Feral Druid UI & Macros - Midnight

By Guiltyas Updated: 2026/03/28

Cooldown Manager Imports for Feral Druid

Name

Preview

Import

Description

Guiltyas Cooldown Manager String

1|NZA7LENxFMZ7m/O/ki4WUV+n6y0Ri8nSrSQGiyA1NoigEppIEBEX8WriFVqTpL1iEkaLx2gWiYG7SCVoDVab893E8vuf7zuP/M9Zl5VC3Yy7ejIAUxULWbVHxKEi+agodcHEYdphQP9AMR1RTF1SHkMKkCeU31Wl6yE7kCxkE7KF5TBkG3IGOw+ThZ1jwy2MB/MMOwI7rkY0SfdGMW5x6gejGg5rYXaX3gVlI9FMeUV8EmWiwgFfzD5QBlEb0cREBeaH7x2n7TG6Z85RjPis/0Z3NRKDNFuRGGIFxyZL/EiIXQ3MEdF9Ll8kPMXrpOKtE7Kkb+oc1yWczkIWIfMQD7Kgtj+seGGf/xsLhft7PcsNqsMb/3vrSewcr2Lng3s4a5AibyoFty+RmZsYdTqcnrFMKv0H

This is how I prefer to layout my Cooldown Manager, I don't show any of my action bars so need to show all of my Cooldowns.

Alternate Cooldown Manager String

1|TZA9SMJhEMZT7v0HLi2hPU3aN7Q5tbQZFDRFxb9RGgItKijIkAgNMoWy76bAlKaosaWPsVmChnQJg9IamoS27vFP1PJ77u497r17NmQ917aQqCdOxmGaYQbbm1yVARjA9Gvo3VXMeRgdKsLnqL1C0hrOBnC6CFmF5CErkJjWylOQjGr0EhKHbEJSmr0EFaUI1tyQLU7ag+RU7SKkgOsK5JHVA5i86kwr4YLJwPLA4j7RN+KCn/YQnUQX0c3eJr5ewTypPmdhHTF/J2rEBxsfGFUZ9fGvW+IG5ot6R9zzza+YLrP1E0MtCE2w2IvQJDuqsI554zcTTvZysl1R+DrYSPhsYpvYIbK074zQ29xjI/lAUsfojrquO/n/3Lx/3/Gi4XD81ze76HgtuYZ/BXW1YaHjmKT/DE857pYiifrwaDg2v7zkD/4A

A more minimalist layout of the cooldown manager, this only shows the absolute essentials.

Full UI Imports Feral Druid

Name

Preview

Import

Description

Guiltyas Default Interface

2 50 0 0 0 7 7 UIParent 0.0 2.0 -1 ##$$%/&$'%)$+$,# 0 1 0 8 2 MainActionBar 0.0 4.0 -1 ##$$%/&$'%(#,$ 0 2 0 0 0 UIParent -0.0 -50.0 -1 ##$$%/&('%(&,$ 0 3 1 5 5 UIParent -5.0 -77.0 -1 #$$$%/&('%(&,$ 0 4 1 5 5 UIParent -5.0 -77.0 -1 #$$$%/&('%(&,$ 0 5 0 0 0 UIParent -0.0 0.0 -1 ##$$%/&('%(&,$ 0 6 1 1 4 UIParent 0.0 -50.0 -1 ##$$%/&('%(#,$ 0 7 1 1 4 UIParent 0.0 -100.0 -1 ##$$%/&('%(#,$ 0 10 0 6 0 MultiBarBottomLeft 0.0 4.0 -1 ##$$&#'% 0 11 1 7 7 UIParent 0.0 45.0 -1 ##$$&('%,# 0 12 1 7 7 UIParent 0.0 45.0 -1 ##$$&('% 1 -1 0 4 4 UIParent 0.0 -394.5 -1 #%$#%# 2 -1 1 2 2 UIParent 0.0 0.0 -1 ##$#%( 3 0 0 0 0 UIParent 631.0 -795.7 -1 $#3- 3 1 0 0 0 UIParent 1154.7 -795.6 -1 %#3- 3 2 0 4 4 UIParent -356.0 299.0 -1 %#&$3# 3 3 0 0 0 UIParent 616.7 -327.0 -1 '$(#)#-k.A/#1#3#5%6-7U 3 4 0 0 0 UIParent 2.0 -623.2 -1 ,$-;.5/#0#1#2(5$6+7-7$ 3 5 0 2 2 UIParent -498.3 -332.7 -1 &#*$3# 3 6 1 5 5 UIParent 0.0 0.0 -1 -#.#/#4$5#6-6$7-7$ 3 7 1 4 4 UIParent 0.0 0.0 -1 3# 4 -1 0 3 3 UIParent 968.7 -532.5 -1 # 5 -1 1 7 7 UIParent 0.0 45.0 -1 # 6 0 0 2 0 MinimapCluster 11.0 0.0 -1 ##$#%#&.(()( 6 1 0 2 8 BuffFrame -15.0 -4.0 -1 ##$#%#'+(()(-$ 6 2 1 1 1 UIParent 0.0 -25.0 -1 ##$#%$&.(()(+#,-,$ 7 -1 0 1 1 UIParent 0.0 -2.0 -1 # 8 -1 0 3 3 UIParent 34.0 -456.2 -1 #'$A%$&i 9 -1 1 7 7 UIParent 0.0 45.0 -1 # 10 -1 1 0 0 UIParent 16.0 -116.0 -1 # 11 -1 1 8 8 UIParent -9.0 85.0 -1 # 12 -1 0 5 5 UIParent 0.0 -50.8 -1 #K$#%# 13 -1 0 7 7 UIParent -930.8 2.0 -1 ##$#%#&# 14 -1 0 8 8 UIParent 0.0 0.0 -1 ##$#%( 15 0 0 1 1 UIParent 0.0 -2.0 -1 # 15 1 1 7 7 StatusTrackingBarManager 0.0 17.0 -1 # 16 -1 1 5 5 UIParent 0.0 0.0 -1 #( 17 -1 1 1 1 UIParent 0.0 -100.0 -1 ## 18 -1 1 5 5 UIParent 0.0 0.0 -1 #- 19 -1 1 7 7 UIParent 0.0 0.0 -1 ## 20 0 0 4 4 UIParent 2.7 -269.6 -1 ##$*%$&&'%(-($)#+$,$-# 20 1 0 7 7 UIParent 3.5 251.8 -1 ##$*%$&('%(-($)#+$,$-$ 20 2 0 4 4 UIParent 0.7 -203.7 -1 ##$$%$&&'%(-($)#+$,$-# 20 3 1 7 7 UIParent 420.0 430.0 -1 #$$$%#&('((-($)#*#+$,$-$.-.$ 21 -1 0 3 3 UIParent 155.8 -135.0 -1 ##$# 22 0 1 1 1 UIParent 0.0 -130.0 -1 ##$$%#&('((#)U*$+#,$ 22 1 1 1 1 UIParent 0.0 -215.0 -1 &('()U*#+$ 22 2 1 1 1 UIParent 0.0 -270.0 -1 &('()U*#+$ 22 3 1 1 1 UIParent 0.0 -315.0 -1 &('()U*#+$ 23 -1 0 8 8 UIParent 0.0 46.7 -1 #$$#%#&-&$'U(#)U+$,$-,.(/A

A default layout of how I believe a UI should work, minimal bars, UI largely focussed around the center of the screen with important elements central or close to peripheral vision.

Alternate Interface

2 50 0 0 0 7 7 UIParent 0.0 2.0 -1 ##$$%/&$'%)$+$,# 0 1 0 8 2 MainActionBar 0.0 4.0 -1 ##$$%/&$'%(#,$ 0 2 0 0 0 UIParent -0.0 -50.0 -1 ##$$%/&('%(&,$ 0 3 1 5 5 UIParent -5.0 -77.0 -1 #$$$%/&('%(&,$ 0 4 1 5 5 UIParent -5.0 -77.0 -1 #$$$%/&('%(&,$ 0 5 0 0 0 UIParent -0.0 0.0 -1 ##$$%/&('%(&,$ 0 6 1 1 4 UIParent 0.0 -50.0 -1 ##$$%/&('%(#,$ 0 7 1 1 4 UIParent 0.0 -100.0 -1 ##$$%/&('%(#,$ 0 10 0 6 0 MultiBarBottomLeft 0.0 4.0 -1 ##$$&#'% 0 11 1 7 7 UIParent 0.0 45.0 -1 ##$$&('%,# 0 12 1 7 7 UIParent 0.0 45.0 -1 ##$$&('% 1 -1 0 4 4 UIParent 0.0 -394.5 -1 #%$#%# 2 -1 1 2 2 UIParent 0.0 0.0 -1 ##$#%( 3 0 0 4 4 UIParent -403.0 146.8 -1 $#3# 3 1 0 4 4 UIParent -205.5 145.2 -1 %#3# 3 2 0 4 4 UIParent -204.3 -0.2 -1 %#&$3# 3 3 0 0 0 UIParent 610.9 -508.7 -1 '$(#)#-k.A/#1#3#5%6-7U 3 4 0 0 0 UIParent 2.0 -623.2 -1 ,$-;.5/#0#1#2(5$6+7-7$ 3 5 0 2 2 UIParent -498.3 -332.7 -1 &#*$3# 3 6 1 5 5 UIParent 0.0 0.0 -1 -#.#/#4$5#6-6$7-7$ 3 7 1 4 4 UIParent 0.0 0.0 -1 3# 4 -1 0 3 3 UIParent 968.7 -532.5 -1 # 5 -1 1 7 7 UIParent 0.0 45.0 -1 # 6 0 0 2 0 MinimapCluster 11.0 0.0 -1 ##$#%#&.(()( 6 1 0 2 8 BuffFrame -15.0 -4.0 -1 ##$#%#'+(()(-$ 6 2 1 1 1 UIParent 0.0 -25.0 -1 ##$#%$&.(()(+#,-,$ 7 -1 0 1 1 UIParent 0.0 -2.0 -1 # 8 -1 0 3 3 UIParent 34.0 -456.2 -1 #'$A%$&i 9 -1 1 7 7 UIParent 0.0 45.0 -1 # 10 -1 1 0 0 UIParent 16.0 -116.0 -1 # 11 -1 1 8 8 UIParent -9.0 85.0 -1 # 12 -1 0 5 5 UIParent 0.0 -50.8 -1 #K$#%# 13 -1 0 7 7 UIParent -930.8 2.0 -1 ##$#%#&# 14 -1 0 8 8 UIParent 0.0 0.0 -1 ##$#%( 15 0 0 1 1 UIParent 0.0 -2.0 -1 # 15 1 1 7 7 StatusTrackingBarManager 0.0 17.0 -1 # 16 -1 1 5 5 UIParent 0.0 0.0 -1 #( 17 -1 1 1 1 UIParent 0.0 -100.0 -1 ## 18 -1 1 5 5 UIParent 0.0 0.0 -1 #- 19 -1 1 7 7 UIParent 0.0 0.0 -1 ## 20 0 0 4 4 UIParent 6.0 -153.8 -1 ##$*%$&&'%(-($)#+$,$-# 20 1 0 4 4 UIParent 2.6 -208.3 -1 ##$*%$&('%(-($)#+$,$-$ 20 2 0 4 4 UIParent -0.1 -112.1 -1 ##$$%$&&'%(-($)#+$,$-# 20 3 1 7 7 UIParent 420.0 430.0 -1 #$$$%#&('((-($)#*#+$,$-$.-.$ 21 -1 0 3 3 UIParent 155.8 -135.0 -1 ##$# 22 0 1 1 1 UIParent 0.0 -130.0 -1 ##$$%#&('((#)U*$+#,$ 22 1 1 1 1 UIParent 0.0 -215.0 -1 &('()U*#+$ 22 2 1 1 1 UIParent 0.0 -270.0 -1 &('()U*#+$ 22 3 1 1 1 UIParent 0.0 -315.0 -1 &('()U*#+$ 23 -1 0 8 8 UIParent 0.0 46.7 -1 #$$#%#&-&$'U(#)U+$,$-,.(/A

An alternate layout centered around keeping important elements in your peripheral vision.

Guiltyas Full UI

2 50 0 0 1 7 7 UIParent 0.0 45.0 -1 ##$$%/&&'%)$+$,$ 0 1 0 7 7 UIParent 345.1 45.5 -1 ##$%%/&&'%(#,$ 0 2 0 7 7 UIParent 1.0 82.0 -1 ##$$%/&&'%(#,$ 0 3 1 5 5 UIParent -5.0 -77.0 -1 #$$$%/&('%(#,$ 0 4 0 7 7 UIParent -343.0 45.6 -1 ##$%%/&&'%(#,$ 0 5 1 1 4 UIParent 0.0 0.0 -1 ##$$%/&('%(#,$ 0 6 0 0 0 UIParent 999.0 -765.0 -1 ##$$%/&('%(#,$ 0 7 0 0 0 UIParent 999.0 -810.0 -1 ##$$%/&('%(#,$ 0 10 1 6 0 MainActionBar 0.0 5.0 -1 ##$$&('% 0 11 1 6 0 MainActionBar 0.0 5.0 -1 ##$$&('%,# 0 12 1 6 0 MainActionBar 0.0 5.0 -1 ##$$&('% 1 -1 0 1 1 UIParent 0.0 -1222.8 -1 #'$#%# 2 -1 1 2 2 UIParent 0.0 0.0 -1 ##$#%' 3 0 0 4 4 UIParent -338.0 -270.5 -1 $#3) 3 1 0 4 4 UIParent 334.5 -271.0 -1 %$3) 3 2 0 4 4 UIParent 420.2 -122.0 -1 %$&$3$ 3 3 0 0 0 UIParent 524.0 -1438.0 -1 '$(#)#-_.7/#1$3#5#6(7-7$ 3 4 0 0 0 UIParent 0.0 -930.0 -1 ,$-C.5/#0#1#2(5#6(7-7$ 3 5 0 2 2 UIParent -329.0 -378.5 -1 &$*$37 3 6 1 5 5 UIParent 0.0 0.0 -1 -#.#/#4&5#6(7-7$ 3 7 1 4 4 UIParent 0.0 0.0 -1 3# 4 -1 0 1 1 UIParent 1.0 -244.5 -1 # 5 -1 0 7 7 UIParent 1.0 159.7 -1 # 6 0 0 0 0 UIParent 1838.1 -1.4 -1 ##$#%#&.(*)( 6 1 0 0 0 UIParent 1934.1 -167.4 -1 ##$#%#'+(+)(-$ 6 2 0 0 0 UIParent 1247.0 -702.0 -1 ##$#%$&%(()(+#,-,$ 7 -1 0 0 0 UIParent -0.0 0.0 -1 # 8 -1 0 7 7 UIParent -1010.0 54.0 -1 #'$k%%&h 9 -1 0 4 4 UIParent 1.4 -208.9 -1 # 10 -1 1 0 0 UIParent 16.0 -116.0 -1 # 11 -1 0 7 7 UIParent 832.0 2.0 -1 # 12 -1 0 5 5 UIParent -2.0 169.6 -1 #5$#%# 13 -1 0 7 7 UIParent 478.5 2.0 -1 ##$#%)&- 14 -1 1 2 2 MicroButtonAndBagsBar 0.0 0.0 -1 ##$#%( 15 0 0 8 2 SecondaryStatusTrackingBarContainer 0.0 4.0 -1 # 15 1 0 1 1 UIParent 0.0 -22.0 -1 # 16 -1 0 7 7 UIParent 931.0 2.0 -1 #( 17 -1 1 1 1 UIParent 0.0 -100.0 -1 #& 18 -1 1 5 5 UIParent 0.0 0.0 -1 #- 19 -1 1 7 7 UIParent 0.0 0.0 -1 ## 20 0 0 0 0 UIParent 1127.9 -969.0 -1 ##$)%$&('((-($)#+$,$-$ 20 1 0 0 0 UIParent 1174.0 -1071.0 -1 ##$/%$&('((-($)#+$,$-$ 20 2 0 4 4 UIParent 0.0 -182.0 -1 ##$$%$&('((-($)#+$,$-$ 20 3 0 0 0 UIParent 1128.0 -920.0 -1 #$$$%#&('((-($)#*#+$,$-$.-.$ 21 -1 1 7 7 UIParent -410.0 380.0 -1 ##$# 22 0 0 1 1 UIParent 370.5 -222.0 -1 #$$$%#&-'((#)U*$+$,$ 22 1 0 4 4 UIParent 0.0 246.0 -1 &('()U*#+$ 22 2 0 4 4 UIParent 0.0 300.0 -1 &('()U*#+$ 22 3 0 4 4 UIParent 0.0 351.0 -1 &('()U*#+$ 23 -1 0 7 7 UIParent 1111.5 2.0 -1 ##$#%$&D'e'$(%)U+$,$-$.(/U
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

This is my full UI that I will be using in Midnight, it uses a fair few addons and I've included the import strings for the most important ones here. The list of addons used is AyijeCDM, Grid2, Details, Unhalted Unit Frames, Plater, Chatynator, MinimapStats, and BasicMinimap.

Full UI Large Examples Recommended Feral Druid MacrosOpener Macros

Feral has a few cooldowns that realistically can all be macroed together

Use this for Trinket slot 1:

/use Berserk
/use Tiger's Fury
/use 13
/use Tempered Potion

Or this for Trinket slot 2:

/use Berserk
/use Tiger's Fury
/use 14
/use Tempered Potion

Mouseover Macros

In some cases being able to apply DoTs or cast spells/heals on secondary targets without having to switch your main target is extremely useful. You can use the following macro to make the desired spell cast on the target you are currently mousing over instead of your active target. Replace the sample text with the desired spell name:

#showtooltip
/cast Sample Text

Alternatively you may want to mouseover cast on your allies:

#showtooltip
/cast

Cursor Macros

IFeral has a few spells like Ursol's Vortex that give you a reticule to cast,

#showtooltip
/cast Ursol's Vortex

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Tags: PvE