
Recipe: Satchel of Ravaging Masquerade Armor (Rare)
Items:
Market Capitalization:
Volume 24h:
Buying Power:

Consumable · Rare
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Abyssal Sea Dye is a Rare Consumable in Guild Wars 2 (GW2).
9
01
02
11
89
99
119
07
41
Last updated: 0 seconds ago
(Data updates every 60 seconds)
Market Cap
1
00
1
00
50,000
00
00
However, we adapted the formula here a bit and actually do an exact calculation by taking the available listings for the item and calculate the Market Cap from that.
27,686
50
98
Volume 24h
119
07
41
Sell
11
89
99
Buy
9
01
02
Supply
570
Demand
685
Sold
0
Bought
0
Price Delta
2
88
97
Profit
+
1
10
47
Profit (Stack)
+
276
17
50
Recommended action
Sell
Suggested strategy
Avoid holding
Falling momentum makes a long hold riskier. Consider selling or waiting for a clearer reversal before buying.
Historical sell-price momentum is negative across the recent periods. Current supply and demand are broadly balanced. Consider reducing exposure before further declines.
Sell-price momentum: Sell price: -0.2% (7d) · -6.1% (30d) · -13.1% (90d) · -55.9% (180d)
Sell% 1 day
-0.079%Sell% 7 days
-0.168%Sell% 30 days
-6.076%Sell% 90 days
-13.132%Sell% 180 days
-55.926%Buy% 1 day
-0.001%Buy% 7 days
+0.113%Buy% 30 days
-1.531%Buy% 90 days
-1.312%Buy% 180 days
-57.097%
Recipe: Satchel of Ravaging Masquerade Armor (Rare)

Recipe: Satchel of Rejuvenating Masquerade Armor (Rare)

Recipe: Satchel of Honed Masquerade Armor (Rare)

Recipe: Satchel of Hunter''s Masquerade Armor (Rare)

Recipe: Satchel of Vigorous Masquerade Armor (Rare)

Recipe: Satchel of Ravaging Masquerade Armor (Rare)

Recipe: Satchel of Rejuvenating Masquerade Armor (Rare)

Recipe: Satchel of Hunter''s Masquerade Armor (Rare)

Recipe: Satchel of Strong Masquerade Armor (Rare)

Recipe: Satchel of Vigorous Masquerade Armor (Rare)
Uses the current highest buy order and lowest sell listing. Fees are included in the result.
Quick quantity
Buy Price
Sell Price
Quantity
Result
Costs
Buy
9
01
02
= Total
-
9
01
02
Return
Sell
11
89
99
Listing Fee (5%)
-
59
49
Selling Fee (10%)
-
1
18
99
= Total
10
11
51
Profit
Return
10
11
51
Costs
-
9
01
02
Profit
+
1
10
49
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