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Showing 93 dice roll(s) where player character name is 'NPC For C&S'
Search results only go back to 7/13/2019 7:17:54 PM.

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Roll IDCharacterCampaignRoll resultDate
197787NPC For C&SCladmont & ShagosManticore:CCB [1d20+5] = 19+5 = 24 [1d20+5] = 16+5 = 21 [1d20+5] = 16+5 = 214/4/2020 10:38:29 AM
187884NPC For C&SCladmont & ShagosLorbin Investigation Helped: [1d20+1] = 19+1 = 20 [1d20+1] = 16+1 = 1710/23/2019 9:45:20 AM
187738NPC For C&SCladmont & ShagosLorbin WH: [1d20+6] = 17+6 = 23 [1d20+6] = 14+6 = 20 [1d8+3] = 2+3 = 510/20/2019 4:38:56 PM
187737NPC For C&SCladmont & ShagosLorbin WH: [1d20+6] = 10+6 = 16 [1d20+6] = 8+6 = 14 [1d8+3] = 7+3 = 1010/20/2019 4:38:41 PM
187736NPC For C&SCladmont & ShagosLunTtD: [2d12] = 510/20/2019 4:37:01 PM
187735NPC For C&SCladmont & ShagosTtDSave: [1d20-1] = 13-1 = 1210/20/2019 4:36:40 PM
187734NPC For C&SCladmont & ShagosTroll Dmg: [2d6+4] = 9+4 = 13 [2d6+4] = 11+4 = 15 [1d6+4] = 6+4 = 1010/20/2019 4:30:29 PM
187733NPC For C&SCladmont & ShagosTroll:CCB [1d20+7] = 11+7 = 18 [1d20+7] = 8+7 = 15 [1d20+7] = 8+7 = 1510/20/2019 4:30:27 PM
187732NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 9+6 = 15 [1d20+6] = 7+6 = 13 [1d12+5] = 2+5 = 710/20/2019 4:28:39 PM
187731NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 12+6 = 18 [1d20+6] = 10+6 = 16 [1d12+5] = 9+5 = 1410/20/2019 4:28:38 PM
187729NPC For C&SCladmont & ShagosTtDSave: [1d20-1] = 6-1 = 510/20/2019 4:26:08 PM
187619NPC For C&SCladmont & ShagosRenwick Crit Dmg: [1d12] = 11 [1d12] = 1210/18/2019 8:19:30 AM
187618NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 20+6 = 26 [1d20+6] = 17+6 = 23 [1d12+5] = 1+5 = 610/18/2019 8:16:21 AM
187617NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 15+6 = 21 [1d20+6] = 12+6 = 18 [1d12+5] = 12+5 = 1710/18/2019 8:16:19 AM
187471NPC For C&SCladmont & ShagosLorbin WH: [1d20+6] = 5+6 = 11 [1d8+3] = 6+3 = 910/15/2019 9:44:35 AM
187470NPC For C&SCladmont & ShagosLorbin WH: [1d20+6] = 14+6 = 20 [1d8+3] = 7+3 = 1010/15/2019 9:44:34 AM
187469NPC For C&SCladmont & ShagosMumi FB Dmg: [2d10] = 710/15/2019 9:41:17 AM
187468NPC For C&SCladmont & ShagosMumi FB [1d20+6] = 15+6 = 2110/15/2019 9:40:44 AM
187467NPC For C&SCladmont & ShagosTroll Dmg: [2d6+4] = 5+4 = 9 [2d6+4] = 9+4 = 13 [1d6+4] = 4+4 = 810/15/2019 9:34:52 AM
187466NPC For C&SCladmont & ShagosTroll:CCB [1d20+7] = 17+7 = 24 [1d20+7] = 14+7 = 21 [1d20+7] = 13+7 = 2010/15/2019 9:34:51 AM
187465NPC For C&SCladmont & ShagosTroll TtD: [1d20-1] = 17-1 = 1610/15/2019 9:32:29 AM
187464NPC For C&SCladmont & ShagosFimlyn TtD: [2d12] = 710/15/2019 9:16:06 AM
187463NPC For C&SCladmont & ShagosTtD Troll: [1d20-1] = 13-1 = 1210/15/2019 9:15:09 AM
187185NPC For C&SCladmont & ShagosLunmumiMM: [1d4+] = 3 [1d4+] = 4 [1d4+] = 3 10/11/2019 9:43:52 AM
187184NPC For C&SCladmont & ShagosTroll Dmg: [2d6+4] = 7+4 = 11 [2d6+4] = 4+4 = 8 [1d6+4] = 2+4 = 610/11/2019 9:36:56 AM
187183NPC For C&SCladmont & ShagosTroll Dmg: [2d6+4] = 9+4 = 13 [2d6+4] = 7+4 = 11 [1d6+4] = 6+4 = 1010/11/2019 9:36:55 AM
187182NPC For C&SCladmont & ShagosSeaElf TtD: [2d12] = 2010/11/2019 9:31:13 AM
187181NPC For C&SCladmont & ShagosManticore Save: TtD [1d20+1] = 6+1 = 710/11/2019 9:30:36 AM
187180NPC For C&SCladmont & ShagosManticore Reaction: [1d8+3] = 3+3 = 6 [1d8] = 810/11/2019 9:27:13 AM
187179NPC For C&SCladmont & ShagosManticore Reaction: [1d20+5] = 20+5 = 2510/11/2019 9:26:12 AM
187178NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 15+6 = 21 [1d20+6] = 13+6 = 19 [1d12+5] = 8+5 = 1310/11/2019 9:24:14 AM
187177NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 14+6 = 20 [1d20+6] = 11+6 = 17 [1d12+5] = 3+5 = 810/11/2019 9:24:13 AM
187169NPC For C&SCladmont & ShagosFimlynCW 3rdlvl: [3d8+3] = 11+3 = 1410/11/2019 8:38:48 AM
187110NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 1+6 = 7 [1d20+6] = 18+6 = 24 [1d12+5] = 2+5 = 710/10/2019 1:50:09 PM
187109NPC For C&SCladmont & ShagosLorbin WH: [1d20+6] = 14+6 = 20 [1d8+3] = 7+3 = 1010/10/2019 1:50:04 PM
187108NPC For C&SCladmont & ShagosLorbin WH: [1d20+6] = 14+6 = 20 [1d8+3] = 3+3 = 610/10/2019 1:50:02 PM
187107NPC For C&SCladmont & ShagosLunmumiMM: [1d4+] = 2 [1d4+] = 4 [1d4+] = 3 10/10/2019 1:42:22 PM
187105NPC For C&SCladmont & ShagosManticore Damage: [1d6+3] = 2+3 = 5 [1d6+3] = 4+3 = 7 [1d8+3] = 3+3 = 610/10/2019 1:27:26 PM
187104NPC For C&SCladmont & ShagosManticore:CCB [1d20+5] = 7+5 = 12 [1d20+5] = 4+5 = 9 [1d20+5] = 4+5 = 910/10/2019 1:27:24 PM
187103NPC For C&SCladmont & ShagosTailSpike Dmg: [1d8+3] = 2+3 = 5 [1d8+3] = 7+3 = 10 [1d8+3] = 3+3 = 610/10/2019 1:19:58 PM
187102NPC For C&SCladmont & ShagosTailspike: [1d20+5] = 11+5 = 16 [1d20+5] = 8+5 = 13 [1d20+5] = 7+5 = 1210/10/2019 1:19:56 PM
187101NPC For C&SCladmont & ShagosTroll Claw Adv [1d20] = 1410/10/2019 1:16:40 PM
187099NPC For C&SCladmont & ShagosTroll Dmg: [2d6+4] = 5+4 = 9 [2d6+4] = 9+4 = 13 [1d6+4] = 5+4 = 910/10/2019 1:14:45 PM
187098NPC For C&SCladmont & ShagosTroll:CCB [1d20+7] = 1+7 = 8 [1d20+7] = 19+7 = 26 [1d20+7] = 18+7 = 2510/10/2019 1:14:43 PM
187097NPC For C&SCladmont & ShagosTtD: [2d12] = 410/10/2019 1:12:56 PM
187096NPC For C&SCladmont & ShagosManticore Save: TtD [1d20+1] = 12+1 = 1310/10/2019 1:02:42 PM
187095NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 12+6 = 18 [1d20+6] = 9+6 = 15 [1d12+5] = 1+5 = 610/10/2019 12:57:28 PM
186959NPC For C&SCladmont & ShagosLorbin WH: [1d20+6] = 13+6 = 19 [1d8+3] = 6+3 = 910/7/2019 6:05:50 PM
186956NPC For C&SCladmont & ShagosLunTtD: [2d12] = 610/7/2019 5:55:28 PM
186951NPC For C&SCladmont & ShagosFB Save: Troll [1d20+1] = 3+1 = 4 M1 [1d20+3] = 20+3 = 23 M2 [1d20+3] = 19+3 = 2210/7/2019 5:43:54 PM
186925NPC For C&SCladmont & ShagosManticore Damage: [1d6+3] = 1+3 = 4 [1d6+3] = 2+3 = 5 [1d8+3] = 8+3 = 1110/7/2019 9:59:10 AM
186924NPC For C&SCladmont & ShagosManticore:CCB [1d20+5] = 10+5 = 15 [1d20+5] = 7+5 = 12 [1d20+5] = 6+5 = 1110/7/2019 9:59:08 AM
186923NPC For C&SCladmont & ShagosTailSpike Crit: [1d8] = 8 [1d8] = 510/7/2019 9:47:24 AM
186922NPC For C&SCladmont & ShagosTailSpike Dmg: [1d8+3] = 1+3 = 4 [1d8+3] = 6+3 = 9 [1d8+3] = 1+3 = 410/7/2019 9:46:31 AM
186921NPC For C&SCladmont & ShagosTailspike: [1d20+5] = 3+5 = 8 [1d20+5] = 20+5 = 25 [1d20+5] = 20+5 = 2510/7/2019 9:46:27 AM
186920NPC For C&SCladmont & ShagosTailSpike Dmg: [1d8+3] = 3+3 = 6 [1d8+3] = 8+3 = 11 [1d8+3] = 4+3 = 710/7/2019 9:43:51 AM
186919NPC For C&SCladmont & ShagosTailspike: [1d20+5] = 6+5 = 11 [1d20+5] = 4+5 = 9 [1d20+5] = 3+5 = 810/7/2019 9:43:49 AM
186918NPC For C&SCladmont & ShagosTornak1Lun2: [1d2] = 1 [1d2] = 210/7/2019 9:38:04 AM
186917NPC For C&SCladmont & ShagosCoD [4d4] = 1010/7/2019 9:16:20 AM
186916NPC For C&SCladmont & ShagosSeaElf: [1d20+5] = 9+5 = 14 [1d6+2] = 4+2 = 610/7/2019 9:13:50 AM
186915NPC For C&SCladmont & ShagosFimlyn Trident: [1d20+6] = 2+6 = 8 [1d8+3] = 7+3 = 1010/7/2019 9:13:49 AM
186914NPC For C&SCladmont & ShagosTroll Dmg: [2d6+4] = 7+4 = 11 [2d6+4] = 3+4 = 7 [1d6+4] = 3+4 = 710/7/2019 9:08:39 AM
186913NPC For C&SCladmont & ShagosTroll:CCB [1d20+7] = 16+7 = 23 [1d20+7] = 13+7 = 20 [1d20+7] = 13+7 = 2010/7/2019 9:08:37 AM
186912NPC For C&SCladmont & ShagosSeaElf: [1d20+5] = 14+5 = 19 [1d6+2] = 2+2 = 410/7/2019 9:00:48 AM
186911NPC For C&SCladmont & ShagosGuard Adv [1d20] = 1210/7/2019 8:55:28 AM
186910NPC For C&SCladmont & ShagosGuard: [1d20+6] = 11+6 = 17 [1d8+3] = 4+3 = 710/7/2019 8:55:12 AM
186909NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 17+6 = 23 [1d20+6] = 14+6 = 20 [1d12+5] = 2+5 = 710/7/2019 8:52:52 AM
186908NPC For C&SCladmont & ShagosRenwick GreatAxe: [1d20+6] = 5+6 = 11 [1d20+6] = 2+6 = 8 [1d12+5] = 2+5 = 710/7/2019 8:52:29 AM
186907NPC For C&SCladmont & ShagosFimlyn Trident: [1d20+6] = 13+6 = 19 [1d8+3] = 7+3 = 1010/7/2019 8:12:06 AM
186833NPC For C&SCladmont & ShagosManticore Damage: [1d6+3] = 3+3 = 6 [1d6+3] = 2+3 = 5 [1d8+3] = 4+3 = 710/5/2019 2:43:25 PM
186832NPC For C&SCladmont & ShagosManticore:CCB [1d20+5] = 18+5 = 23 [1d20+5] = 15+5 = 20 [1d20+5] = 15+5 = 2010/5/2019 2:43:23 PM
186829NPC For C&SCladmont & ShagosRenwick [1d20+3] = 11+3 = 1410/5/2019 2:23:20 PM
186828NPC For C&SCladmont & ShagosTroll [1d20+1] = 9+1 = 10 Manitcore [1d20+3] = 6+3 = 910/5/2019 2:21:04 PM
186827NPC For C&SCladmont & ShagosNPC Ini Fog[1d20+5] = 8+5 = 13 Lun[1d20+2] = 5+2 = 7 Lor[1d20+2] = 5+2 = 7 Yon[1d20+2] = 20+2 = 22 10/5/2019 2:14:39 PM
186826NPC For C&SCladmont & ShagosNPC Ini F[1d20] = 14 SE[1d20] = 11 G[1d20+2] = 11+2 = 13 10/5/2019 2:13:28 PM
186825NPC For C&SCladmont & ShagosGuard: [1d20+6] = 14+6 = 20 [1d8+3] = 7+3 = 1010/5/2019 2:11:11 PM
186824NPC For C&SCladmont & ShagosSeaElf: [1d20+5] = 2+5 = 7 [1d6+2] = 6+2 = 810/5/2019 2:10:03 PM
186822NPC For C&SCladmont & ShagosFimlyn Trident: [1d20+6] = 11+6 = 17 [1d8+3] = 4+3 = 710/5/2019 2:09:59 PM
186820NPC For C&SCladmont & ShagosTroll Dmg: [2d6+4] = 7+4 = 11 [2d6+4] = 11+4 = 15 [1d6+4] = 5+4 = 910/5/2019 2:06:36 PM
186819NPC For C&SCladmont & ShagosTroll:CCB [1d20+7] = 12+7 = 19 [1d20+7] = 9+7 = 16 [1d20+7] = 8+7 = 1510/5/2019 2:06:34 PM
186818NPC For C&SCladmont & ShagosManticore Damage: [1d6+3] = 5+3 = 8 [1d6+3] = 6+3 = 9 [1d8+3] = 7+3 = 1010/5/2019 2:05:45 PM
186816NPC For C&SCladmont & ShagosManticore:CCB [1d20+5] = 15+5 = 20 [1d20+5] = 12+5 = 17 [1d20+5] = 12+5 = 1710/5/2019 1:59:38 PM
185879NPC For C&SCladmont & ShagosPerception for Renwick: [1d20+5] = 1+5 = 69/21/2019 7:48:01 PM
183166NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 2+5 = 7 [1d20+5] = 19+5 = 24 [1d20+5] = 19+5 = 248/1/2019 9:06:42 AM
183165NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 10+5 = 15 [1d20+5] = 7+5 = 12 [1d20+5] = 7+5 = 128/1/2019 9:06:13 AM
183164NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 13+5 = 18 [1d20+5] = 11+5 = 16 [1d20+5] = 10+5 = 158/1/2019 9:02:39 AM
183163NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 10+5 = 15 [1d20+5] = 8+5 = 13 [1d20+5] = 7+5 = 128/1/2019 9:02:18 AM
182882NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 12+5 = 17 [1d20+5] = 9+5 = 14 [1d20+5] = 9+5 = 147/27/2019 9:59:15 PM
182724NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 8+5 = 13 [1d20+5] = 5+5 = 10 [1d20+5] = 5+5 = 107/26/2019 12:34:09 PM
182526NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 18+5 = 23 [1d20+5] = 15+5 = 20 [1d20+5] = 15+5 = 207/23/2019 11:34:14 AM
182525NPC For C&SCladmont & ShagosArchery Game: [1d20+5] = 16+5 = 21 [1d20+5] = 13+5 = 18 [1d20+5] = 13+5 = 187/23/2019 11:33:56 AM
182290NPC For C&SCladmont & ShagosMaster Tinkers: [2d8] = 10 [2d8] = 107/19/2019 7:13:52 AM
182232NPC For C&SCladmont & ShagosRayman Performance: [1d20-2] = 19-2 = 177/18/2019 9:28:59 AM
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