|
|
Accuracy |
Play Count |
Ranked Score |
Performance |
Global Rank |
SS |
S |
A |
#1 |
|
99.04% |
81,653 |
27,397,141,329 |
10,212.7 |
#5,349 |
203 |
982 |
1,238 |
#2 |
|
99.47% |
74,307 |
18,579,907,363 |
8,291.62 |
#15,103 |
272 |
839 |
1,514 |
#3 |
|
98.37% |
41,917 |
23,170,537,632 |
8,286.29 |
#15,146 |
36 |
649 |
1,727 |
#4 |
|
97.69% |
80,891 |
15,847,070,527 |
8,229.81 |
#15,626 |
23 |
433 |
1,143 |
#5 |
|
99.26% |
217,958 |
24,825,502,943 |
7,656.86 |
#21,246 |
133 |
1,126 |
1,126 |
#6 |
|
99.29% |
48,489 |
42,151,405,489 |
7,540.46 |
#22,638 |
191 |
1,241 |
2,447 |
#7 |
|
100.00% |
129,088 |
19,831,491,050 |
7,510.52 |
#23,011 |
3,296 |
2 |
7 |
#8 |
|
99.04% |
32,830 |
16,452,864,732 |
7,345.11 |
#25,305 |
82 |
607 |
529 |
#9 |
|
98.40% |
20,622 |
3,200,179,206 |
7,179.14 |
#27,760 |
17 |
286 |
172 |
#10 |
|
98.03% |
20,082 |
9,444,016,327 |
5,451.56 |
#72,649 |
16 |
398 |
1,134 |
#11 |
|
98.46% |
72,627 |
17,826,560,280 |
5,079.97 |
#89,400 |
116 |
1,689 |
2,213 |
#12 |
|
99.16% |
23,008 |
9,429,609,936 |
4,903.46 |
#98,632 |
142 |
601 |
708 |
#13 |
|
99.36% |
19,245 |
1,361,658,228 |
4,883.48 |
#99,713 |
46 |
250 |
54 |
#14 |
|
98.37% |
27,343 |
12,079,513,948 |
4,812.43 |
#103,532 |
33 |
638 |
1,451 |
#15 |
|
98.46% |
11,556 |
8,079,353,392 |
3,856.32 |
#168,965 |
28 |
588 |
1,013 |
#16 |
|
95.53% |
46,236 |
3,432,978,215 |
3,195.48 |
#237,946 |
19 |
292 |
967 |
#17 |
|
98.43% |
7,542 |
3,117,163,353 |
3,192.62 |
#238,312 |
0 |
222 |
552 |
#18 |
|
95.97% |
13,928 |
2,215,715,151 |
3,176.75 |
#240,246 |
8 |
86 |
298 |
#19 |
|
97.63% |
8,365 |
1,582,801,188 |
3,031.17 |
#259,689 |
9 |
173 |
388 |
#20 |
|
98.26% |
22,655 |
985,937,356 |
3,004.28 |
#263,518 |
29 |
169 |
295 |
#21 |
|
96.51% |
6,908 |
3,500,151,905 |
2,909.81 |
#276,845 |
21 |
250 |
855 |
#22 |
|
95.02% |
9,328 |
456,467,505 |
2,594.81 |
#328,185 |
0 |
5 |
103 |
#23 |
|
98.51% |
11,729 |
2,322,039,834 |
2,449.94 |
#355,450 |
51 |
202 |
600 |
#24 |
|
94.43% |
20,027 |
1,165,604,238 |
2,391.48 |
#367,074 |
2 |
30 |
293 |
#25 |
|
95.65% |
440 |
144,406,124 |
1,882.91 |
#486,654 |
3 |
24 |
22 |
#26 |
|
87.88% |
11,908 |
473,963,823 |
1,841.5 |
#498,117 |
0 |
1 |
38 |
#27 |
|
96.55% |
987 |
196,034,255 |
1,741.65 |
#526,874 |
1 |
16 |
46 |
#28 |
|
86.50% |
7,341 |
537,245,311 |
1,731.72 |
#529,789 |
1 |
16 |
115 |
#29 |
|
92.44% |
8,280 |
529,496,098 |
1,679.82 |
#545,606 |
1 |
31 |
153 |
#30 |
|
99.01% |
11,301 |
2,232,571,982 |
1,640.98 |
#557,872 |
18 |
283 |
146 |
#31 |
|
92.60% |
2,512 |
474,776,213 |
1,596.1 |
#572,472 |
3 |
46 |
258 |
#32 |
|
93.74% |
2,008 |
566,864,137 |
1,089.9 |
#773,125 |
1 |
43 |
122 |
#33 |
|
90.59% |
1,633 |
221,359,650 |
931.369 |
#856,942 |
0 |
6 |
40 |
#34 |
|
96.47% |
3,873 |
126,076,537 |
906.349 |
#870,863 |
8 |
17 |
56 |
#35 |
|
97.35% |
1,008 |
145,029,251 |
642.062 |
#1,053,284 |
10 |
53 |
18 |
#36 |
|
91.96% |
1,516 |
56,059,349 |
567.695 |
#1,117,242 |
4 |
15 |
30 |
#37 |
|
94.63% |
525 |
183,468,447 |
540.686 |
#1,142,446 |
0 |
32 |
69 |
#38 |
|
92.83% |
845 |
104,035,958 |
435.33 |
#1,252,066 |
0 |
12 |
66 |
#39 |
|
85.47% |
416 |
53,746,514 |
424.746 |
#1,264,371 |
0 |
6 |
20 |
#40 |
|
86.75% |
160 |
24,573,816 |
244.386 |
#1,522,348 |
0 |
0 |
12 |
#41 |
|
84.71% |
10 |
442,705 |
172.711 |
#1,666,114 |
0 |
0 |
0 |
#42 |
|
67.09% |
16 |
151,958 |
17.281 |
#2,360,957 |
0 |
0 |
0 |
#43 |
|
87.75% |
4 |
88,594 |
5.914 |
#2,568,087 |
0 |
0 |
0 |
#44 |
|
48.73% |
6 |
57,350 |
5.053 |
#2,594,683 |
0 |
0 |
0 |
#45 |
|
93.31% |
151 |
36,110,307 |
0 |
- |
0 |
7 |
37 |
#46 |
|
0.00% |
0 |
0 |
0 |
- |
0 |
0 |
0 |
#47 |
|
91.34% |
13 |
3,334,470 |
0 |
- |
0 |
0 |
5 |
#48 |
|
99.39% |
4,326 |
345,393,101 |
0 |
- |
67 |
91 |
10 |
#49 |
|
96.30% |
11 |
5,804,830 |
0 |
- |
1 |
0 |
5 |
#50 |
|
82.80% |
62 |
2,346,394 |
0 |
- |
0 |
0 |
1 |
#51 |
|
90.57% |
4,474 |
123,070,296 |
0 |
- |
3 |
14 |
47 |
#52 |
|
100.00% |
22,634 |
7,983,261,034 |
0 |
- |
769 |
270 |
268 |
#53 |
|
0.00% |
2 |
0 |
0 |
- |
0 |
0 |
0 |