dannyb | [WR] Deku Tree Glitchless IL Speedrun in 1:59.083! @dannyb21892 | Uploaded 1 year ago | Updated 2 hours ago
WR when set on 6/25/23, this beats Smaugy's previous record by 0.033 seconds. Still a good chunk to save here. I think 1:57 is possible.
WR when set on 6/25/23, this beats Smaugy's previous record by 0.033 seconds. Still a good chunk to save here. I think 1:57 is possible.
![[WR] Deku Tree Glitchless IL Speedrun in 1:59.083!](https://i.ytimg.com/vi/XLH850sjmmM/hqdefault.jpg "[WR] Deku Tree Glitchless IL Speedrun in 1:59.083!
WR when set on 6/25/23, this beats Smaugys previous record by 0.033 seconds. Still a good chunk to save here. I think 1:57 is possible.")
![[WR] OoT Glitchless Any% in 2:13:20!](https://i.ytimg.com/vi/XUX-IXazLtY/hqdefault.jpg "[WR] OoT Glitchless Any% in 2:13:20!
Retimed to 2:13:20.984. WR when set on Dec 11 2022, beating RTA64s previous record of 2:13:59. Feels good to have the record back for the first time in a long time! Still pushing for 2:12 at least. Watch live at https://www.twitch.tv/dannyb")
![[Former WR] OoT Any% Speedrun in 6:50.800!](https://i.ytimg.com/vi/a_R2H2dRWqU/hqdefault.jpg "[Former WR] OoT Any% Speedrun in 6:50.800!
Watch live speedruns 4 nights a week at https://www.twitch.tv/dannyb
Just a bonk away from 6:49! If only I had pressed A to roll literally one frame later lmao. This run was WR when set, and beat the previous WR of 6:53.383 by me from a couple of weeks prior. This is a pretty good run: An extremely strong ending gold split clinched the 6:50, and I got extremely good luck with the RNG rupees. In fact you could not possibly get luckier: I pulled off the 1 in 512 chance to get all 7 rupees that I needed from the minimum 3 bushes. However it was so surprising that my movement immediately following that was kind of bad, and so the segment was equivalent to getting normal good RNG.
Ive met my goal of finishing within 3 seconds from my gold splits. Improvements beyond this point will be very tricky, and without new discoveries, anything more than 2-3 seconds faster than this run seems unlikely.")
