Calling all Yu-Gi-Oh! card collectors!

[SVX]

I'm on a bit of a cleaning spree at the moment, and I stumbled upon my old attempt at getting into Yu-Gi-Oh! (okay, not that old, 2008).

I'm wanting to get rid of them now as I'm saving up for a car, so I was hoping to find out if it's worth anything.

If you're interested in helping me out, please PM me!

Many thanks. 👍

 

[Slash]

I remember when this was huge, around 2002-2004. I had boxes full of them at one point. I don't know if they are really worth anything anymore, I think it died out around '05. Really depends on the buyer and how many you have. There isn't a huge market for them anymore.

 

[MoLiEG]

You got PM bro!

 

[SVX]

I remember when this was huge, around 2002-2004. I had boxes full of them at one point. I don't know if they are really worth anything anymore, I think it died out around '05. Really depends on the buyer and how many you have. There isn't a huge market for them anymore.

Yeah. While researching I found that there is a 2013 pack, quite amazed that they still make them to be honest.

You got PM bro!

Replied.

 

[Slash]

Yeah. While researching I found that there is a 2013 pack, quite amazed that they still make them to be honest.



Replied.

So am I...

 

[MoLiEG]

So am I...

It was fun up until 2008-09 me thinks... I'm more of a collector now... I always sucked at playing anyway

 

[Slash]

It was fun up until 2008-09 me thinks... I'm more of a collector now... I always sucked at playing anyway

My friends and I were long grown out of it by then. Magic seems to be popular with a few people now, but nothing like Yu-Gi-Oh was.


I had all 5 pieces of Exodia as well at one point

 

[MoLiEG]

I had all 5 pieces of Exodia as well at one point

Me too

 

[Slash]

I remember when that was an accomplishment and your social status went up

 

[ItGivesYouWings]

Here in Argenina rarely you can find an original Konami card. In their time they sold only pirate-print version. I noticed that because there was an Exodia with attack/defense infinite in every pack .