| ID | Name | Time | Dice | Results | Notes |
| 137064 | Haley | 2016-08-29 19:05:37 | 1d20+2 | 1D20+2 = [3]+2 = 5 | Stun spore |
| 167400 | Haley | 2017-06-14 08:45:55 | 1d20 | 1D20 = [2] = 2 | _ |
| 167462 | Haley | 2017-06-15 00:20:23 | 1d20 | 1D20 = [5] = 5 | _ |
| 167522 | Haley | 2017-06-15 20:09:21 | 2d20.high(1) | 2D20.HIGH(1) = [10, 3] = 10 | _ |
| 167524 | Haley | 2017-06-15 20:43:50 | 4d20.high(1) | 4D20.HIGH(1) = [18, 15, 13, 6] = 18 | _ |
| 167527 | Haley | 2017-06-15 21:37:19 | 4d20.high(1) | 4D20.HIGH(1) = [8, 9, 7, 19] = 19 4D20.HIGH(1) = [11, 2, 12, 2] = 12 4D20.HIGH(1) = [16, 5, 5, 20] = 20 4D20.HIGH(1) = [2, 20, 7, 9] = 20 4D20.HIGH(1) = [11, 4, 9, 19] = 19 4D20.HIGH(1) = [4, 9, 1, 14] = 14 4D20.HIGH(1) = [17, 15, 7, 8] = 17 4D20.HIGH(1) = [5, 18, 19, 12] = 19 4D20.HIGH(1) = [7, 5, 11, 17] = 17 4D20.HIGH(1) = [7, 3, 19, 2] = 19 4D20.HIGH(1) = [7, 3, 2, 9] = 9 4D20.HIGH(1) = [3, 9, 17, 14] = 17 4D20.HIGH(1) = [12, 5, 12, 16] = 16 4D20.HIGH(1) = [14, 13, 9, 10] = 14 4D20.HIGH(1) = [8, 16, 18, 12] = 18 4D20.HIGH(1) = [13, 16, 4, 19] = 19 4D20.HIGH(1) = [1, 14, 16, 7] = 16 4D20.HIGH(1) = [16, 15, 9, 3] = 16 4D20.HIGH(1) = [17, 11, 11, 19] = 19 4D20.HIGH(1) = [19, 8, 13, 10] = 19 | _ |
| 168869 | Haley | 2017-06-27 07:56:17 | 1d24-1 | 1D24-1 = [8]-1 = 7 | Time |
| 168989 | Haley | 2017-06-28 05:18:23 | 4d20.high(1); 6d20.high(1) | 4D20.HIGH(1) = [5, 3, 11, 12] = 12 6D20.HIGH(1) = [1, 5, 1, 8, 16, 18] = 18 4D20.HIGH(1) = [19, 5, 15, 8] = 19 6D20.HIGH(1) = [3, 1, 8, 20, 17, 4] = 20 4D20.HIGH(1) = [12, 19, 9, 19] = 19 6D20.HIGH(1) = [6, 15, 3, 11, 17, 4] = 17 | Rotom, cushion |
| 169134 | Haley | 2017-06-29 05:26:58 | 1d24-1 | 1D24-1 = [11]-1 = 10 | Random heat |
| 169467 | Haley | 2017-07-02 21:28:18 | 1d4 | 1D4 = [3] = 3 | Vaporeon, flareon, sylveon, espeon |
| 170279 | Haley | 2017-07-11 09:08:59 | 4d20.high(1) | 4D20.HIGH(1) = [4, 5, 15, 10] = 15 | _ |
| 170422 | Haley | 2017-07-12 21:43:48 | 1d24-1 | 1D24-1 = [7]-1 = 6 | _ |
| 170666 | Haley | 2017-07-14 22:30:02 | 4d20.high(1) | 4D20.HIGH(1) = [18, 13, 3, 3] = 18 | _ |
| 170788 | Haley | 2017-07-16 07:09:33 | 6d20.high(1) | 6D20.HIGH(1) = [8, 17, 12, 15, 8, 13] = 17 | _ |
| 171009 | Haley | 2017-07-17 19:41:48 | 2d20.high(1) | 2D20.HIGH(1) = [4, 2] = 4 | _ |
| 171108 | Haley | 2017-07-18 18:20:50 | 2d20.high(1) | 2D20.HIGH(1) = [14, 18] = 18 | _ |
| 171286 | Haley | 2017-07-19 22:51:49 | 4d20.high(1) | 4D20.HIGH(1) = [19, 7, 1, 19] = 19 | _ |
| 171325 | Haley | 2017-07-20 08:52:34 | 1d2 | 1D2 = [1] = 1 | Steel, fighting |
| 171334 | Haley | 2017-07-20 11:04:46 | 1d20 | 1D20 = [2] = 2 | _ |
| 171358 | Haley | 2017-07-20 19:15:46 | 1d20+3; 4d10+15+12 | 1D20+3 = [18]+3 = 21 4D10+15+12 = [1, 3, 7, 8]+15+12 = 46 | power whip |
| 171634 | Haley | 2017-07-22 22:45:46 | 6d20.high(1) | 6D20.HIGH(1) = [15, 7, 5, 15, 5, 11] = 15 | _ |
| 171870 | Haley | 2017-07-25 05:32:24 | 1d24-1 | 1D24-1 = [24]-1 = 23 | _ |
| 215534 | Haley | 2018-08-20 01:23:13 | 2d6 | 2D6 = [3, 3] = 6 2D6 = [1, 5] = 6 2D6 = [2, 6] = 8 2D6 = [6, 6] = 12 2D6 = [2, 5] = 7 | Athletics |
| 232909 | Haley | 2020-01-07 22:33:50 | 1d2 | 1D2 = [2] = 2 | Harvest |
| 247083 | Haley | 2021-02-20 22:36:01 | 6d6+5 | 6D6+5 = [1, 1, 5, 1, 5, 6]+5 = 24 | _ |
| 247270 | Haley | 2021-02-27 23:15:58 | 6d6+5 | 6D6+5 = [2, 6, 1, 5, 5, 6]+5 = 30 | Plus 2 for glitch (per) |
| 247583 | Haley | 2021-03-17 00:29:56 | 6d6+1 | 6D6+1 = [4, 6, 5, 5, 2, 1]+1 = 24 | Surv |
| 247733 | Haley | 2021-03-21 10:47:47 | 1d6 | 1D6 = [4] = 4 | Stealth |
| 247734 | Haley | 2021-03-21 10:52:11 | 2d6+2 | 2D6+2 = [4, 3]+2 = 9 | Charm |
| 249145 | Haley | 2021-05-08 14:37:08 | 2d6 | 2D6 = [3, 5] = 8 | _ |
| 250518 | Haley | 2021-06-06 02:29:12 | 6d6+1 | 6D6+1 = [5, 2, 6, 4, 2, 5]+1 = 25 | tech |
| 252247 | Haley | 2021-07-19 02:40:45 | 6d6+5 | 6D6+5 = [2, 2, 5, 3, 3, 1]+5 = 21 | tech plus glitch plus text book for dummies |
| 252248 | Haley | 2021-07-19 02:42:36 | 6d6+5 | 6D6+5 = [5, 1, 4, 5, 5, 4]+5 = 29 | tech plus glitch plus text book for dummies (disconnect from server) |
| 252799 | Haley | 2021-08-02 22:59:27 | 6d6+5; 1d100 | 6D6+5 = [4, 4, 1, 3, 4, 4]+5 = 25 1D100 = [41] = 41 | Per; d100 |
The current time is: 2024-05-09 11:52:39