Acquiring Warsoul: A guide

The following is a method to acquire a Warsoul Weapon using the Tokens of Luck that come from various packs in the cash shop. The general idea is to acquire tokens and exchange them for Mysterious Chips. The chips are used to acquire the Warsoul Fragments, and eventually the Warsoul Weapon itself.

Ksitigarbha Frament - 788 chips - 16,875,000 coins
Vajra Fragment - 788 chips - 16,875,000 coins
Samantabhadra Fragment - 315 chips - 6,750,000 coins
Manjusri Fragment - 158 chips - 3,375,000 coins
Arkarsja Fragment - 473 chips - 10,125,000 coins
Jakari Fragment - 473 chips - 10,125,000 coins
Avalokites Fragment - 158 chips - 3,375,000 coins

1 Fragment = 1 Warsoul Mat

1 of each Warsoul Mat = Warsoul Mold
99 of each Warsoul Mat = Crafting the Mold

Need 100 of each Warsoul Mat

Chip Math
788 chips x100 = 78,880 chips
788 chips x100 = 78,880 chips
315 chips x100 = 31,500 chips
158 chips x100 = 15,800 chips
473 chips x100 = 47,300 chips
473 chips x100 = 47,300 chips
158 chips x100 = 15,800 chips

(78,880 x 2) + 31,500 + 15,800 + (47,300 x 2) + 15,800 = 315,300

Total Amount of Chips Needed = 315,300 Chips

315,300 (three hundred fifteen thousand and three hundred mysterious chips) is all it takes to cover all the chips needed to acquire 100 of each Warsoul Fragment.

Coin Math
16,875,000 coins x100 = 1,687,500,000 coins
16,875,000 coins x100 = 1,687,500,000 coins
6,750,000 coins x100 = 675,000,000 coins
3,375,000 coins x100 = 337,500,000 coins
10,125,000 coins x100 = 1,012,500,000 coins
10,125,000 coins x100 = 1,012,500,000 coins
3,375,000 coins x100 = 337,500,000 coins

[(1,687,500 x 2) + 675,000 + 337,500 + (1,012,500 x 2) + 337,500] x 1000 = 6,750,000,000

Total Amount of Coin = 6,750,000,000 coins

6,750,000,000 (six billion seven hundred and fifty million coins) is enough to cover all the costs of chipping 100 of each Warsoul Fragment.

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315,300 (total amount of chips needed) / 10 (amount of chips you get per 9 tokens) = 31,530

^ This tells us that you will need to make the [9 tokens = 10 chips] exchange a total of 31,530 times

31,530 (number of times needed to exchange) x 9 (cost of tokens per exchange) = 283,770

^ This tells us that we need a total of 283,770 tokens to acquire all the chips we need.

283,770 (total amount of tokens needed) / 15 (amount of tokens per pack) = 18,928 (rounding up)

^ This tells us that we need to buy a total of 18,918 packs to acquire enough tokens to trade for the necessary amount of chips. (Assuming you only get normal tokens in each pack)

From this, we can see that buying 18,918 packs will give us 283,770 tokens.
283,770 tokens can get us 31,530 (rounding up) groups of 9 tokens.
31,530 groups of 9 tokens can be traded for a total of 315,300 chips.
315,300 chips can be traded for 100 of each Warsoul Fragment.

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* The only random variable in the whole equation is the packs. They won’t give you 15 tokens of luck 100% of the time. But lucky for you, when they don’t give you the normal 15 tokens, the item that they will give you can typically be sold for a lot more then the current price of 15 tokens.

** This series of equations does not cover the price of chipping all the Warsoul Mats. 6,750,000,000 is a lot of coin, and your funds will be going to buying packs and tokens. However coins are much easier to acquire then Warsoul Fragments, and if you can dish out the real life money needed to get all the Warsoul Mats, then I’m sure you can afford to sell enough gold to cover the chipping costs.