| # | ซัมมอนเนอร์ | เทียร์ | คะแนนลีก | จำนวนติดท็อป 4 | อัตราการติดท็อป 4 | เกม |
|---|---|---|---|---|---|---|
| 625701 | 52 LP | 48 | 48.98% 48.98% | 98 | ||
| 625702 | 52 LP | 48 | 48.98% 48.98% | 98 | ||
| 625703 | 52 LP | 46 | 46.94% 46.94% | 98 | ||
| 625704 | 52 LP | 52 | 53.61% 53.61% | 97 | ||
| 625705 | 52 LP | 50 | 51.55% 51.55% | 97 | ||
| 625706 | 52 LP | 50 | 51.55% 51.55% | 97 | ||
| 625707 | 52 LP | 50 | 51.55% 51.55% | 97 | ||
| 625708 | 52 LP | 49 | 50.52% 50.52% | 97 | ||
| 625709 | 52 LP | 48 | 49.48% 49.48% | 97 | ||
| 625710 | 52 LP | 48 | 49.48% 49.48% | 97 | ||
| 625711 | 52 LP | 50 | 52.08% 52.08% | 96 | ||
| 625712 | 52 LP | 50 | 52.08% 52.08% | 96 | ||
| 625713 | 52 LP | 50 | 52.08% 52.08% | 96 | ||
| 625714 | 52 LP | 48 | 50% 50% | 96 | ||
| 625715 | 52 LP | 48 | 50% 50% | 96 | ||
| 625716 | 52 LP | 47 | 48.96% 48.96% | 96 | ||
| 625717 | 52 LP | 45 | 46.88% 46.88% | 96 | ||
| 625718 | 52 LP | 52 | 54.74% 54.74% | 95 | ||
| 625719 | 52 LP | 51 | 53.68% 53.68% | 95 | ||
| 625720 | 52 LP | 51 | 53.68% 53.68% | 95 | ||
| 625721 | 52 LP | 50 | 52.63% 52.63% | 95 | ||
| 625722 | 52 LP | 50 | 52.63% 52.63% | 95 | ||
| 625723 | 52 LP | 49 | 51.58% 51.58% | 95 | ||
| 625724 | 52 LP | 48 | 50.53% 50.53% | 95 | ||
| 625725 | 52 LP | 47 | 49.47% 49.47% | 95 | ||
| 625726 | 52 LP | 47 | 49.47% 49.47% | 95 | ||
| 625727 | 52 LP | 45 | 47.37% 47.37% | 95 | ||
| 625728 | 52 LP | 54 | 57.45% 57.45% | 94 | ||
| 625729 | 52 LP | 51 | 54.26% 54.26% | 94 | ||
| 625730 | 52 LP | 50 | 53.19% 53.19% | 94 | ||
| 625731 | 52 LP | 49 | 52.13% 52.13% | 94 | ||
| 625732 | 52 LP | 48 | 51.06% 51.06% | 94 | ||
| 625733 | 52 LP | 48 | 51.06% 51.06% | 94 | ||
| 625734 | 52 LP | 47 | 50% 50% | 94 | ||
| 625735 | 52 LP | 47 | 50% 50% | 94 | ||
| 625736 | 52 LP | 47 | 50% 50% | 94 | ||
| 625737 | 52 LP | 46 | 48.94% 48.94% | 94 | ||
| 625738 | 52 LP | 46 | 48.94% 48.94% | 94 | ||
| 625739 | 52 LP | 46 | 48.94% 48.94% | 94 | ||
| 625740 | 52 LP | 45 | 47.87% 47.87% | 94 | ||
| 625741 | 52 LP | 52 | 55.91% 55.91% | 93 | ||
| 625742 | 52 LP | 47 | 50.54% 50.54% | 93 | ||
| 625743 | 52 LP | 47 | 50.54% 50.54% | 93 | ||
| 625744 | 52 LP | 52 | 56.52% 56.52% | 92 | ||
| 625745 | 52 LP | 52 | 56.52% 56.52% | 92 | ||
| 625746 | 52 LP | 50 | 54.35% 54.35% | 92 | ||
| 625747 | 52 LP | 50 | 54.35% 54.35% | 92 | ||
| 625748 | 52 LP | 50 | 54.35% 54.35% | 92 | ||
| 625749 | 52 LP | 48 | 52.17% 52.17% | 92 | ||
| 625750 | 52 LP | 48 | 52.17% 52.17% | 92 | ||
| 625751 | 52 LP | 47 | 51.09% 51.09% | 92 | ||
| 625752 | 52 LP | 46 | 50% 50% | 92 | ||
| 625753 | 52 LP | 45 | 48.91% 48.91% | 92 | ||
| 625754 | 52 LP | 44 | 47.83% 47.83% | 92 | ||
| 625755 | 52 LP | 43 | 46.74% 46.74% | 92 | ||
| 625756 | 52 LP | 43 | 46.74% 46.74% | 92 | ||
| 625757 | 52 LP | 42 | 45.65% 45.65% | 92 | ||
| 625758 | 52 LP | 42 | 45.65% 45.65% | 92 | ||
| 625759 | 52 LP | 40 | 43.48% 43.48% | 92 | ||
| 625760 | 52 LP | 52 | 57.14% 57.14% | 91 | ||
| 625761 | 52 LP | 52 | 57.14% 57.14% | 91 | ||
| 625762 | 52 LP | 49 | 53.85% 53.85% | 91 | ||
| 625763 | 52 LP | 48 | 52.75% 52.75% | 91 | ||
| 625764 | 52 LP | 46 | 50.55% 50.55% | 91 | ||
| 625765 | 52 LP | 46 | 50.55% 50.55% | 91 | ||
| 625766 | 52 LP | 46 | 50.55% 50.55% | 91 | ||
| 625767 | 52 LP | 42 | 46.15% 46.15% | 91 | ||
| 625768 | 52 LP | 41 | 45.05% 45.05% | 91 | ||
| 625769 | 52 LP | 50 | 55.56% 55.56% | 90 | ||
| 625770 | 52 LP | 49 | 54.44% 54.44% | 90 | ||
| 625771 | 52 LP | 48 | 53.33% 53.33% | 90 | ||
| 625772 | 52 LP | 48 | 53.33% 53.33% | 90 | ||
| 625773 | 52 LP | 48 | 53.33% 53.33% | 90 | ||
| 625774 | 52 LP | 47 | 52.22% 52.22% | 90 | ||
| 625775 | 52 LP | 47 | 52.22% 52.22% | 90 | ||
| 625776 | 52 LP | 43 | 47.78% 47.78% | 90 | ||
| 625777 | 52 LP | 43 | 47.78% 47.78% | 90 | ||
| 625778 | 52 LP | 49 | 55.06% 55.06% | 89 | ||
| 625779 | 52 LP | 48 | 53.93% 53.93% | 89 | ||
| 625780 | 52 LP | 48 | 53.93% 53.93% | 89 | ||
| 625781 | 52 LP | 47 | 52.81% 52.81% | 89 | ||
| 625782 | 52 LP | 46 | 51.69% 51.69% | 89 | ||
| 625783 | 52 LP | 46 | 51.69% 51.69% | 89 | ||
| 625784 | 52 LP | 46 | 51.69% 51.69% | 89 | ||
| 625785 | 52 LP | 43 | 48.31% 48.31% | 89 | ||
| 625786 | 52 LP | 42 | 47.19% 47.19% | 89 | ||
| 625787 | 52 LP | 50 | 56.82% 56.82% | 88 | ||
| 625788 | 52 LP | 49 | 55.68% 55.68% | 88 | ||
| 625789 | 52 LP | 46 | 52.27% 52.27% | 88 | ||
| 625790 | 52 LP | 45 | 51.14% 51.14% | 88 | ||
| 625791 | 52 LP | 45 | 51.14% 51.14% | 88 | ||
| 625792 | 52 LP | 44 | 50% 50% | 88 | ||
| 625793 | 52 LP | 42 | 47.73% 47.73% | 88 | ||
| 625794 | 52 LP | 46 | 52.87% 52.87% | 87 | ||
| 625795 | 52 LP | 45 | 51.72% 51.72% | 87 | ||
| 625796 | 52 LP | 45 | 51.72% 51.72% | 87 | ||
| 625797 | 52 LP | 44 | 50.57% 50.57% | 87 | ||
| 625798 | 52 LP | 43 | 49.43% 49.43% | 87 | ||
| 625799 | 52 LP | 43 | 49.43% 49.43% | 87 | ||
| 625800 | 52 LP | 48 | 55.81% 55.81% | 86 |