Hey everyone, welcome back, we hope you guys out there are having a great summer- well, as great as it can be. alright, let’s get right down to it, we here at Hobility have managed to secure some very amazing Kujis straight from the land of the Rising Sun.
Like the title suggest, this is only the first part, and we’re staring of with 3 of the most the popular Shounen anime/manga to date: One Piece, Demon Slayer, & That Time I Got Reincarnated as a Slime.
One Piece: Battle Memories
The first kuji we have is from the popular pirate manga and anime, One Piece. This set has a total of 80 tickets to draw from, with 4 figures up for grabs, some original artwork, shot glasses, and lastly some clear file holders.
Demon Slayer ~II~
Koyoharu Gotōge’s Kimetsu no Yaiba or also known as Demon Slayer, a franchise that has taken somehow taken the world by storm returns for another round of Kuji. With 80 tickets, there’s plenty of prizes here to be won.
Prizes A and B are both figures of Giyu and Tanijro respectively.
Prize C and D are mine figures that come in a set of 2, E, F and G Prizes are mini posters, and lastly both H and I are rubber strap key chains.
Reincarnated into a Slime- Tempest Academy
The last kuji set of our list today is from the popular isekai anime/manga, That Time I Got Reincarnated as a Slime or just TenSura for short. This time around, we’re getting a school themed set- which is rather odd for summer, but whatever. Just like all the Kujis on this list, Slime’s set also has 80 tickets total.
As with usual, A and B prizes are figures with the A prize being that of Sensei Rimuru, while the B prize is of Rimuru as a Cheerleader (why?).
Prizes for C and D are a drama CD and signature boards or mini posters.
The last few prizes for this kuij are a pair rubber keychains, one is the Sport Festival versions while the other if for the Cultural festival. Also, this is a bit of an outlier, but there seems to be a “special booklet”, what’s inside we don’t know~
So, before we wrap this post up, here’s the Final Prize for each respective set.