Genshin Influence 4.0 simply added a map enlargement that gamers are nonetheless exploring, and HoYoverse needs you to see all the new adjustments and additions to the anime sport. This ‘Fontography’ picture contest needs you to take photos of Fontaine’s wildlife for an opportunity to win free Primogems, so that you may as properly snap a couple of images when you’re nonetheless discovering all the new places in Genshin Influence 4.0.
The Fontogrpahy occasion started earlier this week and it’ll be reside till Wednesday, September 6. In contrast to most Genshin Influence occasions, this one has no Journey Rank requirement, so even the latest newcomers can take part with an opportunity to win a couple of additional Primogems.
To take part, you’ll must publish your images of creatures native to Fontaine – crabs, seals, jellyfish – to HoYoLAB on social media with the hashtags #CreaturesofFontaine and #GenshinImpactFontaine alongside together with your UID so as to obtain the reward in case your submission will get chosen. You’re allowed to make a number of submissions, so you’ll be able to publish all your finest snapshots when you’d like.
200 winners will probably be chosen to win 160 Primogems every, and the listing of winners will probably be introduced on Wednesday, September 13.
160 Primogems isn’t very a lot, I do know, nevertheless it takes little effort to submit a photograph whereas operating round Fontaine. And each little bit issues when you’re nonetheless making an attempt to tug for Lyney or Yelan within the first half of Genshin Influence model 4.0.
After the present Genshin Influence banners, Zhongli and Childe will arrive alongside the youngest Fontaine sibling, Freminet. There are many stable characters to go for in model 4.0, however when you’re having hassle deciding, take a look at our Genshin Influence tier listing for a little bit of steerage.
And when you nonetheless don’t have sufficient Primogems on your pulls, don’t neglect to redeem all out there Genshin Influence codes to offer your self extra probabilities on these needs.
