Hi Folks,
Diehard will be launching its 6th Kickstarter on Thursday, June 25th! ‘Wizards and their Magics’ is a little different from previous campaigns. Diehard not only needs your help to fund the production of our wizards, familiars and elemental beasts, but also our first set of rules designed for magical combat in the arena of Id! Bring your illustrious magician, your warped chaotic sorcerer, and your skilled spirit binder to the ultimate duel; the costs will be brutal but the rewards immense! Are you ready for the challenge?
Here’s a brief rundown on how the game will work and how you can get your hands on it.
Diehard’s wizard duelling game will come free as a downloadable PDF; the only thing you will have to purchase is the game board, which will come as a printable file. You will also need a handful of D10’s and a D6. For now, we are testing the waters, and if there’s enough interest in the game, Diehard will follow up with a second campaign with more miniatures, a card stock gaming board and a spell deck!
Wizards will start in their ‘End Zones’ where they are able to best absorb the magical powers of the Void, which fuels their spells. Familiars can help store these powers as well as having some interesting bonuses to aid their masters. Wizards are able to cast both offensive and defensive magic, conjuring up mighty elemental beasts and creatures familiar to their own faction/house magic; these hordes will fight one another to the death in an attempt to reach the enemy wizard. The aim is to deplete your enemy magic user’s health before he can take you out!
The KS will run from June 25th to July 16th; take a look at the pre-launch site for more details!!
https://www.kickstarter.com/projects/diehardminiatures/555172260?ref=4h5lvv&token=630c96ad
Tim Prow has over 25 years of experience as a professional miniature sculptor. Starting out at Games Workshop as a miniature painter on the ‘Eavy Metal Team in the late ’80s. Tim has worked in house for both Ral Partha and Wizkids. Diehard Miniatures is his brainchild.