Buying Boosters, 75k each

[Mortiferous]

Looking to buy Boosters for 75k each.

Series 1 or 2 is fine.

[trish19]

Hmm
300
x 5
-----
1500 sc
that means you could lower the boosters or trade more coins

[Mortiferous]

actually its 360 times 5 for 1800 station cash for 300 thousand coins

to buy the coins from the store at the best rate would be 15 times 652 which is 9780 station cash for 300 thousand coins.

that's an average of 60 thousand coins per booster. In the past the base price has been around 50 thousand coins. My offer is close to five times more coins than you could buy from the station cash store for the same amount of station cash.

If you think my offer is out of line can you explain your reasoning a little and offer some suggestions?

- Thanks

[zhouz]

Im certain their reasoning is: 400k is average right now for 10$ SC card.

[Mortiferous]

Ahh I see. Okay going to try and buy for 75k each, as high as I will go for now. Will wait and see how things shake out.

[Mortiferous]

still buying

[Smiling Rain]

Im certain their reasoning is: 400k is average right now for 10$ SC card.

Zhouz , that price contradiction has been existed here for a long time . A booster pack is usually sold for 40-60 K , yet it is $4 at SC Marketplace .

$5 SC card is 100-200 K (depends on demand and supply )

So a booster pack should be sold for at least 80 K , but , no it sohuld be sold at 40-60 K price range again , why ? because there is a risk in it : buy a pack and open it and get a usuless consumable VR plus a regular rare card and again other plenty uncommon/common cards , then ask yourself why you are buying packs unless you are going to use them for just trading in TCG for VRs or for the cards you are seeking , of course , get lucky and get a beautiful VR and plus a super rare card from the pack .... Happy Trading

[Mortiferous]

Still buying, as Smiling Rain points out 75k is a good price considering the risk of getting less desirable cards. Buying up to 5 packs.

[Mortiferous]

still buying, up to 5 boosters @ 75k each