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Re: The "Is This a Fair Trade?" Thread

Postby snowdrake » Sun Apr 26, 2015 4:03 am

Kaa wrote:
Hello there c:
Is this a fair trade?
If not what should we add/remove?
Thanks in advance for any replies ^^
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Re: The "Is This a Fair Trade?" Thread

Postby dragonscales10 » Sun Apr 26, 2015 4:03 am

I know it's not fair, but what should they add?

Could I get at LEAST TWO people's thoughts on this.
Last edited by dragonscales10 on Sun Apr 26, 2015 4:15 am, edited 1 time in total.
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Re: The "Is This a Fair Trade?" Thread

Postby .j. » Sun Apr 26, 2015 4:04 am

http://www.chickensmoothie.com/trades/v ... oc0wf2fLPg

I actually feel sorry for this person.
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Re: The "Is This a Fair Trade?" Thread

Postby frank ocean » Sun Apr 26, 2015 4:05 am

How many Mid-Advents are fair for a Pink Sorbet? (:

Thanks for any help ^-^
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โ”โ”โ”โ” ๐š‹๐šŽ ๐šŠ โ”
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โ” ๐šœ๐š๐š˜๐š›๐šข โ”โ”โ”
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โ””โ”€โ”€โ”€โ”€โ”€โ”€โ”€โ”€โ”€โ”€ ๐š—๐š˜๐š—๐šŽ
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โ”โ”โ” ๐š‹๐šŽ๐š๐š˜๐š›๐šŽ โ”
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Re: The "Is This a Fair Trade?" Thread

Postby vencrypt » Sun Apr 26, 2015 4:06 am

dragonscales10 wrote:Is this fair?

Could I get at LEAST TWO people's thoughts on this.


Very unfair to you
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Re: The "Is This a Fair Trade?" Thread

Postby Azarath » Sun Apr 26, 2015 4:06 am

Speedpaint wrote: http://www.chickensmoothie.com/trades/v ... WDbu9US5YQ
Is this a fair trade? I need a main list to get a BA and I'm wondering if the WWA would be enough. Thank you!
Last edited by Azarath on Sun Apr 26, 2015 4:07 am, edited 1 time in total.
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Hello! I am a lover of cute fluffy things. I also do
art! For fun speedpaints of my art,
please check out my Youtube!


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Re: The "Is This a Fair Trade?" Thread

Postby snowdrake » Sun Apr 26, 2015 4:06 am

Kaa wrote:
Kaa wrote:
Hello there c:
Is this a fair trade?
If not what should we add/remove?
Thanks in advance for any replies ^^
my toyhou.se account

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Re: The "Is This a Fair Trade?" Thread

Postby musicgurl333 » Sun Apr 26, 2015 4:07 am

dragonscales10 wrote:Is this fair?

Could I get at LEAST TWO people's thoughts on this.


Unfair to you, I believe.
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Re: The "Is This a Fair Trade?" Thread

Postby moonlessnight. » Sun Apr 26, 2015 4:09 am

http://www.chickensmoothie.com/trades/viewtrade.php?id=45187076&userid=306402&signature=wiwT-t5OuXB8XFUewdyIwg

Is this fair? I've already cancelled the trade in which they asked for 5 more pets on my side, but I told them I didn't think it was fair. I still do not think this is fair, but I'm not sure, could anyone please help? Thank you to anyone in advance who replies c:
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Re: The "Is This a Fair Trade?" Thread

Postby RedAutumnLeaf » Sun Apr 26, 2015 4:10 am

musicgurl333 wrote:
dragonscales10 wrote:Is this fair?

Could I get at LEAST TWO people's thoughts on this.


Unfair to you, I believe.


Yes, I would say unfair to you.
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