Rarity-based trades?

[Ebony Stardust]

Looking for trades
Dates don't matter to me

I am hosting an Auction for this year's rare Easter rabbits, here

[Ebony Stardust]

You don't have to read this, but if you want to, it might help.

I will determine trade fairness by rarity.
A pet of one rarity will be considered equal to two pets of the rarity beneath it.

1 omgsr = 2 er = 4 vr = 8 r = 16 euc = 32 vuc = 64 uc = 128 c = 256 vc = 512 ec = 1024 omgsc

1 er = 2 vr = 4 r = 8 euc = 16 vuc = 32u c = 64 c = 128 vc = 256 ec = 512 omgsc
1 vr = 2 r = 4 euc = 8 vuc = 16 uc = 32 c = 64 vc = 128 ec = 256 omgsc
1 r = 2 euc = 4 vuc = 8 uc = 16 c = 32 vc = 64 ec = 128 omgsc
1 euc = 2 vuc = 4 uc = 8 c = 16 vc = 32 ec = 64 omgsc
1 vuc = 2 uc = 4 c = 8 vc = 16 ec = 32 omgsc
1 uc = 2 c = 4 vc = 8 ec = 16 omgsc
1 c = 2 vc = 4 ec = 8 omgsc
1 vc = 2 ec = 4 omgsc
1 ec = 2 omgsc

[Ebony Stardust]

Self-reference, thinking of auctioning my entire trade group at some point :shrug:
Anyways don't look, you'll confuse yourself

204 - omgsc
189 - ec
126 - vc
52 - c
20 - uc
9 - vuc
32 - euc
12 - r
650 - total w/ assigned rarity

204 omgsc = 102 ec
102 ec + 189 ec = 291 ec
291 ec = 145 vc + 1 ec
145 vc + 126 vc = 271 vc
271 vc = 135 c + 1 vc
135 c + 52 c = 187 c
187 c = 93 uc + 1 c
93 uc + 20 uc = 113 uc
113 uc = 56 vuc + 1 uc
56 vuc + 9 vuc = 65 vuc
65 vuc = 32 euc + 1 vuc
32 euc + 32 euc = 64 euc
64 euc = 32 r
32 r + 12 r = 44 r
44 r = 22 vr
22 vr = 11 er
5 omgsr + 1 er

Extras: 1 ec, 1 vc, 1 c, 1 uc, 1 vuc
Worth in rares:
44 Rares
22 Very Rares
11 Extremely Rares
5 OMG So Rares + 1 ER

[Ebony Stardust]

Bump!

[Ebony Stardust]

Bump!

[Ebony Stardust]

Bump!

[Ebony Stardust]

Bump!

[Ebony Stardust]

Bump!

[Ebony Stardust]

Bump!

[Ebony Stardust]

Bump!