluster X0268

log Bayes Factor = 213.591

contains 8 variants

0.9077

Cluster X0139

log Bayes Factor = 304.555

contains 10 variants

0.9038

Cluster X0145

log Bayes Factor = 274.587

contains 11 variants

0.9015

Cluster X0154

log Bayes Factor = 282.084

contains 12 variants

0.9011

Cluster X0161

log Bayes Factor = 609.219

contains 20 variants

0.8955

Cluster X0100

log Bayes Factor = 730.252

contains 26 variants

0.8909

Cluster X0170

log Bayes Factor = 264.081

contains 11 variants

0.8730

Cluster X0126

log Bayes Factor = 384.432

contains 15 variants

0.8682

Cluster X0123

log Bayes Factor = 382.779

contains 14 variants

0.8668

Cluster X0148

log Bayes Factor = 315.237

contains 11 variants

0.8628

Cluster X0166

log Bayes Factor = 230.746

contains 8 variants

0.8588

Cluster X0163

log Bayes Factor = 122.554

contains 6 variants

0.8569

Cluster X0150

log Bayes Factor = 861.091

contains 26 variants

0.8538

Cluster X0177

log Bayes Factor = 254.872

contains 10 variants

0.8508

Cluster X0127

log Bayes Factor = 276.004

contains 14 variants

0.8481

Cluster X0193

log Bayes Factor = 303.265

contains 16 variants

0.8279

Cluster X0261

log Bayes Factor = 420.614

contains 20 variants

0.8227

Cluster X0094

log Bayes Factor = 562.956

contains 18 variants

0.8064

Cluster X0229

log Bayes Factor = 347.165

contains 13 variants

0.7974

Cluster X0131

log Bayes Factor = 143.942

contains 8 variants

0.7834

Cluster X0119

log Bayes Factor = 114.358

contains 6 variants

0.7829

Cluster X0214

log Bayes Factor = 186.582

contains 8 variants

0.7644

Cluster X0157

log Bayes Factor = 172.957

contains 8 variants

0.7626

Cluster X0001

log Bayes Factor = 167.541

contains 7 variants

0.7606

Cluster X0058

log Bayes Factor = 183.199

contains 8 variants

0.7470

Cluster X0047

log Bayes Factor = 378.621

contains 14 variants

0.7411

Cluster X0091

log Bayes Factor = 303.64

contains 12 variants

0.7393

Cluster X0124

log Bayes Factor = 336.468

contains 13 variants

0.7372

Cluster X0224

log Bayes Factor = 278.692

contains 11 variants

0.7284

Cluster X0040

log Bayes Factor = 542.747

contains 16 variants

0.7143

Cluster X0227

log Bayes Factor = 249.287

contains 11 variants

0.7035

Cluster X0062

log Bayes Factor = 68.7461

contains 4 variants

0.7034

Cluster X0026

log Bayes Factor = 232.119

contains 9 variants

0.6913

Cluster X0045

log Bayes Factor = 446.264

contains 16 variants

0.6752

Cluster X0083

log Bayes Factor = 351.917

contains 13 variants

0.6678

Cluster X0247

log Bayes Factor = 98.6507

contains 6 variants

0.6652

Cluster X0240

log Bayes Factor = 104.862

contains 6 variants

0.6638

Cluster X0308

log Bayes Factor = 33.8955

contains 3 variants

0.6494

Cluster X0141

log Bayes Factor = 742.063

contains 30 variants

0.6484

Cluster X0162

log Bayes Factor = 144.479

contains 9 variants

0.6452

Cluster X0057

log Bayes Factor = 439.35

contains 16 variants

0.6229

Cluster X0256

log Bayes Factor = 211.588

contains 9 variants

0.6054

Cluster X0089

log Bayes Factor = 308.747

contains 13 variants

0.5993

Cluster X0067

log Bayes Factor = 179.381

contains 8 variants

0.5950

Cluster X0327

log Bayes Factor = 118.248

contains 3 variants

0.5794

Cluster X0159

log Bayes Factor = 152.327

contains 7 variants

0.5730

Cluster X0053

log Bayes Factor = 218.825

contains 12 variants

0.5700

Cluster X0134

log Bayes Factor = 151.731

contains 8 variants

0.5688

Cluster X0201

log Bayes Factor = 368.049

contains 13 variants

0.5665

Cluster X0263

log Bayes Factor = 240.36

contains 13 variants

0.5610

Cluster X0021

log Bayes Factor = 338.631

contains 13 variants

0.5599

Cluster X0032

log Bayes Factor = 255.737

contains 12 variants

0.5430

Cluster X0269

log Bayes Factor = 155.455

contains 9 variants

0.5218

Cluster X0231

log Bayes Factor = 82.3185

contains 5 variants

0.5211

Cluster X0176

log Bayes Factor = 407.797

contains 14 variants

0.5122

Cluster X0048

log Bayes Factor = 358.819

contains 19 variants

0.4824

Cluster X0093

log Bayes Factor = 289.878

contains 10 variants

0.4728

Cluster X0234

log Bayes Factor = 28.8983

contains 2 variants

0.4574

Cluster X0264

log Bayes Factor = 205.833

contains 10 variants

0.4545

Cluster X0055

log Bayes Factor = 274.911

contains 10 variants

0.4425

Cluster X0259

log Bayes Factor = 246.237

contains 11 variants

0.4327

Cluster X0024

log Bayes Factor = 309.44

contains 13 variants

0.4293

Cluster X0142

log Bayes Factor = 295.63

contains 12 variants

0.4095

Cluster X0156

log Bayes Factor = 226.954

contains 9 variants

0.3825

Cluster X0012

log Bayes Factor = 112.432

contains 5 variants

0.3823

Cluster X0189

log Bayes Factor = 149.681

contains 5 variants

0.3797

Cluster X0088

log Bayes Factor = 243.609

contains 9 variants

0.3700

Cluster X0337

log Bayes Factor = 84.9395

contains 2 variants

0.3675

Cluster X0054

log Bayes Factor = 197.338

contains 9 variants

0.3590

Cluster X0237

log Bayes Factor = 123.902

contains 6 variants

0.3560

Cluster X0184

log Bayes Factor = 188.416

contains 8 variants

0.3540

Cluster X0267

log Bayes Factor = 92.4806

contains 5 variants

0.3312

Cluster X0320

log Bayes Factor = 110.964

contains 6 variants

0.3295

Cluster X0178

log Bayes Factor = 225.6

contains 9 variants

0.3216

Cluster X0257

log Bayes Factor = 281.184

contains 10 variants

0.3146

Cluster X0110

log Bayes Factor = 721.325

contains 13 variants

0.3072

Cluster X0248

log Bayes Factor = 254.854

contains 10 variants

0.2960

Cluster X0003

log Bayes Factor = 195.6

contains 8 variants

0.2889

Cluster X0007

log Bayes Factor = 107.567

contains 7 variants

0.2771

Cluster X0152

log Bayes Factor = 331.156

contains 10 variants

0.2746

Cluster X0109

log Bayes Factor = 257.685

contains 11 variants

0.2744

Cluster X0085

log Bayes Factor = 138.902

contains 6 variants

0.2709

Cluster X0169

log Bayes Factor = 331.98

contains 16 variants

0.2660

Cluster X0140

log Bayes Factor = 164.536

contains 8 variants

0.2614

Cluster X0071

log Bayes Factor = 131.269

contains 6 variants

0.2600

Cluster X0276

log Bayes Factor = 187.108

contains 9 variants

0.2502

Cluster X0174

log Bayes Factor = 214.209

contains 8 variants

0.2421

Cluster X0250

log Bayes Factor = 43.399

contains 4 variants

0.2417

Cluster X0033

log Bayes Factor = 379.444

contains 13 variants

0.2396

Cluster X0068

log Bayes Factor = 127.774

contains 6 variants

0.2394

Cluster X0236

log Bayes Factor = 83.9265

contains 3 variants

0.2346

Cluster X0013

log Bayes Factor = 548.265

contains 23 variants

0.2271

Cluster X0004

log Bayes Factor = 32.8452

contains 2 variants

0.2237

Cluster X0165

log Bayes Factor = 303.727

contains 12 variants

0.2224

Cluster X0293

log Bayes Factor = 169.051

contains 7 variants

0.2184

Cluster X0167

log Bayes Factor = 136.48

contains 6 variants

0.2162

Cluster X0297

log Bayes Factor = 63.8292

contains 4 variants

0.2145

Cluster X0081

log Bayes Factor = 278.568

contains 10 variants

0.1998

Cluster X0137

log Bayes Factor = 120.748

contains 4 variants

0.1980

Cluster X0153

log Bayes Factor = 328.394

contains 11 variants

0.1934

Cluster X0014

log Bayes Factor = 131.677

contains 6 variants

0.1920

Cluster X0182

log Bayes Factor = 91.4459

contains 4 variants

0.1893

Cluster X0194

log Bayes Factor = 189.9

contains 5 variants

0.1847

Cluster X0133

log Bayes Factor = 224.204

contains 11 variants

0.1834

Cluster X0037

log Bayes Factor = 171.712

contains 6 variants

0.1694

Cluster X0063

log Bayes Factor = 107.557

contains 5 variants

0.1661

Cluster X0258

log Bayes Factor = 104.851

contains 6 variants

0.1590

Cluster X0204

log Bayes Factor = 169.796

contains 8 variants

0.1542

Cluster X0120

log Bayes Factor = 79.6695

contains 4 variants

0.1420

Cluster X0143

log Bayes Factor = 179.808

contains 8 variants

0.1322

Cluster X0324

log Bayes Factor = 32.1341

contains 1 variants

0.1209

Cluster X0209

log Bayes Factor = 214.798

contains 8 variants

0.1089

Cluster X0079

log Bayes Factor = 413.803

contains 22 variants

0.1067

Cluster X0122

log Bayes Factor = 219.114

contains 9 variants

0.1027

Cluster X0230

log Bayes Factor = 131.696

contains 7 variants

0.0977

Cluster X0160

log Bayes Factor = 99.5328

contains 9 variants

0.0952

Cluster X0246

log Bayes Factor = 121.08

contains 5 variants

0.0939

Cluster X0147

log Bayes Factor = 133.509

contains 9 variants

0.0911

Cluster X0199

log Bayes Factor = 350.038

contains 3 variants

0.0835

Cluster X0271

log Bayes Factor = 256.743

contains 10 variants

0.0816

Cluster X0121

log Bayes Factor = 131.08

contains 9 variants

0.0793

Cluster X0107

log Bayes Factor = 151.016

contains 1 variants

0.0737

Cluster X0238

log Bayes Factor = 97.9307

contains 4 variants

0.0719

Cluster X0226

log Bayes Factor = 145.726

contains 8 variants

0.0684

Cluster X0197

log Bayes Factor = 158.582

contains 8 variants

0.0582

Cluster X0243

log Bayes Factor = 104.974

contains 6 variants

0.0563

The TreeWAS Database is the result of research conducted at the Oxford Big Data Institute at the University of Oxford.

This research has been conducted using the UK Biobank Resource (application number 10625). This work uses data provided by patients and collected by the NHS as part of their care and support.

This research has been conducted with the support of the Wellcome Trust (100956/Z/13/Z and 090532/Z/09/Z and 100308/Z/12/Z), the Danish National Research Foundation, Takeda, the Medical Research Council (MC_UU_12010/3), the Oak Foundation (OCAY-15-520), the National Institute for Health Research (NIHR) Oxford Biomedical Research Centre (BRC), the Wellcome Trust/Royal Society (204290/Z/16/Z) and the Li Ka Shing Foundation.

Parent term	Chapter VII Diseases of the eye and adnexa
Nested terms	H00 Hordeolum and chalazion H01 Other inflammation of eyelid H02 Other disorders of eyelid H03 Disorders of eyelid in diseases classified elsewhere H04 Disorders of lachrymal system H05 Disorders of orbit H06 Disorders of lachrymal system and orbit in diseases classified elsewhere

Diagnostic term associations

Hospitalization Episode Statistics (`HES`)

(posterior probability > 0.05)

(posterior probability > 0.05)

Diagnostic term associations

Hospitalization Episode Statistics (HES)

(posterior probability > 0.05)

(posterior probability > 0.05)

Hospitalization Episode Statistics (`HES`)