Nova Javelin Heavy Assault Missile
EVEMarketer Eve Info JSON| ID | 13856 |
|---|---|
| Group ID | 654 |
| Market Group ID | 972 |
| Volume | 0.015 m3 |
Market Pricing
Evepraisal looks at a recent (around 5 minute delayed) market orders to estimate prices for items. For sell orders the minimum value is used because that is the lowest price that you can get if you purchase items from a sell order. For buy orders the maximum value is used because that is the highest price that you can get when selling items to a buy order. The market price for this item was last updated 23 minutes ago.
11 Sell Orders / 3,281,192 units |
||||
| Min | 106.20 ISK | |||
|---|---|---|---|---|
| Median | 140.90 ISK | |||
| Average | 127.94 ISK | |||
| 1st Percentile | 106.20 ISK | |||
| Standard Deviation | 15.77 ISK | |||
| sell market-price = min(sell order prices) | ||||
7 Buy orders / 6,497,760 units |
||||
| Max | 86.00 ISK | |||
|---|---|---|---|---|
| Median | 15.00 ISK | |||
| Average | 16.35 ISK | |||
| 99th Percentile | 85.99 ISK | |||
| Standard Deviation | 19.05 ISK | |||
| buy market-price = max(buy order prices) | ||||
Market Pricing
Evepraisal looks at a recent (around 5 minute delayed) market orders to estimate prices for items. For sell orders the minimum value is used because that is the lowest price that you can get if you purchase items from a sell order. For buy orders the maximum value is used because that is the highest price that you can get when selling items to a buy order. The market price for this item was last updated 23 minutes ago.
3 Sell Orders / 1,397,608 units |
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| Min | 88.99 ISK | |||
|---|---|---|---|---|
| Median | 134.30 ISK | |||
| Average | 118.80 ISK | |||
| 1st Percentile | 88.99 ISK | |||
| Standard Deviation | 20.62 ISK | |||
| sell market-price = min(sell order prices) | ||||
6 Buy orders / 6,248,426 units |
||||
| Max | 70.00 ISK | |||
|---|---|---|---|---|
| Median | 0.03 ISK | |||
| Average | 0.13 ISK | |||
| 99th Percentile | 70.00 ISK | |||
| Standard Deviation | 22.34 ISK | |||
| buy market-price = max(buy order prices) | ||||