Trash Duration: 13m14s

Time Event
00:05:40.525s Aloura applies Slice and Dice (Rank 2) to Aloura
00:05:43.708s Wintersz applies Slice and Dice (Rank 2) to Wintersz
00:05:45.226s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:05:48.308s Aloura refreshes Slice and Dice (Rank 2) on Aloura
00:05:54.225s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:06:01.108s Wintersz 's Slice and Dice (Rank 2) fades from Wintersz
00:06:10.076s Aloura 's Slice and Dice (Rank 2) fades from Aloura
00:06:13.944s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:06:15.276s Wintersz applies Slice and Dice (Rank 2) to Wintersz
00:06:17.260s Aloura applies Slice and Dice (Rank 2) to Aloura
00:06:22.943s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:06:28.360s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:06:30.310s Aloura 's Slice and Dice (Rank 2) fades from Aloura
00:06:31.510s Wintersz refreshes Slice and Dice (Rank 2) on Wintersz
00:06:31.827s Aloura applies Slice and Dice (Rank 2) to Aloura
00:06:34.694s Wintersz refreshes Slice and Dice (Rank 2) on Wintersz
00:06:40.360s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:06:44.893s Aloura 's Slice and Dice (Rank 2) fades from Aloura
00:06:48.444s Aloura applies Slice and Dice (Rank 2) to Aloura
00:06:51.961s Wintersz refreshes Slice and Dice (Rank 2) on Wintersz
00:06:59.095s Wintersz refreshes Slice and Dice (Rank 2) on Wintersz
00:06:59.328s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:07:00.612s Aloura refreshes Slice and Dice (Rank 2) on Aloura
00:07:11.328s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:07:16.512s Wintersz 's Slice and Dice (Rank 2) fades from Wintersz
00:07:21.279s Aloura refreshes Slice and Dice (Rank 2) on Aloura
00:07:22.029s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:07:22.479s Wintersz applies Slice and Dice (Rank 2) to Wintersz
00:07:29.996s Aloura refreshes Slice and Dice (Rank 2) on Aloura
00:07:31.047s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:07:37.013s Wintersz refreshes Slice and Dice (Rank 2) on Wintersz
00:07:50.064s Wintersz 's Slice and Dice (Rank 2) fades from Wintersz
00:07:50.964s Wintersz applies Slice and Dice (Rank 2) to Wintersz
00:07:51.080s Aloura refreshes Slice and Dice (Rank 2) on Aloura
00:07:55.264s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:07:58.614s Wintersz refreshes Slice and Dice (Rank 2) on Wintersz
00:08:04.264s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:08:08.497s Aloura 's Slice and Dice (Rank 2) fades from Aloura
00:08:16.014s Wintersz 's Slice and Dice (Rank 2) fades from Wintersz
00:08:33.365s Wintersz applies Slice and Dice (Rank 2) to Wintersz
00:08:50.765s Wintersz 's Slice and Dice (Rank 2) fades from Wintersz
00:08:58.266s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:09:00.683s Aloura applies Slice and Dice (Rank 2) to Aloura
00:09:04.350s Wintersz applies Slice and Dice (Rank 2) to Wintersz
00:09:10.268s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:09:13.918s Pocrastinato applies Slice and Dice (Rank 2) to Pocrastinato
00:09:18.101s Aloura 's Slice and Dice (Rank 2) fades from Aloura
00:09:21.751s Wintersz 's Slice and Dice (Rank 2) fades from Wintersz
00:09:25.917s Pocrastinato 's Slice and Dice (Rank 2) fades from Pocrastinato
00:09:32.751s Aloura applies Slice and Dice (Rank 2) to Aloura
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