| Ranked Score | Accuracy | Play Time | Online | ||
|---|---|---|---|---|---|
| #5201 | 49,654,947,056 | 99.14% | 1,177h | ||
| #5202 | 49,653,706,517 | 97.64% | 1,401h | ||
| #5203 | 49,650,552,983 | 99.19% | 1,330h | ||
| #5204 | 49,644,742,127 | 98.60% | 1,014h | ||
| #5205 | 49,644,023,320 | 98.90% | 2,712h | ||
| #5206 | 49,643,199,567 | 98.60% | 1,798h | ||
| #5207 | 49,642,252,962 | 98.81% | 2,174h | ||
| #5208 | 49,642,198,479 | 99.36% | 2,418h | ||
| #5209 | 49,642,129,790 | 98.53% | 2,123h | ||
| #5210 | 49,641,493,897 | 98.81% | 1,557h | ||
| #5211 | 49,637,381,690 | 98.82% | 616h | ||
| #5212 | 49,636,139,134 | 98.23% | 1,198h | ||
| #5213 | 49,626,295,626 | 98.24% | 1,144h | ||
| #5214 | 49,625,470,603 | 98.70% | 1,953h | ||
| #5215 | 49,620,178,237 | 97.55% | 1,347h | ||
| #5216 | 49,607,238,379 | 98.84% | 751h | ||
| #5217 | 49,602,418,021 | 99.15% | 2,395h | ||
| #5218 | 49,599,273,814 | 98.33% | 2,299h | ||
| #5219 | 49,598,506,059 | 98.48% | 1,314h | ||
| #5220 | 49,595,590,335 | 98.78% | 2,138h | ||
| #5221 | 49,591,793,538 | 99.59% | 2,769h | ||
| #5222 | 49,585,392,617 | 98.84% | 2,444h | ||
| #5223 | 49,584,548,813 | 98.58% | 1,055h | ||
| #5224 | 49,583,809,983 | 99.16% | 2,206h | ||
| #5225 | 49,582,709,812 | 98.93% | 2,847h | ||
| #5226 | 49,581,359,157 | 99.12% | 2,645h | ||
| #5227 | 49,579,840,192 | 97.37% | 1,899h | ||
| #5228 | 49,579,348,068 | 98.53% | 2,028h | ||
| #5229 | 49,578,539,889 | 99.10% | 1,171h | ||
| #5230 | 49,577,247,240 | 99.29% | 1,908h | ||
| #5231 | 49,572,223,165 | 99.13% | 1,907h | ||
| #5232 | 49,567,343,793 | 99.09% | 1,682h | ||
| #5233 | 49,566,022,570 | 99.35% | 1,446h | ||
| #5234 | 49,558,447,723 | 98.10% | 2,404h | ||
| #5235 | 49,556,921,348 | 99.10% | 1,988h | ||
| #5236 | 49,553,749,537 | 99.08% | 2,053h | ||
| #5237 | 49,551,835,305 | 97.37% | 1,768h | ||
| #5238 | 49,550,389,152 | 98.60% | 1,646h | ||
| #5239 | 49,549,024,863 | 98.38% | 3,236h | ||
| #5240 | 49,545,438,241 | 99.08% | 1,415h | ||
| #5241 | 49,524,941,522 | 97.64% | 1,659h | ||
| #5242 | 49,524,528,764 | 98.69% | 2,466h | ||
| #5243 | 49,516,301,278 | 98.29% | 1,816h | ||
| #5244 | 49,508,799,052 | 98.36% | 1,040h | ||
| #5245 | 49,504,478,459 | 98.89% | 2,127h | ||
| #5246 | 49,500,058,059 | 98.51% | 2,741h | ||
| #5247 | 49,499,718,004 | 99.13% | 1,316h | ||
| #5248 | 49,498,326,981 | 98.99% | 1,169h | ||
| #5249 | 49,481,653,106 | 97.04% | 2,932h | ||
| #5250 | 49,481,126,701 | 98.27% | 2,068h |
