General

Reward Shop problem

What's more beneficial?
Adding Reward points towards cubes to make them cheaper
Just buying cubes with reward points
Does the system work like "You have 70 reward points, so 70 nx off the item"

Or are they the same?
side note: For miracle time would red cubes be a better choice for epic -> unique or still blacks?

March 13, 2015

5 Comments • Newest first

Axnslicer

[quote=Buster1651]What's more beneficial?
Adding Reward points towards cubes to make them cheaper
Just buying cubes with reward points
Does the system work like "You have 70 reward points, so 70 nx off the item"

Or are they the same?
side note: For miracle time would red cubes be a better choice for epic -> unique or still blacks?[/quote]

The main problem with using reward points to discount 30% is simply that the discount doesn't apply to items on sale. For example, if you buy a Cube pack during the upcoming Miracle Time, you won't be able to use the 30% reward point discount unless you buy the full price pack (30% ish more expensive). As you can see, reward points are useless in those scenarios.

So we use reward points on buying cubes from the rewards shop instead.

Reply March 13, 2015
mageshield

You can get 5 red and 5 black cubes per month now.

Reply March 13, 2015
jblz

well I'd buy your free cubes each month (2 red 2 black) and put the rest towards cost cut
the problem is, you can't use reward points to cut the cost of an item unless you have enough nx for that item full price
you'll also need a certain percentage of the total cost in rewards points to add the cut
it's finicky, but that's what I do

Reply March 13, 2015
bblan7787

the discount is better on the cubes if you packages or it doesn't matter

Reply March 13, 2015
Dorks

no when you use reward points towards an nx purchase, 30% of the price will be from reward points and then you still get 5% back
buying cubes solely with reward points is meh cus you can buy 2 max per month so ya
if you can fight most of the bosses you'll reach the 30k(?) reward cap np so you can prob do both

Reply March 13, 2015