Dynadot โ€” .com Transfer

Are L-N domains worth anything?

Spaceship Spaceship
Watch

robg

Established Member
Impact
0
Such as N-3.net, K-9.net, C-0.net, etc.

Are they worth anything more than reg fee nowadays?
 
0
•••
The views expressed on this page by users and staff are their own, not those of NamePros.
Unstoppable Domains โ€” AI StorefrontUnstoppable Domains โ€” AI Storefront
3Character.com should give you a rough idea of the value of your names. The current observed minimum wholesale price is $50 according to the price guide.

http://www.3character.com/priceguide.html

If you own k-9.net, I'd say you can get considerably higher than $50.
 
0
•••
surfertalk said:
3Character.com should give you a rough idea of the value of your names. The current observed minimum wholesale price is $50 according to the price guide.

http://www.3character.com/priceguide.html

If you own k-9.net, I'd say you can get considerably higher than $50.
I saw that but I never see any sales for L-Ns so I'm not sure if it's accurate or not. Do you happen to know of any recent sales?

Thanks.
 
0
•••
L-9.net - $26 - 7/2005

Do you own k-9.net?
 
0
•••
surfertalk said:
L-9.net - $26 - 7/2005

Do you own k-9.net?
No, it was an example.
 
0
•••
IMO, L-N.net's are worth a whole lot in terms of traffic. The domain k-9.net could we worth some money, or c-4.net, but unless you have a good acronym, the domain is really only worth what someone wants to pay for having a 3 char domain name. The link listed above gives an idea what 3 chars are going for right now. I have noticed that many people are selling above the listed price on the 3char website.

So to answer your question, they are worth more than reg fee. How much more? It all depends if there is traffic, an acronym, if it is listed in search engines, etc. If it is just the name, you probably could get at least $45 for the domain to the right person.
 
0
•••
Dynadot โ€” .com TransferDynadot โ€” .com Transfer
Domain Recover
NameMaxi - Your Domain Has Buyers
  • The sidebar remains visible by scrolling at a speed relative to the pageโ€™s height.
Back