Suggestion: Nuts n' Bolts Hot Dogger at 12.55–14.22 keys

Price Suggestion

~12 keys

n&b

84 votes up

233 votes down

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This suggestion was closed Thu, 14 Mar 13 18:15:33 +0000 by SirJjjon.

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Comments

I had an offer of a bubbling buckaroos, also had an offer of 15 keys + sweets

Can you please provide a link to these offers?

Sorry, they were in game. But, I do know which server the 15 keys was offered on. It was Pink Taco's Unusual Trade server. The offerer's name was like noyti or something.

If you can't provide pictures of the actual offer, then you have no proof unfortunately.

I'd like to see more than one trade, assuming you're going to link your trade. Also, Bubbles Buck is about 14 keys with overpay. 15 and sweets is in-range.

You probably didn't, but ok

http://www.tf2outpost.com/trade/9240855 if this your trade : bill and sweet ! not close to 13 keys

http://www.tf2outpost.com/trade/9240844 other trade for you : no offers

http://www.tf2outpost.com/trade/9092097 best offer white bill and 3 keys around 13 keys

http://www.tf2outpost.com/trade/9262436 ts bill with sweets

http://www.tf2outpost.com/trade/8016989 month old best offer ts bill and 6 keys in items around 14 keys in pure

------------------ non fit 15 keys yet ---------------------------------

now all your evidences offers in trade servers , we wouldn't call you lire but you know anyone can easy say i got offer XX .. we can't trust peoples words without proof ( links to trade - screen shot trade done in servers .. etc )

----------------- current price seems fine ---------------------------

last suggestion was only 2 weeks ago. The suggester had bought and sold 3 in the current range. No need to update imo.

Good for you!

http://www.tf2outpost.com/trade/9240855 -- bills + sweets -- 8 keys, proof of 17 keys?

Bought it for ts bills + 5-6 keys in sweets

If you paid that price, that doesn't make the price go up. If someone else buys it for that price, and it's a continuous trend, that makes the price need a change.

agreed

which is 14 keys therefore coming back to my question, so where is the proof of 17 keys