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- 01:04, 3 December 2024 (diff | hist) . . (0) . . m Shaman
- 02:34, 8 June 2024 (diff | hist) . . (+557) . . Shaman (→What is Canni-dancing?)
- 14:14, 18 May 2024 (diff | hist) . . (0) . . m Shaman (→Level 56)
- 18:04, 8 May 2024 (diff | hist) . . (+26) . . m Category:Armor Sets (Putting Ry`Gorr armor back in) (top)
- 18:03, 8 May 2024 (diff | hist) . . (0) . . m Category:Armor Sets (Moving armors to the categories for which they appear graphically)
- 18:01, 8 May 2024 (diff | hist) . . (-26) . . m Category:Armor Sets (Netted Kelp is not only wearable by pure casters but displays as cloth armor. Ry`Gorr armor shows as chain when worn.)
- 12:35, 4 May 2024 (diff | hist) . . (0) . . m Shaman (Update shrink numbers)
- 19:40, 3 May 2024 (diff | hist) . . (+24) . . m Manastorm (Adding spell school) (top)
- 12:26, 1 May 2024 (diff | hist) . . (+17) . . m Shaman (→How should I buff newbs?)
- 03:17, 30 April 2024 (diff | hist) . . (-6) . . m Tradeskills (→List of Tradeskills and their Maximum on P99)
- 01:32, 30 April 2024 (diff | hist) . . (+7,540) . . Shaman (Adding information about how to best use your buffs in different settings)
- 23:54, 29 April 2024 (diff | hist) . . (+10,581) . . Shaman (Updating the old SpellRow tables to use RadSpellRow and brought a lot of spell information to the front so it's easier to parse spell information without having to click into each spell link)
- 20:01, 29 April 2024 (diff | hist) . . (+160) . . m Shaman (Adding a quick link to the GCD clickie technique)
- 19:58, 29 April 2024 (diff | hist) . . (+23) . . m Guide to Canni Dancing (Updating advantages to clarify that it's only superior when not using a GCD reset) (top)
- 19:33, 29 April 2024 (diff | hist) . . (+6,877) . . Shaman (→FAQ)
- 18:32, 29 April 2024 (diff | hist) . . (+579) . . m Tradeskills (Additional information about how success rate can exceed 95% when you are above the recipe's trivial skill level. I've personally verified this and can provide my data as necessary, but I feel like the evidence is strong enough already that it exists.)
