Matches
| Id | Run | Candidate | Current | Pass | Score | Elo Delta | Elo Error Margin | Done | Time |
|---|---|---|---|---|---|---|---|---|---|
| 18092 | 2 | 52166 | 52165 | true | +126 -205 =277 | -45.4 | ±20.4 | true | 2019-04-30 22:05:11 +00:00 |
| 18091 | 2 | 52154 | 52164 | test | +175 -147 =291 | 15.9 | ±19.9 | true | 2019-04-30 21:12:38 +00:00 |
| 18090 | 2 | 52161 | 52164 | test | +162 -163 =280 | -0.6 | ±20.3 | true | 2019-04-30 21:12:38 +00:00 |
| 18089 | 2 | 52165 | 52164 | true | +148 -145 =316 | 1.7 | ±19.1 | true | 2019-04-30 21:12:38 +00:00 |
| 18085 | 2 | 52153 | 52163 | test | +153 -164 =293 | -6.3 | ±19.9 | true | 2019-04-30 20:20:02 +00:00 |
| 18084 | 2 | 52160 | 52163 | test | +146 -141 =319 | 2.9 | ±19.0 | true | 2019-04-30 20:20:02 +00:00 |
| 18083 | 2 | 52164 | 52163 | true | +168 -174 =268 | -3.4 | ±20.6 | true | 2019-04-30 20:20:02 +00:00 |
| 18082 | 2 | 52152 | 52162 | test | +156 -165 =290 | -5.1 | ±20.0 | true | 2019-04-30 19:26:18 +00:00 |
| 18081 | 2 | 52159 | 52162 | test | +154 -175 =276 | -12.1 | ±20.4 | true | 2019-04-30 19:26:18 +00:00 |
| 18080 | 2 | 52163 | 52162 | true | +149 -165 =294 | -9.1 | ±19.8 | true | 2019-04-30 19:26:18 +00:00 |
| 18076 | 2 | 52151 | 52161 | test | +126 -189 =297 | -35.9 | ±19.7 | true | 2019-04-30 18:33:23 +00:00 |
| 18075 | 2 | 52158 | 52161 | test | +130 -182 =293 | -29.9 | ±19.9 | true | 2019-04-30 18:33:23 +00:00 |
| 18074 | 2 | 52162 | 52161 | true | +152 -148 =308 | 2.3 | ±19.4 | true | 2019-04-30 18:33:23 +00:00 |
| 18073 | 2 | 52150 | 52160 | test | +140 -173 =298 | -18.8 | ±19.7 | true | 2019-04-30 17:41:33 +00:00 |
| 18072 | 2 | 52157 | 52160 | test | +143 -165 =298 | -12.6 | ±19.7 | true | 2019-04-30 17:41:33 +00:00 |
| 18071 | 2 | 52161 | 52160 | true | +175 -156 =276 | 10.9 | ±20.4 | true | 2019-04-30 17:41:33 +00:00 |
| 18067 | 2 | 52149 | 52159 | test | +162 -167 =283 | -2.8 | ±20.2 | true | 2019-04-30 16:48:50 +00:00 |
| 18066 | 2 | 52156 | 52159 | test | +162 -166 =277 | -2.3 | ±20.4 | true | 2019-04-30 16:48:50 +00:00 |
| 18065 | 2 | 52160 | 52159 | true | +156 -147 =305 | 5.1 | ±19.5 | true | 2019-04-30 16:48:50 +00:00 |
| 18064 | 2 | 52148 | 52158 | test | +144 -167 =301 | -13.1 | ±19.6 | true | 2019-04-30 15:56:12 +00:00 |
| 18063 | 2 | 52155 | 52158 | test | +173 -134 =297 | 22.5 | ±19.7 | true | 2019-04-30 15:56:12 +00:00 |
| 18062 | 2 | 52159 | 52158 | true | +179 -138 =290 | 23.5 | ±20.0 | true | 2019-04-30 15:56:12 +00:00 |
| 18058 | 2 | 52147 | 52157 | test | +163 -155 =294 | 4.5 | ±19.8 | true | 2019-04-30 15:03:21 +00:00 |
| 18057 | 2 | 52154 | 52157 | test | +159 -169 =276 | -5.8 | ±20.4 | true | 2019-04-30 15:03:21 +00:00 |
| 18056 | 2 | 52158 | 52157 | true | +161 -146 =301 | 8.6 | ±19.6 | true | 2019-04-30 15:03:21 +00:00 |
| 18055 | 2 | 52146 | 52156 | test | +159 -176 =277 | -9.7 | ±20.4 | true | 2019-04-30 14:09:44 +00:00 |
| 18054 | 2 | 52153 | 52156 | test | +171 -156 =277 | 8.6 | ±20.4 | true | 2019-04-30 14:09:44 +00:00 |
| 18053 | 2 | 52157 | 52156 | true | +159 -146 =302 | 7.4 | ±19.6 | true | 2019-04-30 14:09:44 +00:00 |
| 18048 | 2 | 52125 | 52155 | test | +760 -892 =1372 | -15.2 | ±9.1 | true | 2019-04-30 13:06:38 +00:00 |
| 18047 | 2 | 52145 | 52155 | test | +113 -194 =303 | -46.4 | ±19.6 | true | 2019-04-30 13:06:38 +00:00 |
| 18046 | 2 | 52152 | 52155 | test | +171 -162 =270 | 5.2 | ±20.6 | true | 2019-04-30 13:06:38 +00:00 |
| 18045 | 2 | 52156 | 52155 | true | +149 -162 =298 | -7.4 | ±19.7 | true | 2019-04-30 13:06:38 +00:00 |
| 18041 | 2 | 52144 | 52154 | test | +141 -172 =297 | -17.7 | ±19.7 | true | 2019-04-30 12:09:58 +00:00 |
| 18040 | 2 | 52151 | 52154 | test | +158 -162 =284 | -2.3 | ±20.2 | true | 2019-04-30 12:09:58 +00:00 |
| 18039 | 2 | 52155 | 52154 | true | +156 -149 =303 | 4.0 | ±19.6 | true | 2019-04-30 12:09:58 +00:00 |
| 18038 | 2 | 52143 | 52153 | test | +150 -168 =292 | -10.3 | ±19.9 | true | 2019-04-30 11:09:03 +00:00 |
| 18037 | 2 | 52150 | 52153 | test | +161 -181 =262 | -11.5 | ±20.8 | true | 2019-04-30 11:09:03 +00:00 |
| 18036 | 2 | 52154 | 52153 | true | +164 -149 =295 | 8.6 | ±19.8 | true | 2019-04-30 11:09:03 +00:00 |
| 18032 | 2 | 52142 | 52152 | test | +149 -176 =284 | -15.4 | ±20.2 | true | 2019-04-30 10:10:25 +00:00 |
| 18031 | 2 | 52149 | 52152 | test | +165 -184 =255 | -10.9 | ±21.1 | true | 2019-04-30 10:10:25 +00:00 |
| 18030 | 2 | 52153 | 52152 | true | +150 -172 =286 | -12.6 | ±20.1 | true | 2019-04-30 10:10:25 +00:00 |
| 18029 | 2 | 52141 | 52151 | test | +154 -160 =294 | -3.4 | ±19.8 | true | 2019-04-30 09:12:16 +00:00 |
| 18028 | 2 | 52148 | 52151 | test | +162 -168 =275 | -3.4 | ±20.4 | true | 2019-04-30 09:12:16 +00:00 |
| 18027 | 2 | 52152 | 52151 | true | +151 -155 =301 | -2.3 | ±19.6 | true | 2019-04-30 09:12:16 +00:00 |
| 18023 | 2 | 52050 | 52150 | test | +205 -2111 =708 | -257.8 | ±12.5 | true | 2019-04-30 08:04:44 +00:00 |
| 18022 | 2 | 52140 | 52150 | test | +169 -154 =287 | 8.5 | ±20.1 | true | 2019-04-30 08:04:44 +00:00 |
| 18021 | 2 | 52147 | 52150 | test | +166 -181 =257 | -8.6 | ±21.0 | true | 2019-04-30 08:04:44 +00:00 |
| 18020 | 2 | 52151 | 52150 | true | +172 -179 =256 | -4.0 | ±21.0 | true | 2019-04-30 08:04:44 +00:00 |
| 18019 | 2 | 52139 | 52149 | test | +131 -190 =288 | -33.8 | ±20.0 | true | 2019-04-30 07:07:09 +00:00 |
| 18018 | 2 | 52146 | 52149 | test | +140 -185 =278 | -26.0 | ±20.4 | true | 2019-04-30 07:07:09 +00:00 |
| 18017 | 2 | 52150 | 52149 | true | +170 -150 =289 | 11.4 | ±20.0 | true | 2019-04-30 07:07:09 +00:00 |
| 18013 | 2 | 52138 | 52148 | test | +156 -165 =287 | -5.1 | ±20.1 | true | 2019-04-30 06:08:02 +00:00 |
| 18012 | 2 | 52145 | 52148 | test | +155 -163 =286 | -4.6 | ±20.1 | true | 2019-04-30 06:08:02 +00:00 |
| 18011 | 2 | 52149 | 52148 | true | +182 -126 =299 | 32.1 | ±19.7 | true | 2019-04-30 06:08:02 +00:00 |
| 18010 | 2 | 52137 | 52147 | test | +162 -165 =281 | -1.7 | ±20.2 | true | 2019-04-30 05:09:22 +00:00 |
| 18009 | 2 | 52144 | 52147 | test | +175 -161 =268 | 8.1 | ±20.7 | true | 2019-04-30 05:09:22 +00:00 |
| 18008 | 2 | 52148 | 52147 | true | +160 -151 =298 | 5.1 | ±19.7 | true | 2019-04-30 05:09:22 +00:00 |
| 18003 | 2 | 52136 | 52146 | test | +167 -175 =267 | -4.6 | ±20.7 | true | 2019-04-30 04:10:21 +00:00 |
| 18002 | 2 | 52143 | 52146 | test | +161 -161 =282 | -0.0 | ±20.2 | true | 2019-04-30 04:10:21 +00:00 |
| 18001 | 2 | 52147 | 52146 | true | +137 -163 =307 | -14.9 | ±19.4 | true | 2019-04-30 04:10:21 +00:00 |
| 17997 | 2 | 52135 | 52145 | test | +157 -173 =279 | -9.1 | ±20.3 | true | 2019-04-30 03:10:42 +00:00 |
| 17996 | 2 | 52142 | 52145 | test | +158 -172 =274 | -8.1 | ±20.5 | true | 2019-04-30 03:10:42 +00:00 |
| 17995 | 2 | 52146 | 52145 | true | +162 -173 =274 | -6.3 | ±20.5 | true | 2019-04-30 03:10:42 +00:00 |
| 17994 | 2 | 52134 | 52144 | test | +147 -170 =292 | -13.1 | ±19.9 | true | 2019-04-30 02:13:31 +00:00 |
| 17993 | 2 | 52141 | 52144 | test | +154 -163 =288 | -5.2 | ±20.0 | true | 2019-04-30 02:13:31 +00:00 |
| 17992 | 2 | 52145 | 52144 | true | +150 -162 =297 | -6.8 | ±19.7 | true | 2019-04-30 02:13:31 +00:00 |
| 17988 | 2 | 52133 | 52143 | test | +146 -179 =285 | -18.8 | ±20.1 | true | 2019-04-30 01:18:00 +00:00 |
| 17987 | 2 | 52140 | 52143 | test | +160 -167 =277 | -4.0 | ±20.4 | true | 2019-04-30 01:18:00 +00:00 |
| 17986 | 2 | 52144 | 52143 | true | +129 -157 =322 | -16.0 | ±18.9 | true | 2019-04-30 01:18:00 +00:00 |
| 17985 | 2 | 52132 | 52142 | test | +145 -161 =303 | -9.1 | ±19.6 | true | 2019-04-30 00:23:07 +00:00 |
| 17984 | 2 | 52139 | 52142 | test | +159 -170 =276 | -6.3 | ±20.4 | true | 2019-04-30 00:23:07 +00:00 |
| 17983 | 2 | 52143 | 52142 | true | +147 -156 =306 | -5.1 | ±19.5 | true | 2019-04-30 00:23:07 +00:00 |
| 17979 | 2 | 52131 | 52141 | test | +164 -186 =260 | -12.5 | ±20.9 | true | 2019-04-29 23:27:21 +00:00 |
| 17978 | 2 | 52138 | 52141 | test | +161 -158 =286 | 1.7 | ±20.1 | true | 2019-04-29 23:27:21 +00:00 |
| 17977 | 2 | 52142 | 52141 | true | +176 -152 =280 | 13.7 | ±20.3 | true | 2019-04-29 23:27:21 +00:00 |
| 17973 | 2 | 52110 | 52140 | test | +736 -873 =1416 | -15.7 | ±9.0 | true | 2019-04-29 22:30:47 +00:00 |
| 17972 | 2 | 52130 | 52140 | test | +142 -164 =305 | -12.5 | ±19.5 | true | 2019-04-29 22:30:47 +00:00 |
| 17971 | 2 | 52137 | 52140 | test | +149 -176 =281 | -15.5 | ±20.3 | true | 2019-04-29 22:30:47 +00:00 |
| 17970 | 2 | 52141 | 52140 | true | +168 -157 =283 | 6.3 | ±20.2 | true | 2019-04-29 22:30:47 +00:00 |
| 17969 | 2 | 52129 | 52139 | test | +157 -172 =283 | -8.5 | ±20.2 | true | 2019-04-29 21:45:34 +00:00 |
| 17968 | 2 | 52136 | 52139 | test | +161 -175 =268 | -8.1 | ±20.7 | true | 2019-04-29 21:45:34 +00:00 |
| 17967 | 2 | 52140 | 52139 | true | +157 -177 =274 | -11.4 | ±20.5 | true | 2019-04-29 21:45:34 +00:00 |
| 17963 | 2 | 52128 | 52138 | test | +157 -165 =291 | -4.5 | ±19.9 | true | 2019-04-29 20:53:03 +00:00 |
| 17962 | 2 | 52135 | 52138 | test | +153 -151 =300 | 1.2 | ±19.7 | true | 2019-04-29 20:53:03 +00:00 |
| 17961 | 2 | 52139 | 52138 | true | +146 -140 =323 | 3.4 | ±18.9 | true | 2019-04-29 20:53:03 +00:00 |
| 17960 | 2 | 52127 | 52137 | test | +147 -192 =272 | -25.6 | ±20.5 | true | 2019-04-29 19:56:05 +00:00 |
| 17959 | 2 | 52134 | 52137 | test | +176 -156 =273 | 11.5 | ±20.5 | true | 2019-04-29 19:56:05 +00:00 |
| 17958 | 2 | 52138 | 52137 | true | +155 -158 =296 | -1.7 | ±19.8 | true | 2019-04-29 19:56:05 +00:00 |
| 17954 | 2 | 52126 | 52136 | test | +157 -145 =309 | 6.8 | ±19.4 | true | 2019-04-29 18:57:21 +00:00 |
| 17953 | 2 | 52133 | 52136 | test | +140 -179 =286 | -22.4 | ±20.1 | true | 2019-04-29 18:57:21 +00:00 |
| 17952 | 2 | 52137 | 52136 | true | +173 -130 =305 | 24.6 | ±19.5 | true | 2019-04-29 18:57:21 +00:00 |
| 17951 | 2 | 52125 | 52135 | test | +159 -146 =307 | 7.4 | ±19.4 | true | 2019-04-29 17:59:30 +00:00 |
| 17950 | 2 | 52132 | 52135 | test | +147 -163 =295 | -9.2 | ±19.8 | true | 2019-04-29 17:59:30 +00:00 |
| 17949 | 2 | 52136 | 52135 | true | +158 -157 =294 | 0.6 | ±19.8 | true | 2019-04-29 17:59:30 +00:00 |
| 17945 | 2 | 52124 | 52134 | test | +173 -180 =258 | -4.0 | ±20.9 | true | 2019-04-29 17:02:55 +00:00 |
| 17944 | 2 | 52131 | 52134 | test | +149 -174 =282 | -14.4 | ±20.2 | true | 2019-04-29 17:02:55 +00:00 |
| 17943 | 2 | 52135 | 52134 | true | +163 -163 =283 | -0.0 | ±20.2 | true | 2019-04-29 17:02:55 +00:00 |
| 17942 | 2 | 52123 | 52133 | test | +175 -124 =310 | 29.2 | ±19.3 | true | 2019-04-29 16:08:26 +00:00 |
| 17941 | 2 | 52130 | 52133 | test | +176 -131 =299 | 25.8 | ±19.7 | true | 2019-04-29 16:08:26 +00:00 |
| 17940 | 2 | 52134 | 52133 | true | +181 -131 =296 | 28.6 | ±19.8 | true | 2019-04-29 16:08:26 +00:00 |
Showing 100 matches per page out of 81017 matches.