Welcome Guest
Register | Login
Search Results

Showing 160 dice roll(s) where player character name is 'GM rolls'

Click on die roll ID to view all details and links to the roll.

Roll IDCharacterCampaignRoll resultDate
188546GM rolls5th Ed WaterdeepUnbar erception disadvantaged [1d20+2] = 6+2 = 8, [1d20+2] = 3+2 = 511/6/2019 10:46:01 AM
188395GM rolls5th Ed WaterdeepGoblin initiative [1d20+2] = 1+2 = 311/4/2019 2:34:50 AM
188394GM rolls5th Ed Waterdeeperr11/4/2019 2:34:22 AM
188174GM rolls5th Ed WaterdeepDarren Advantage [1d20] = 1210/30/2019 5:31:20 AM
188173GM rolls5th Ed WaterdeepTentqcle crit [1d4] = 110/30/2019 5:30:18 AM
188172GM rolls5th Ed WaterdeepTentacles & bite advantaged [1d20+8] = 11+8 = 19, [1d20+4] = 8+4 = 1210/30/2019 5:27:30 AM
188171GM rolls5th Ed WaterdeepDarren Advantage [1d20] = 910/30/2019 4:42:42 AM
188170GM rolls5th Ed WaterdeepDarren CON DC13 [1d20+2] = 8+2 = 1010/30/2019 4:39:12 AM
188169GM rolls5th Ed WaterdeepDarren CON DC13 [1d20+2] = 4+2 = 610/30/2019 4:38:04 AM
188168GM rolls5th Ed WaterdeepBite [1d20+4] = 11+4 = 15, [2d4+2] = 5+2 = 710/30/2019 4:18:11 AM
188167GM rolls5th Ed WaterdeepBite [1d20+4, [2d4+2] = 5+2 = 710/30/2019 4:17:46 AM
188166GM rolls5th Ed WaterdeepTentacles [1d20+8] = 12+8 = 20, [1d4+2] = 1+2 = 310/30/2019 4:15:38 AM
188165GM rolls5th Ed WaterdeepTenttacles [1d20+8] = 18+8 = 26, [1d4+2] = 3+2 = 510/30/2019 4:14:13 AM
188044GM rolls5th Ed WaterdeepDarren [1d20+3] = 17+3 = 2010/26/2019 2:07:31 AM
188043GM rolls5th Ed WaterdeepDarren warhammer [1d20+3] = 5+3 = 8, [1d8+3] = 2+3 = 510/26/2019 2:04:22 AM
188042GM rolls5th Ed WaterdeepDarren [1d20+3] = 13+3 = 16, [1d8+3] = 3+3 = 610/26/2019 2:03:24 AM
188041GM rolls5th Ed WaterdeepDarren [1d20+2] = 20+2 = 2210/26/2019 1:36:28 AM
188040GM rolls5th Ed WaterdeepDarren [1d20+2] = 12+2 = 1410/26/2019 1:35:09 AM
188039GM rolls5th Ed Waterdeep#T3 tentacles, bite [1d20+8] = 11+8 = 19, [1d20+4] = 8+4 = 12, [1d4+2] = 4+2 = 6, [2d4+2] = 4+2 = 610/26/2019 1:33:47 AM
188038GM rolls5th Ed Waterdeep#T2 tentacles, bite [1d20+8] = 18+8 = 26, [1d20+4] = 15+4 = 19, [1d4+2] = 2+2 = 4, [2d4+2] = 6+2 = 810/26/2019 1:31:54 AM
188037GM rolls5th Ed Waterdeep#T1 [1d20+8] = 20+8 = 28, [1d4+2] = 1+2 = 310/26/2019 1:18:18 AM
187403GM rolls5th Ed WaterdeepUnbar fall dam DEX Save disadvantaged D13 to avoid [1d6] = 410/14/2019 4:30:00 PM
187401GM rolls5th Ed WaterdeepBrown robes dam, poison [3d6] = 14, [2d6] = 1110/14/2019 4:15:14 PM
187399GM rolls5th Ed WaterdeepBrown robes damage plus 1 poison [3d6] = 8, [2d6]10/14/2019 4:14:28 PM
187398GM rolls5th Ed WaterdeepBrown robes advantaged [1d20+4] = 17+4 = 21, [1d20+4] = 15+4 = 1910/14/2019 4:09:59 PM
187093GM rolls5th Ed WaterdeepNoises advantaged [1d20+6] = 19+6 = 25, [1d20+6] = 16+6 = 2210/10/2019 10:32:13 AM
187092GM rolls5th Ed WaterdeepNoises [1d20+6] = 7+6 = 1310/10/2019 10:31:17 AM
186978GM rolls5th Ed WaterdeepGG Green flame blade advantage [1d20+7] = 10+7 = 1710/8/2019 1:22:07 AM
186746GM rolls5th Ed WaterdeepIsaril rapier [1d20+6] = 11+6 = 17, [1d20+6] = 8+6 = 14, [1d6+4] = 5+4 = 910/4/2019 3:21:25 AM
186745GM rolls5th Ed WaterdeepIsaril stealth [1d20+6] = 16+6 = 2210/4/2019 3:19:36 AM
186744GM rolls5th Ed WaterdeepChicken goblin short sword [1d20+4] = 17+4 = 21, [1d20+4] = 14+4 = 18, [1d6+2] = 2+2 = 410/4/2019 2:50:47 AM
186743GM rolls5th Ed WaterdeepChicken goblin knife [1d20+4] = 9+4 = 13, [1d20+4] = 7+4 = 11, [1d4+2] = 2+2 = 4 10/4/2019 2:46:18 AM
186742GM rolls5th Ed WaterdeepKitchen goblin bow[1d20+4] = 9+4 = 13, [1d20+4] = 6+4 = 10 [1d6+2] = 4+2 = 610/4/2019 2:35:18 AM
186741GM rolls5th Ed WaterdeepGoblin #2 WIS save DC12 [1d20-1] = 15-1 = 1410/4/2019 2:14:32 AM
186739GM rolls5th Ed WaterdeepGoblin stealth [1d20+6] = 11+6 = 17, [1d20+6] = 8+6 = 14, [1d20+6] = 8+6 = 1410/3/2019 11:48:35 PM
186463GM rolls5th Ed WaterdeepGoblin #2, #3 positions [2d6+10] = 11+10 = 21, [2d6+10] = 3+10 = 139/29/2019 3:56:16 PM
186462GM rolls5th Ed WaterdeepGoblin #2, #3 positions [10+2d6] = err, [10+2d6] = err9/29/2019 3:55:17 PM
186461GM rolls5th Ed WaterdeepGoblin WIS save DC12 [1d20-1] = 13-1 = 129/29/2019 3:12:21 PM
186439GM rolls5th Ed WaterdeepGoblins disadvantaged with chickens [1d20+2] = 1+2 = 3, [1d20+2] = 18+2 = 209/29/2019 3:08:12 AM
186438GM rolls5th Ed WaterdeepGoblin init [1d20+2] = 17+2 = 199/29/2019 3:05:49 AM
186437GM rolls5th Ed Waterdeeperr9/29/2019 3:05:20 AM
186388GM rolls5th Ed Waterdeep#1 fist advantaged [1d20+4] = 18+4 = 22, [1d20+4] = 15+4 = 19, [1d8+2] = 6+2 = 89/28/2019 10:38:57 AM
186337GM rolls5th Ed WaterdeepIsaril bow crit [1d8] = 19/28/2019 1:42:27 AM
186336GM rolls5th Ed WaterdeepIsaril bow advantaged [1d20+6] = 3+6 = 9, [1d20+6] = 20+6 = 26, [1d8+4] = 8+4 = 129/28/2019 1:41:21 AM
186335GM rolls5th Ed WaterdeepIsaril initiative advantaged [1d20+4] = 19+4 = 23, [1d20+4] = 16+4 = 209/28/2019 1:35:17 AM
186334GM rolls5th Ed WaterdeepIsaril stealth DC10 [1d20+6] = 18+6 = 249/28/2019 1:34:08 AM
186281GM rolls5th Ed Waterdeep#2 fist disadvantaged [1d20+4] = 19+4 = 23, [1d20+4] = 16+4 = 20, [1d8+2] = 8+2 = 109/27/2019 7:16:12 AM
186280GM rolls5th Ed Waterdeep#1 fist [1d20+4] = 11+4 = 15, [1d8+2] = 4+2 = 69/27/2019 7:13:30 AM
186177GM rolls5th Ed WaterdeepGoblin bow advantaged [1d20+4] = 10+4 = 14, [1d20+4] = 7+4 = 11, [1d6+2] = 5+2 = 79/26/2019 1:28:35 AM
186171GM rolls5th Ed WaterdeepGoblin stealth advantaged [1d20+6] = 7+6 = 13, [1d20+6] = 4+6 = 109/26/2019 12:37:39 AM
186083GM rolls5th Ed Waterdeep#3 warhammer two-handed [1d20+5] = 11+5 = 16, [1d10+3] = 8+3 = 119/25/2019 4:26:50 AM
186082GM rolls5th Ed Waterdeep#2 fist [1d20+4] = 8+4 = 12, [1d8+2] = 1+2 = 39/25/2019 4:24:22 AM
186081GM rolls5th Ed Waterdeep#1 fist [1d20+4] = 19+4 = 23, [1d8+2] = 4+2 = 69/25/2019 4:22:18 AM
186080GM rolls5th Ed WaterdeepRetrospective Amber #4 DEX save [1d20-1] = 5-1 = 49/25/2019 3:43:07 AM
186079GM rolls5th Ed WaterdeepX initiative [1d20+2] = 15+2 = 179/25/2019 2:24:50 AM
186078GM rolls5th Ed WaterdeepX bow advantaged [1d20+4] = 1+4 = 5, [1d20+4] = 19+4 = 23, [1d6+2] = 6+2 = 89/25/2019 1:51:40 AM
186077GM rolls5th Ed WaterdeepX stealth advantaged [1d20+6] = 11+6 = 17, [1d20+6] = 8+6 = 149/25/2019 1:50:35 AM
185990GM rolls5th Ed WaterdeepX stealth advantaged [1d20+6] = 7+6 = 13, [1d20+6] = 4+6 = 109/24/2019 2:12:09 AM
185989GM rolls5th Ed WaterdeepX arrow advantaged [1d20+4] = 9+4 = 13, [1d20+4] = 6+4 = 10, [1d6+2] = 6+2 = 89/24/2019 2:05:14 AM
185710GM rolls5th Ed WaterdeepIsaril arrow dam [1d6+4] = 3+4 = 79/20/2019 2:00:47 AM
185709GM rolls5th Ed WaterdeepIsaril bow advantaged [1d20+6] = 11+6 = 17, [1d20+6] = 8+6 = 149/20/2019 1:59:39 AM
185708GM rolls5th Ed WaterdeepGoblin ""Gwerk" Perception [1d20-1] = 9-1 = 89/20/2019 1:57:15 AM
185707GM rolls5th Ed WaterdeepIsaril stealth [1d20+6] = 13+6 = 199/20/2019 1:55:22 AM
185620GM rolls5th Ed Waterdeep#2 fist [1d20+4] = 12+4 = 16, [1d8+2] = 1+2 = 39/18/2019 12:37:04 AM
185619GM rolls5th Ed Waterdeep#1 fist [1d20+4] = 6+4 = 10, [1d8+2] = 8+2 = 109/18/2019 12:36:02 AM
185599GM rolls5th Ed WaterdeepFrond crit [1d4] = 39/17/2019 4:26:33 PM
185598GM rolls5th Ed WaterdeepFrond attack [1d20+6] = 20+6 = 26, [1d20+6] = 17+6 = 23, [1d4+2] = 1+2 = 39/17/2019 4:25:26 PM
185597GM rolls5th Ed WaterdeepFrond attack [1d20+6] = 17+6 = 23, [1d20+6] = 14+6 = 20, [1d4+2] = 2+2 = 49/17/2019 4:23:22 PM
185592GM rolls5th Ed WaterdeepInt loss [1d4] = 19/17/2019 3:45:24 PM
185096GM rolls5th Ed WaterdeepGray fronds advantaged [1d20+6] = 8+6 = 14, [1d20+6] = 5+6 = 11, [1d4+2] = 1+2 = 39/8/2019 3:30:50 AM
185095GM rolls5th Ed WaterdeepGray fronds advantaged [1d20+6] = 4+6 = 10, [1d20+6] = 1+6 = 7, [1d4+2] = 1+2 = 39/8/2019 3:30:12 AM
185094GM rolls5th Ed WaterdeepGray fronds advantaged [1d20+6] = 4+6 = 10, [1d20+6] = 1+6 = 7, [1d4+2] = 1+2 = 39/8/2019 3:28:40 AM
184662GM rolls5th Ed WaterdeepS4 v Woody [1d20+5] = 6+5 = 11, [1d4+3] = 3+3 = 68/30/2019 5:08:52 PM
184661GM rolls5th Ed WaterdeepR1 bites [1d20+2] = 7+2 = 9, [1d6] = 68/30/2019 5:00:36 PM
184660GM rolls5th Ed WaterdeepR3 bites [1d20+2] = 2+2 = 4, [1d6] = 58/30/2019 4:49:02 PM
184656GM rolls5th Ed WaterdeepR1 DEX DC 15 adv [1d20] = 14, [1d20] = 118/30/2019 4:05:25 PM
184535GM rolls5th Ed WaterdeepS1,S2,S3 [1d20+5] = 20+5 = 25, [1d20+5] = 17+5 = 22, [1d20+5] = 17+5 = 228/29/2019 5:06:45 AM
184534GM rolls5th Ed WaterdeepTarget: rat on 1, Jim >1 [1d4] = 4, [1d4] = 1, [1d4] = 18/29/2019 5:01:45 AM
184533GM rolls5th Ed WaterdeepS stealth [1d20+8] = 13+8 = 218/29/2019 3:52:57 AM
184532GM rolls5th Ed WaterdeepR1 bites [1d20+2] = 7+2 = 9, [2d6] = 108/29/2019 2:58:30 AM
184531GM rolls5th Ed WaterdeepR3 bites [1d20+2] = 12+2 = 14, [2d6] = 68/29/2019 2:33:19 AM
184530GM rolls5th Ed WaterdeepR2 bites [1d20+2] = 17+2 = 19, [1d6] = 28/29/2019 2:27:48 AM
184529GM rolls5th Ed WaterdeepR4 ites [1d20+2] = 18+2 = 20, [1d6] = 58/29/2019 1:28:51 AM
184528GM rolls5th Ed WaterdeepImpact fire damage DEX DC15 v R1 [1d20] = 198/29/2019 12:40:07 AM
184527GM rolls5th Ed WaterdeepDEX DC15 v R1, R3, R4 [1d20] = 13, [1d20] = 10, [1d20] = 108/29/2019 12:32:57 AM
184446GM rolls5th Ed WaterdeepRat Swarm init [1d20] = 198/28/2019 12:35:33 AM
184445GM rolls5th Ed WaterdeepRat Swarm init [1d20] = 108/28/2019 12:34:56 AM
184444GM rolls5th Ed WaterdeepRat Swarm init [1d20] = 188/28/2019 12:33:57 AM
184443GM rolls5th Ed WaterdeepRat Swarm init [1d20] = 78/28/2019 12:33:15 AM
184352GM rolls5th Ed WaterdeepSue Per DC10 [1d20+2] = 20+2 = 228/26/2019 4:40:32 AM
184351GM rolls5th Ed WaterdeepSue Per DC20 [1d20+2] = 17+2 = 198/26/2019 4:39:23 AM
184347GM rolls5th Ed WaterdeepG2 shortbow [1d20+4] = 17+4 = 21, [1d6+2] = 4+2 = 68/26/2019 1:47:54 AM
184345GM rolls5th Ed WaterdeepG2 hide [1d20+6] = 15+6 = 218/26/2019 1:36:50 AM
184344GM rolls5th Ed WaterdeepG2 hide v Isaril Perception [1d20+6] = 17+6 = 23, [1d20+5] = 15+5 = 208/26/2019 1:36:23 AM
184305GM rolls5th Ed Waterdeep[1d3] = 38/24/2019 6:16:24 AM
184304GM rolls5th Ed WaterdeepPrimary [1d100] = 48/24/2019 5:56:44 AM
184303GM rolls5th Ed Waterdeep4 wanderer checks PPSF [1d12] = 5, [1d12] = 10, [1d12] = 6, [1d12] = 18/24/2019 5:54:20 AM
184302GM rolls5th Ed WaterdeepPrimary, Primary [1d100] = 61, [1d100] = 788/24/2019 2:12:48 AM
184301GM rolls5th Ed Waterdeep4 wanderer checks PPSF [1d12] = 5, [1d12] = 7, [1d12] = 2, [1d12] = 28/24/2019 2:10:59 AM
184300GM rolls5th Ed Waterdeep4 wanderer checks PPSF [1d12] = 10, [1d12] = 11, [1d12] = 6, [1d12] = 68/24/2019 2:08:42 AM
184298GM rolls5th Ed Waterdeep3 wanderer checks [1d12] = 7, [1d12] = 9, [1d12] = 48/24/2019 1:05:52 AM
184230GM rolls5th Ed Waterdeep3 wanderer checks [1d12] = 1, [1d12] = 2, [1d12] = 28/22/2019 7:02:25 AM
184227GM rolls5th Ed WaterdeepG2 shortbow advantaged [1d20+4] = 1+4 = 5, [1d20+4] = 18+4 = 22, [1d6+2] = 2+2 = 48/22/2019 2:42:18 AM
184226GM rolls5th Ed WaterdeepG2 hide v Isaril Perception [1d20+6] = 18+6 = 24, [1d20+5] = 16+5 = 218/22/2019 2:39:05 AM
184225GM rolls5th Ed WaterdeepIsaril shortbow [1d20+6] = 11+6 = 17, [1d6+4] = 4+4 = 88/22/2019 2:17:40 AM
184201GM rolls5th Ed WaterdeepG2 shortbow advantaged [1d20+4] = 13+4 = 17, [1d20+4] = 10+4 = 14, [1d6+2] = 2+2 = 48/21/2019 3:52:32 PM
184200GM rolls5th Ed WaterdeepG2 hide vs Isaril Perception [1d20+6] = 14+6 = 20, [1d20+5] = 12+5 = 178/21/2019 3:49:39 PM
184198GM rolls5th Ed WaterdeepG1 scimitar [1d20+4] = 16+4 = 20, [1d6+2] = 3+2 = 58/21/2019 3:39:05 PM
184196GM rolls5th Ed WaterdeepIsaril shortbow advantaged [1d20+6] = 2+6 = 8, [1d20+6] = 19+6 = 25, [1d6+4] = 3+4 = 78/21/2019 3:23:51 PM
184195GM rolls5th Ed WaterdeepIsaril init [1d20+4] = 17+4 = 218/21/2019 3:21:27 PM
184153GM rolls5th Ed WaterdeepG1, G2, G3 inits [1d20+2] = 17+2 = 19, [1d20+2] = 15+2 = 17, [1d20+2] = 14+2 = 168/21/2019 3:07:37 AM
184152GM rolls5th Ed WaterdeepR1 init disadvantage [1d20+2] = 15+2 = 17, [1d20+2] = 12+2 = 148/21/2019 3:05:00 AM
184142GM rolls5th Ed WaterdeepIsaril shortbow crit [1d6] = 38/21/2019 1:59:01 AM
184141GM rolls5th Ed WaterdeepIsaril shortbow advantaged [1d20+6] = 20+6 = 26, [1d20+6] = 17+6 = 23, [1d6+4] = 1+4 = 58/21/2019 1:57:10 AM
183969GM rolls5th Ed WaterdeepWolf2 disadvantaged bite [1d20+5] = 12+5 = 17, [1d20+5] = 9+5 = 14, [2d6+3] = 11+3 = 148/17/2019 2:56:35 AM
183854GM rolls5th Ed WaterdeepWolf1 bite [1d20+5] = 10+5 = 15, [2d6+3] = 7+3 = 108/15/2019 2:39:49 AM
183853GM rolls5th Ed WaterdeepIsaril shortbow [1d20+6] = 11+6 = 17, [1d6+4] = 4+4 = 88/15/2019 2:15:08 AM
183852GM rolls5th Ed WaterdeepIsaril hortbow [1d20+6] = 4+6 = 10, [1d6+4] = 3+4 = 78/15/2019 2:14:14 AM
183851GM rolls5th Ed WaterdeepIsaRIL SHORTBOW [1D20+6] = err, [1D6+4] = err8/15/2019 2:13:25 AM
183838GM rolls5th Ed WaterdeepWolf [1d20+5] = 13+5 = 18, [2d6+3] = 3+3 = 68/14/2019 3:53:19 PM
183837GM rolls5th Ed WaterdeepIsaril Shortbow [1d20+6] = 2+6 = 8, [1d6+4] = 2+4 = 68/14/2019 3:28:34 PM
183819GM rolls5th Ed WaterdeepWof init [1d20+1] = 16+1 = 178/14/2019 2:52:50 AM
183818GM rolls5th Ed WaterdeepIsaril init [1d20+4] = 19+4 = 238/14/2019 2:51:24 AM
182892GM rolls5th Ed WaterdeepRandom occurances [1d12] = 67/28/2019 3:39:47 AM
182891GM rolls5th Ed WaterdeepRandom occurances [1d12] = 57/28/2019 3:37:54 AM
181035GM rolls5th Ed WaterdeepAlecia Guidance [1d4] = 17/2/2019 7:52:25 AM
181034GM rolls5th Ed WaterdeepHalfling History check DC20 [1d20+3] = 15+3 = 187/2/2019 7:48:42 AM
179754GM rolls5th Ed WaterdeepAlecia Inv advant DC 20 [1d20+4] = 8+4 = 12, [1d20+4] = 5+4 = 9 6/7/2019 11:05:59 AM
179753GM rolls5th Ed WaterdeepAlecia Per advant DC 20 [1d20+3] = 15+3 = 18, [1d20+3] = 12+3 = 156/7/2019 11:03:16 AM
179636GM rolls5th Ed WaterdeepRoger Nature check DC10 [1d20+6] = 3+6 = 96/5/2019 9:26:58 AM
179158GM rolls5th Ed WaterdeepAlecia [1d8+3] = 5+3 = 85/28/2019 3:18:10 AM
179157GM rolls5th Ed WaterdeepAlecia [1d20+3] = 15+3 = 185/28/2019 3:17:35 AM
179156GM rolls5th Ed WaterdeepAlecia [1d20+5] = 11+5 = 165/28/2019 3:17:05 AM
179098GM rolls5th Ed WaterdeepRoger Fireball [5d6] = 265/26/2019 2:12:16 PM
179096GM rolls5th Ed Waterdeep#T5 bite, claws dam [1d6+4] = 4+4 = 8, [2d6+4] = 6+4 = 10, [2d6+4] = 3+4 = 75/26/2019 1:28:07 PM
179095GM rolls5th Ed Waterdeep#T5 bite, claws [1d20+7] = 15+7 = 22, [1d20+7] = 12+7 = 19, [1d20+7] = 12+7 = 195/26/2019 1:19:15 PM
179094GM rolls5th Ed Waterdeep#T5 bite, claws [1d20+7] = 5+7 = 12, [1d20+7] = 2+7 = 9, [1d20+7] = 1+7 = 85/26/2019 1:18:55 PM
179093GM rolls5th Ed Waterdeep#T5 bite, claws [1d20+7] = 6+7 = 13, [1d20+7] = 3+7 = 10, [1d20+7] = 3+7 = 105/26/2019 1:18:42 PM
179092GM rolls5th Ed Waterdeep#T5 bite, claws [1d20+7] = 7+7 = 14, [1d20+7] = 4+7 = 11, [1d20+7] = 4+7 = 115/26/2019 1:18:28 PM
179091GM rolls5th Ed Waterdeep#T5 bite, claws [1d20+7] = 5+7 = 12, [1d20+7] = 3+7 = 10, [1d20+7] = 2+7 = 95/26/2019 1:18:06 PM
179090GM rolls5th Ed Waterdeep#T5 bite, claws [1d20+7] = 1+7 = 8, [1d20+7] = 18+7 = 25, [1d20+7] = 18+7 = 255/26/2019 1:17:47 PM
179089GM rolls5th Ed WaterdeepAlecia Spiritual Hammer [1d20+5] = 9+5 = 145/26/2019 1:13:16 PM
179087GM rolls5th Ed WaterdeepT5 DEX DC13 [1d20+1] = 14+1 = 155/26/2019 1:06:31 PM
179044GM rolls5th Ed WaterdeepRoger HB [1d20+5] = 2+5 = 7, [1d20+5] = 19+5 = 24, [3d6] = 17, [3d6] = 85/26/2019 1:20:40 AM
178947GM rolls5th Ed Waterdeep#T5 bite, claws dam [1d6+4] = 4+4 = 8, [2d6+4] = 6+4 = 10, [2d6+4] = 12+4 = 165/25/2019 12:08:52 AM
178946GM rolls5th Ed Waterdeep#T5 bite, claws dam [1d6+4] = 1+4 = 5, [2d6+4] = 6+4 = 10, [2d6+4] = 6+4 = 105/25/2019 12:05:18 AM
178945GM rolls5th Ed Waterdeep#T5 bite, claws [1d20+7] = 18+7 = 25, [1d20+7] = 15+7 = 22, [1d20+7] = 14+7 = 215/25/2019 12:03:20 AM
178944GM rolls5th Ed Waterdeep#T5 DEX DC13 save, dam [1d20+1] = 7+1 = 8, [1d8] = 85/25/2019 12:01:40 AM
178943GM rolls5th Ed WaterdeepAlecia Spiritual Hammer [1d20+5] = 17+5 = 22, [1d8+3] = 6+3 = 95/25/2019 12:00:33 AM
178942GM rolls5th Ed WaterdeepRoger HBs [1d20+5] = 11+5 = 16, [1d20+5] = 8+5 = 13, [3d6] = 16, [3d6] = 95/24/2019 11:57:41 PM
178898GM rolls5th Ed WaterdeepT5 bite, claws [1d20+7] = 10+7 = 17, [1d20+7] = 7+7 = 14, [1d20+7] = 7+7 = 145/24/2019 1:46:33 PM
178872GM rolls5th Ed WaterdeepSacred Flame dam [1d8] = 55/24/2019 10:45:13 AM
178871GM rolls5th Ed WaterdeepSacred Flame DEX save disadv DC13 [1d20+1] = 2+1 = 3,[1d20+1] = 19+1 = 205/24/2019 10:44:30 AM
178870GM rolls5th Ed WaterdeepAlecia SW dam [1d8+3] = 3+3 = 65/24/2019 10:42:48 AM
178869GM rolls5th Ed WaterdeepAlecia Spiritual Weapon [1d20+5] = 14+5 = 195/24/2019 10:38:31 AM
178840GM rolls5th Ed WaterdeepRoger Magic Missile [4d4+4] = 10+4 = 145/24/2019 12:30:02 AM
178838GM rolls5th Ed WaterdeepD3 fire dam [6d6] = 275/24/2019 12:16:31 AM
178785GM rolls5th Ed WaterdeepRoger Will Save DC10 to hold position [1d20] = 195/23/2019 2:53:55 PM
178784GM rolls5th Ed WaterdeepAlecia Spiritual Weapon dam [1d8] = 85/23/2019 2:47:12 PM
178783GM rolls5th Ed WaterdeepD3 DEX save disadv DC13 [1d20+1] = 10+1 = 11, [1d20+1] = 7+1 = 85/23/2019 2:45:54 PM
The Unseen Servant
© 2019 Smash-Co Communications
By using this site you agree to our Terms of use and our Privacy Policy.
Home | Donate | Forums
Users Guide | Macro Syntax | Dice Rolling Sandbox