#Radiance Wish System (I need explanation in Razor Language Mode)
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Radiance Wish System (I need explanation in Razor Language Mode)
I read the diagram. I think it's wrong. https://genshin-impact.fandom.com/wiki/Wish#Capturing_Radiance simplest explanation
i also think it's wrong, upon inspection. i just got it froma youtube vid
If we check the gacha history for those who lost 50-50 for 2\3\4 times in a row after 5.0, we can get the radiance rate roughly.
So is there anyway to check the database in paimon.moe? for details about c6 pulls
no
i watched a Youtube video about this Radiance Wish a few days ago where the creator did a simulation of what the Radiance Wish System could be: https://www.youtube.com/watch?v=3SyEcGFUpwY
your attached picture aligns with that video.
in the comment you can find a Razor-languange version: So in Razor language: If you're on a 50/50 losing streak, your chances gradually go up until it triggers Capturing Radiance.
they also included an example to understand it better: ```
-I pull a 5 star and lose. The system now keeps that loss in mind and adds 1 to the tally.
-I pull another 5 star (It's Mualani obviously; it's guarenteed)
-I pull another 5 star and lose. The system adds another tally. (2 "50/50s" lost)
-I pull another 5 star (Its Mualani obviously; it's guarenteed)
-I pull another 5 star BUT now it's no longer a 50/50, it's 75/25. I lose cause I'm super unlucky. The system adds another tally. (3 "50/50s" lost in a row)
-I pull another 5 star (Its Mualani obviously; it's guarenteed)
-I pull another 5 star But now it's no longer a 75/25, it's 100/0. After losing 3 "50/50s" in a row my 4th is now guarenteed to trigger the Capturing Radiance event, giving me the event 5 star.
- If at any point throughout this I won a "50/50" (got Mualani twice in a row), the tallies the Capturing Radiance records will be reset.
References:
Wishes: https://paimon.moe/wish/tally?id=300070
Original Faulty Article on Hoyolab: https://www.hoyolab.com/article/32321765
https://youtu.be/oJqy6tCE0F8?si=jMIA7-CL3XM34-7s
Original Work by KokomiClan: How the Gacha Probabilities work
Github for the code (it is really nothing...