The best team of each week.
This best leaderboard will be updated every monday noon..
weeks | Rank1 | Public Score | Rank2 | Public Score | Rank3 | Public Score |
---|---|---|---|---|---|---|
1 | 0.79321 | 0.78095 | 0.77554 | |||
2 | 0.79559 | 0.79064 | 0.78571 | |||
3 | 0.79928 | 0.79541 | 0.78906 | |||
4 | 0.80122 | 0.79314 | 0.79294 | |||
5 | 0.80284 | 0.79848 | 0.79636 | |||
6 | 0.80237 | 0.79817 | 0.79772 |
If you see anyone use multiple accounts, please let us know.
# | Team Name | Score | Final Entries |
---|---|---|---|
1 | 0.80845 (0.75,0.94) | 44 | |
2 | 0.80689 (0.75,0.94) | 102 | |
3 | 0.80379 (0.75,0.94) | 81 | |
4 | 0.80210 (0.74,0.94) | 56 | |
5 | 0.80177 (0.74,0.94) | 105 | |
6 | 0.80110 (0.74,0.94) | 48 | |
7 | 0.80002 (0.74,0.94) | 66 | |
8 | 0.79966 (0.74,0.94) | 81 | |
9 | 0.79874 (0.74,0.94) | 105 | |
10 | 0.79808 (0.74,0.93) | 55 | |
11 | 0.79647 (0.74,0.93) | 40 | |
12 | 0.79501 (0.74,0.93) | 29 | |
13 | 0.79490 (0.74,0.92) | 27 | |
14 | 0.79485 (0.74,0.93) | 96 | |
15 | 0.79465 (0.74,0.93) | 8 | |
16 | 0.79441 (0.74,0.92) | 16 | |
17 | 0.79436 (0.74,0.92) | 16 | |
18 | 0.79408 (0.74,0.92) | 24 | |
19 | 0.79381 (0.73,0.93) | 20 | |
20 | 0.79374 (0.73,0.93) | 15 | |
21 | 0.79374 (0.73,0.93) | 49 | |
22 | 0.79363 (0.73,0.93) | 99 | |
23 | 0.79340 (0.73,0.93) | 88 | |
24 | 0.79328 (0.73,0.93) | 22 | |
25 | 0.79309 (0.73,0.93) | 26 | |
26 | 0.79254 (0.73,0.93) | 22 | |
27 | 0.79158 (0.73,0.93) | 22 | |
28 | 0.79155 (0.73,0.93) | 87 | |
29 | 0.79033 (0.73,0.93) | 54 | |
30 | 0.79016 (0.73,0.93) | 48 | |
31 | 0.79011 (0.73,0.93) | 40 | |
32 | 0.78992 (0.73,0.93) | 2 | |
33 | 0.78983 (0.73,0.92) | 35 | |
34 | 0.78974 (0.73,0.92) | 19 | |
35 | 0.78961 (0.73,0.93) | 9 | |
36 | 0.78815 (0.73,0.93) | 12 | |
37 | 0.78815 (0.73,0.93) | 17 | |
38 | 0.78775 (0.72,0.93) | 21 | |
39 | 0.78774 (0.73,0.93) | 9 | |
40 | 0.78688 (0.72,0.93) | 19 | |
41 | 0.78655 (0.73,0.93) | 7 | |
42 | 0.78635 (0.73,0.92) | 24 | |
43 | 0.78631 (0.73,0.93) | 5 | |
44 | 0.78606 (0.72,0.93) | 10 | |
45 | 0.78598 (0.72,0.93) | 37 | |
46 | 0.78565 (0.72,0.93) | 72 | |
47 | 0.78527 (0.72,0.93) | 30 | |
48 | 0.78511 (0.72,0.93) | 82 | |
49 | 0.78448 (0.72,0.93) | 28 | |
50 | 0.78439 (0.72,0.93) | 30 | |
51 | 0.78346 (0.72,0.93) | 68 | |
52 | 0.78345 (0.72,0.92) | 4 | |
53 | 0.78322 (0.72,0.93) | 43 | |
54 | 0.78313 (0.72,0.92) | 51 | |
55 | 0.78294 (0.72,0.92) | 12 | |
56 | 0.78282 (0.72,0.93) | 25 | |
57 | 0.78275 (0.72,0.93) | 3 | |
58 | 0.78243 (0.72,0.92) | 8 | |
59 | 0.78239 (0.72,0.92) | 8 | |
60 | 0.78235 (0.72,0.92) | 11 | |
61 | 0.78199 (0.72,0.93) | 43 | |
62 | 0.78186 (0.72,0.92) | 6 | |
63 | 0.78183 (0.72,0.92) | 10 | |
64 | 0.78173 (0.72,0.93) | 27 | |
65 | 0.78151 (0.72,0.92) | 33 | |
66 | 0.78057 (0.72,0.92) | 15 | |
67 | 0.78037 (0.72,0.93) | 26 | |
68 | 0.78031 (0.72,0.93) | 3 | |
69 | 0.78023 (0.72,0.92) | 7 | |
70 | 0.78014 (0.72,0.93) | 1 | |
71 | 0.77976 (0.72,0.93) | 19 | |
72 | 0.77950 (0.72,0.91) | 3 | |
73 | 0.77941 (0.71,0.93) | 8 | |
74 | 0.77912 (0.72,0.93) | 8 | |
75 | 0.77877 (0.72,0.93) | 7 | |
76 | 0.77877 (0.72,0.93) | 5 | |
77 | 0.77872 (0.73,0.90) | 1 | |
78 | 0.77861 (0.72,0.93) | 27 | |
79 | 0.77841 (0.72,0.92) | 1 | |
80 | 0.77830 (0.72,0.92) | 13 | |
81 | 0.77807 (0.71,0.93) | 28 | |
82 | 0.77807 (0.72,0.92) | 9 | |
83 | 0.77805 (0.72,0.92) | 14 | |
84 | 0.77802 (0.71,0.93) | 7 | |
85 | 0.77779 (0.72,0.92) | 2 | |
86 | 0.77769 (0.71,0.93) | 23 | |
87 | 0.77749 (0.72,0.91) | 7 | |
88 | 0.77721 (0.72,0.91) | 18 | |
89 | 0.77717 (0.72,0.92) | 5 | |
90 | 0.77707 (0.72,0.91) | 11 | |
91 | 0.77685 (0.71,0.93) | 4 | |
92 | 0.77633 (0.72,0.91) | 10 | |
93 | 0.77606 (0.72,0.91) | 26 | |
94 | 0.77593 (0.71,0.92) | 2 | |
95 | 0.77591 (0.71,0.92) | 8 | |
96 | 0.77558 (0.71,0.92) | 12 | |
97 | 0.77555 (0.71,0.92) | 18 | |
98 | 0.77522 (0.71,0.92) | 15 | |
99 | 0.77500 (0.71,0.92) | 12 | |
100 | 0.77467 (0.71,0.92) | 3 | |
101 | 0.77465 (0.71,0.92) | 5 | |
102 | 0.77465 (0.71,0.92) | 5 | |
103 | 0.77460 (0.71,0.92) | 12 | |
104 | 0.77456 (0.71,0.92) | 16 | |
105 | 0.77414 (0.71,0.92) | 9 | |
106 | 0.77408 (0.71,0.92) | 9 | |
107 | 0.77402 (0.72,0.91) | 39 | |
108 | 0.77396 (0.71,0.92) | 6 | |
109 | 0.77395 (0.71,0.92) | 6 | |
110 | 0.77388 (0.71,0.92) | 4 | |
111 | 0.77386 (0.71,0.92) | 16 | |
112 | 0.77385 (0.71,0.92) | 4 | |
113 | 0.77379 (0.71,0.92) | 6 | |
114 | 0.77375 (0.71,0.92) | 7 | |
115 | 0.77373 (0.71,0.93) | 15 | |
116 | 0.77363 (0.71,0.92) | 12 | |
117 | 0.77352 (0.71,0.92) | 3 | |
118 | 0.77343 (0.72,0.91) | 10 | |
119 | 0.77342 (0.71,0.92) | 14 | |
120 | 0.77339 (0.71,0.93) | 12 | |
121 | 0.77337 (0.71,0.92) | 2 | |
122 | 0.77337 (0.71,0.92) | 25 | |
123 | 0.77333 (0.71,0.92) | 4 | |
124 | 0.77329 (0.71,0.92) | 11 | |
125 | 0.77318 (0.71,0.92) | 3 | |
126 | 0.77316 (0.71,0.92) | 3 | |
127 | 0.77298 (0.71,0.92) | 17 | |
128 | 0.77293 (0.71,0.92) | 8 | |
129 | 0.77292 (0.71,0.92) | 7 | |
130 | 0.77291 (0.71,0.92) | 3 | |
131 | 0.77281 (0.71,0.92) | 3 | |
132 | 0.77274 (0.70,0.93) | 7 | |
133 | 0.77269 (0.71,0.93) | 11 | |
134 | 0.77265 (0.71,0.92) | 3 | |
135 | 0.77258 (0.71,0.92) | 21 | |
136 | 0.77257 (0.71,0.92) | 1 | |
137 | 0.77256 (0.71,0.92) | 1 | |
138 | 0.77255 (0.71,0.92) | 4 | |
139 | 0.77255 (0.71,0.91) | 7 | |
140 | 0.77253 (0.71,0.92) | 6 | |
141 | 0.77248 (0.71,0.92) | 3 | |
142 | 0.77244 (0.71,0.92) | 2 | |
143 | 0.77241 (0.71,0.92) | 3 | |
144 | 0.77227 (0.71,0.92) | 11 | |
145 | 0.77226 (0.71,0.92) | 4 | |
146 | 0.77225 (0.71,0.92) | 6 | |
147 | 0.77219 (0.71,0.92) | 11 | |
148 | 0.77209 (0.71,0.92) | 7 | |
149 | 0.77209 (0.71,0.92) | 5 | |
150 | 0.77209 (0.71,0.92) | 2 | |
151 | 0.77206 (0.71,0.92) | 4 | |
152 | 0.77204 (0.71,0.92) | 4 | |
153 | 0.77203 (0.71,0.92) | 2 | |
154 | 0.77199 (0.71,0.92) | 8 | |
155 | 0.77197 (0.71,0.92) | 2 | |
156 | 0.77197 (0.71,0.92) | 5 | |
157 | 0.77196 (0.71,0.92) | 8 | |
158 | 0.77194 (0.71,0.92) | 3 | |
159 | 0.77191 (0.71,0.92) | 15 | |
160 | 0.77189 (0.71,0.92) | 1 | |
161 | 0.77187 (0.71,0.92) | 1 | |
162 | 0.77186 (0.71,0.92) | 5 | |
163 | 0.77186 (0.71,0.92) | 1 | |
164 | 0.77175 (0.71,0.93) | 6 | |
165 | 0.77175 (0.71,0.92) | 6 | |
166 | 0.77172 (0.71,0.92) | 2 | |
167 | 0.77167 (0.71,0.92) | 3 | |
168 | 0.77161 (0.71,0.92) | 1 | |
169 | 0.77159 (0.71,0.92) | 3 | |
170 | 0.77153 (0.71,0.92) | 4 | |
171 | 0.77153 (0.71,0.92) | 3 | |
172 | 0.77153 (0.71,0.92) | 1 | |
173 | 0.77152 (0.71,0.92) | 9 | |
174 | 0.77151 (0.71,0.92) | 4 | |
175 | 0.77148 (0.71,0.92) | 1 | |
176 | 0.77140 (0.71,0.92) | 14 | |
177 | 0.77136 (0.71,0.92) | 1 | |
178 | 0.77134 (0.71,0.92) | 7 | |
179 | 0.77132 (0.71,0.92) | 2 | |
180 | 0.77130 (0.71,0.92) | 3 | |
181 | 0.77126 (0.71,0.92) | 2 | |
182 | 0.77121 (0.71,0.92) | 6 | |
183 | 0.77120 (0.71,0.92) | 2 | |
184 | 0.77119 (0.71,0.92) | 13 | |
185 | 0.77111 (0.71,0.92) | 2 | |
186 | 0.77110 (0.71,0.92) | 6 | |
187 | 0.77109 (0.71,0.92) | 7 | |
188 | 0.77108 (0.71,0.92) | 6 | |
189 | 0.77105 (0.71,0.92) | 1 | |
190 | 0.77104 (0.71,0.92) | 1 | |
191 | 0.77103 (0.71,0.92) | 2 | |
192 | 0.77103 (0.71,0.92) | 4 | |
193 | 0.77096 (0.71,0.92) | 4 | |
194 | 0.77096 (0.71,0.92) | 9 | |
195 | 0.77093 (0.71,0.92) | 4 | |
196 | 0.77087 (0.71,0.92) | 3 | |
197 | 0.77083 (0.71,0.92) | 2 | |
198 | 0.77083 (0.71,0.92) | 2 | |
199 | 0.77080 (0.71,0.92) | 3 | |
200 | 0.77076 (0.71,0.92) | 2 | |
201 | 0.77075 (0.71,0.92) | 1 | |
202 | 0.77074 (0.71,0.92) | 9 | |
203 | 0.77073 (0.71,0.92) | 1 | |
204 | 0.77073 (0.71,0.92) | 1 | |
205 | 0.77064 (0.71,0.92) | 5 | |
206 | 0.77062 (0.71,0.92) | 6 | |
207 | 0.77061 (0.70,0.92) | 13 | |
208 | 0.77057 (0.71,0.92) | 5 | |
209 | 0.77057 (0.71,0.92) | 4 | |
210 | 0.77055 (0.71,0.92) | 1 | |
211 | 0.77054 (0.71,0.92) | 4 | |
212 | 0.77044 (0.71,0.92) | 3 | |
213 | 0.77043 (0.71,0.92) | 3 | |
214 | 0.77042 (0.70,0.92) | 1 | |
215 | 0.77042 (0.70,0.92) | 2 | |
216 | 0.77035 (0.70,0.92) | 1 | |
217 | 0.77035 (0.71,0.92) | 2 | |
218 | 0.77033 (0.71,0.92) | 2 | |
219 | 0.77032 (0.71,0.92) | 1 | |
220 | 0.77028 (0.71,0.92) | 6 | |
221 | 0.77027 (0.71,0.92) | 4 | |
222 | 0.77023 (0.70,0.92) | 11 | |
223 | 0.77020 (0.70,0.92) | 1 | |
224 | 0.77015 (0.71,0.92) | 3 | |
225 | 0.77012 (0.70,0.92) | 1 | |
226 | 0.77011 (0.71,0.92) | 1 | |
227 | 0.77006 (0.71,0.92) | 10 | |
228 | 0.77003 (0.70,0.92) | 7 | |
229 | 0.76994 (0.71,0.92) | 4 | |
230 | 0.76994 (0.70,0.92) | 2 | |
231 | 0.76992 (0.70,0.92) | 8 | |
232 | 0.76988 (0.70,0.92) | 1 | |
233 | 0.76980 (0.70,0.92) | 4 | |
234 | 0.76973 (0.71,0.92) | 7 | |
235 | 0.76972 (0.70,0.92) | 1 | |
236 | 0.76972 (0.70,0.92) | 6 | |
237 | 0.76968 (0.70,0.92) | 2 | |
238 | 0.76963 (0.70,0.92) | 4 | |
239 | 0.76954 (0.70,0.92) | 2 | |
240 | 0.76943 (0.71,0.92) | 1 | |
241 | 0.76938 (0.70,0.92) | 4 | |
242 | 0.76936 (0.70,0.92) | 2 | |
243 | 0.76936 (0.71,0.92) | 11 | |
244 | 0.76933 (0.70,0.92) | 7 | |
245 | 0.76929 (0.70,0.92) | 4 | |
246 | 0.76923 (0.70,0.92) | 2 | |
247 | 0.76915 (0.70,0.92) | 3 | |
248 | 0.76910 (0.71,0.91) | 3 | |
249 | 0.76900 (0.70,0.92) | 10 | |
250 | 0.76897 (0.70,0.92) | 1 | |
251 | 0.76892 (0.70,0.92) | 3 | |
252 | 0.76869 (0.70,0.92) | 15 | |
253 | 0.76869 (0.70,0.92) | 1 | |
254 | 0.76862 (0.70,0.92) | 1 | |
255 | 0.76854 (0.70,0.92) | 4 | |
256 | 0.76853 (0.70,0.92) | 4 | |
257 | 0.76847 (0.70,0.92) | 3 | |
258 | 0.76836 (0.70,0.92) | 2 | |
259 | 0.76814 (0.70,0.92) | 1 | |
260 | 0.76802 (0.70,0.92) | 3 | |
261 | 0.76792 (0.70,0.92) | 2 | |
262 | 0.76744 (0.70,0.92) | 1 | |
263 | 0.76736 (0.70,0.92) | 1 | |
264 | 0.76734 (0.70,0.92) | 1 | |
265 | 0.76726 (0.70,0.92) | 1 | |
266 | 0.76717 (0.71,0.91) | 1 | |
267 | 0.76712 (0.70,0.92) | 1 | |
268 | 0.76709 (0.72,0.89) | 6 | |
269 | 0.76705 (0.70,0.92) | 3 | |
270 | 0.76691 (0.70,0.92) | 1 | |
271 | 0.76656 (0.70,0.92) | 2 | |
272 | 0.76601 (0.70,0.92) | 3 | |
273 | 0.76587 (0.70,0.92) | 1 | |
274 | 0.76581 (0.70,0.92) | 25 | |
275 | 0.76581 (0.71,0.91) | 8 | |
276 | 0.76580 (0.70,0.91) | 2 | |
277 | 0.76552 (0.70,0.93) | 5 | |
278 | 0.76548 (0.70,0.92) | 1 | |
279 | 0.76535 (0.70,0.92) | 4 | |
280 | 0.76529 (0.70,0.92) | 1 | |
281 | 0.76524 (0.70,0.92) | 1 | |
282 | 0.76508 (0.70,0.92) | 6 | |
283 | 0.76500 (0.70,0.92) | 2 | |
284 | 0.76499 (0.70,0.92) | 13 | |
285 | 0.76481 (0.70,0.91) | 3 | |
286 | 0.76421 (0.70,0.92) | 8 | |
287 | 0.76389 (0.70,0.90) | 4 | |
288 | 0.76378 (0.70,0.92) | 2 | |
289 | 0.76313 (0.71,0.88) | 4 | |
290 | 0.76286 (0.70,0.92) | 2 | |
291 | 0.76233 (0.70,0.90) | 4 | |
292 | 0.76207 (0.70,0.91) | 4 | |
293 | 0.76207 (0.69,0.92) | 1 | |
294 | 0.76171 (0.69,0.92) | 9 | |
295 | 0.76149 (0.70,0.92) | 1 | |
296 | 0.76146 (0.69,0.92) | 1 | |
297 | 0.76113 (0.70,0.90) | 8 | |
298 | 0.76109 (0.70,0.91) | 3 | |
299 | 0.75952 (0.69,0.92) | 1 | |
300 | 0.75934 (0.70,0.90) | 1 | |
301 | 0.75904 (0.69,0.92) | 1 | |
302 | 0.75832 (0.70,0.90) | 13 | |
303 | 0.75633 (0.69,0.92) | 4 | |
304 | 0.75564 (0.70,0.89) | 2 | |
305 | 0.75521 (0.70,0.88) | 3 | |
306 | 0.75517 (0.71,0.87) | 19 | |
307 | 0.75495 (0.68,0.92) | 5 | |
308 | 0.75424 (0.69,0.92) | 1 | |
309 | 0.75338 (0.68,0.92) | 1 | |
310 | 0.75306 (0.68,0.91) | 5 | |
311 | 0.75302 (0.68,0.92) | 5 | |
312 | 0.75258 (0.69,0.89) | 1 | |
313 | 0.75207 (0.69,0.89) | 1 | |
314 | 0.75092 (0.70,0.87) | 3 | |
315 | 0.75050 (0.69,0.89) | 3 | |
316 | 0.75038 (0.68,0.91) | 1 | |
317 | 0.75001 (0.69,0.90) | 1 | |
318 | 0.74993 (0.68,0.92) | 4 | |
319 | 0.74924 (0.67,0.92) | 1 | |
320 | 0.74918 (0.71,0.84) | 6 | |
321 | 0.74879 (0.69,0.89) | 2 | |
322 | 0.74818 (0.68,0.90) | 4 | |
323 | 0.74764 (0.67,0.92) | 7 | |
324 | 0.74657 (0.68,0.91) | 4 | |
325 | 0.74648 (0.68,0.91) | 5 | |
326 | 0.74637 (0.68,0.89) | 1 | |
327 | 0.74571 (0.68,0.90) | 5 | |
328 | 0.74441 (0.69,0.87) | 12 | |
329 | 0.74432 (0.69,0.88) | 6 | |
330 | 0.74139 (0.69,0.87) | 20 | |
331 | 0.74093 (0.67,0.90) | 1 | |
332 | 0.74052 (0.69,0.86) | 2 | |
333 | 0.74019 (0.68,0.89) | 1 | |
334 | 0.73997 (0.69,0.87) | 3 | |
335 | 0.73952 (0.69,0.84) | 2 | |
336 | 0.73921 (0.66,0.91) | 1 | |
337 | 0.73871 (0.69,0.86) | 2 | |
338 | 0.73841 (0.71,0.81) | 1 | |
339 | 0.73719 (0.66,0.92) | 1 | |
340 | 0.73572 (0.69,0.85) | 1 | |
341 | 0.73365 (0.66,0.89) | 1 | |
342 | 0.73353 (0.66,0.90) | 2 | |
343 | 0.73294 (0.69,0.83) | 3 | |
344 | 0.73119 (0.69,0.84) | 1 | |
345 | 0.73089 (0.67,0.88) | 3 | |
346 | 0.73029 (0.67,0.86) | 3 | |
347 | 0.72999 (0.67,0.88) | 1 | |
348 | 0.72959 (0.66,0.89) | 3 | |
349 | 0.72773 (0.66,0.89) | 2 | |
350 | 0.72731 (0.65,0.90) | 4 | |
351 | 0.72515 (0.65,0.91) | 3 | |
352 | 0.72508 (0.66,0.88) | 11 | |
353 | 0.72440 (0.65,0.89) | 1 | |
354 | 0.72398 (0.66,0.86) | 3 | |
355 | 0.72245 (0.65,0.88) | 1 | |
356 | 0.72244 (0.67,0.85) | 9 | |
357 | 0.71092 (0.69,0.76) | 1 | |
358 | 0.70923 (0.68,0.77) | 2 | |
359 | 0.70922 (0.63,0.89) | 4 | |
360 | 0.70870 (0.69,0.75) | 1 | |
361 | 0.69965 (0.66,0.78) | 9 | |
362 | 0.69846 (0.63,0.86) | 2 | |
363 | 0.69809 (0.63,0.86) | 5 | |
364 | 0.68943 (0.64,0.81) | 2 | |
365 | 0.67482 (0.63,0.78) | 2 | |
366 | 0.67424 (0.67,0.69) | 4 | |
367 | 0.67216 (0.67,0.68) | 1 | |
368 | 0.67073 (0.61,0.82) | 2 | |
369 | 0.66731 (0.74,0.50) | 1 | |
370 | 0.66658 (0.58,0.87) | 1 | |
371 | 0.66250 (0.73,0.50) | 6 | |
372 | 0.65940 (0.74,0.46) | 8 | |
373 | 0.65680 (0.62,0.73) | 2 | |
374 | 0.65071 (0.56,0.85) | 2 | |
375 | 0.64651 (0.62,0.70) | 2 | |
376 | 0.63933 (0.61,0.72) | 4 | |
377 | 0.63898 (0.57,0.81) | 1 | |
378 | 0.63146 (0.60,0.70) | 1 | |
379 | 0.60929 (0.66,0.50) | 2 | |
380 | 0.60848 (0.60,0.63) | 1 | |
381 | 0.60546 (0.65,0.50) | 2 | |
382 | 0.58662 (0.60,0.55) | 1 | |
383 | 0.58344 (0.62,0.50) | 1 | |
384 | 0.57813 (0.54,0.66) | 4 | |
385 | 0.57546 (0.54,0.65) | 1 | |
386 | 0.57509 (0.59,0.53) | 1 | |
387 | 0.57250 (0.60,0.50) | 2 | |
388 | 0.56697 (0.55,0.60) | 4 | |
389 | 0.56539 (0.55,0.59) | 2 | |
390 | 0.53078 (0.52,0.57) | 2 | |
391 | 0.50000 (0.50,0.50) | 1 | |
392 | 0.50000 (0.50,0.50) | 2 | |
393 | 0.49959 (0.50,0.50) | 1 | |
394 | 0.49959 (0.50,0.50) | 1 | |
395 | 0.49959 (0.50,0.50) | 1 | |
396 | 0.49959 (0.50,0.50) | 1 | |
397 | 0.49959 (0.50,0.50) | 1 | |
398 | 0.49959 (0.50,0.50) | 2 | |
399 | 0.49959 (0.50,0.50) | 1 | |
400 | 0.49959 (0.50,0.50) | 1 | |
401 | 0.49959 (0.50,0.50) | 1 | |
402 | 0.49959 (0.50,0.50) | 1 | |
403 | 0.49959 (0.50,0.50) | 1 | |
404 | 0.49959 (0.50,0.50) | 3 | |
405 | 0.49959 (0.50,0.50) | 1 | |
406 | 0.49942 (0.50,0.50) | 1 | |
407 | 0.49936 (0.50,0.50) | 1 | |
408 | 0.49930 (0.50,0.50) | 1 |
Short Video Understanding Challenge
$20,000
3880 participants
start
Final Submissions
2019-02-11
2019-04-09
Sponsor:ICME2019 & ByteDance Inc.