Chest (Barrows)

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ClosedOpened
Chest
Released9 May 2005 (Update)
MembersYes
QuestNo
LocationBarrows crypt
League regionMorytania Morytania
OptionsOpen
ExamineA large stone chest.
Map
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Advanced data
Object ID20723

This is the chest located at the centre of the tunnels beneath the crypts of the Barrows brothers.

Looting the chest

Upon opening the chest, the Barrows brother whose crypt the player entered will appear and start attacking the player, if he did not already appear while travelling through the tunnels. It is not required to kill the Barrows brother in order to loot the chest. However, the chance of getting Barrows equipment from the chest increases as more brothers are killed, and players will not be able to receive equipment belonging to brothers they did not kill. Furthermore, it is required that you kill at least one enemy of any kind in order to be eligible for any possible loot from the chest.

If the player's inventory is full upon looting the chest, excess items will be dropped to the ground.

During the His Faithful Servants miniquest, players will also receive a strange icon.

Rewards

Drop rates estimated based on 128,000 samples from the Drop Rate Project, unless otherwise cited.

Note that the loot chances below are accurate for a Barrows run with all 6 brothers slain and with full potential (1012 points). To accurately calculate your specific situation, please make use of the Barrows calculator.

Pre-roll

Ahrim's

Item Quantity Rarity Price High Alch
Ahrim's hood.png: Chest (Barrows) drops Ahrim's hood with rarity 7 × 1/2,448 in quantity 1Ahrim's hood17 × 1/2,448398,1277,800
Ahrim's robetop.png: Chest (Barrows) drops Ahrim's robetop with rarity 7 × 1/2,448 in quantity 1Ahrim's robetop17 × 1/2,4483,910,74330,000
Ahrim's robeskirt.png: Chest (Barrows) drops Ahrim's robeskirt with rarity 7 × 1/2,448 in quantity 1Ahrim's robeskirt17 × 1/2,4482,941,81328,200
Ahrim's staff.png: Chest (Barrows) drops Ahrim's staff with rarity 7 × 1/2,448 in quantity 1Ahrim's staff17 × 1/2,448245,76251,000

Dharok's

Item Quantity Rarity Price High Alch
Dharok's helm.png: Chest (Barrows) drops Dharok's helm with rarity 7 × 1/2,448 in quantity 1Dharok's helm17 × 1/2,448367,09661,800
Dharok's platebody.png: Chest (Barrows) drops Dharok's platebody with rarity 7 × 1/2,448 in quantity 1Dharok's platebody17 × 1/2,448827,167168,000
Dharok's platelegs.png: Chest (Barrows) drops Dharok's platelegs with rarity 7 × 1/2,448 in quantity 1Dharok's platelegs17 × 1/2,4481,018,755165,000
Dharok's greataxe.png: Chest (Barrows) drops Dharok's greataxe with rarity 7 × 1/2,448 in quantity 1Dharok's greataxe17 × 1/2,4482,142,442124,800

Guthan's

Item Quantity Rarity Price High Alch
Guthan's helm.png: Chest (Barrows) drops Guthan's helm with rarity 7 × 1/2,448 in quantity 1Guthan's helm17 × 1/2,448248,02061,800
Guthan's platebody.png: Chest (Barrows) drops Guthan's platebody with rarity 7 × 1/2,448 in quantity 1Guthan's platebody17 × 1/2,448306,416168,000
Guthan's chainskirt.png: Chest (Barrows) drops Guthan's chainskirt with rarity 7 × 1/2,448 in quantity 1Guthan's chainskirt17 × 1/2,448256,867165,000
Guthan's warspear.png: Chest (Barrows) drops Guthan's warspear with rarity 7 × 1/2,448 in quantity 1Guthan's warspear17 × 1/2,448245,84560,000

Karil's

Item Quantity Rarity Price High Alch
Karil's coif.png: Chest (Barrows) drops Karil's coif with rarity 7 × 1/2,448 in quantity 1Karil's coif17 × 1/2,44854,9847,800
Karil's leathertop.png: Chest (Barrows) drops Karil's leathertop with rarity 7 × 1/2,448 in quantity 1Karil's leathertop17 × 1/2,4481,468,53230,000
Karil's leatherskirt.png: Chest (Barrows) drops Karil's leatherskirt with rarity 7 × 1/2,448 in quantity 1Karil's leatherskirt17 × 1/2,448856,23128,200
Karil's crossbow.png: Chest (Barrows) drops Karil's crossbow with rarity 7 × 1/2,448 in quantity 1Karil's crossbow17 × 1/2,448103,16396,000

Torag's

Item Quantity Rarity Price High Alch
Torag's helm.png: Chest (Barrows) drops Torag's helm with rarity 7 × 1/2,448 in quantity 1Torag's helm17 × 1/2,448136,29461,800
Torag's platebody.png: Chest (Barrows) drops Torag's platebody with rarity 7 × 1/2,448 in quantity 1Torag's platebody17 × 1/2,448225,131168,000
Torag's platelegs.png: Chest (Barrows) drops Torag's platelegs with rarity 7 × 1/2,448 in quantity 1Torag's platelegs17 × 1/2,448295,722165,000
Torag's hammers.png: Chest (Barrows) drops Torag's hammers with rarity 7 × 1/2,448 in quantity 1Torag's hammers17 × 1/2,44897,03996,000

Verac's

Item Quantity Rarity Price High Alch
Verac's helm.png: Chest (Barrows) drops Verac's helm with rarity 7 × 1/2,448 in quantity 1Verac's helm17 × 1/2,448110,69961,800
Verac's brassard.png: Chest (Barrows) drops Verac's brassard with rarity 7 × 1/2,448 in quantity 1Verac's brassard17 × 1/2,448209,923168,000
Verac's plateskirt.png: Chest (Barrows) drops Verac's plateskirt with rarity 7 × 1/2,448 in quantity 1Verac's plateskirt17 × 1/2,448243,394165,000
Verac's flail.png: Chest (Barrows) drops Verac's flail with rarity 7 × 1/2,448 in quantity 1Verac's flail17 × 1/2,448101,73896,000

Main table

Players who completed the hard Morytania Diary will receive 50% more runes. The base amount without the diary completed is listed below.

Item Quantity Rarity Price High Alch
Coins_250.png: Chest (Barrows) drops Coins with rarity 7 × 379/1,012 in quantity 2-774Coins2–7747 × 379/1,012[d 1]2–7742–774
Mind rune.png: Chest (Barrows) drops Mind rune with rarity 7 × 125/1,012 in quantity 253-336Mind rune253–3367 × 125/1,012[d 2]759–1,008253–336
Chaos rune.png: Chest (Barrows) drops Chaos rune with rarity 7 × 125/1,012 in quantity 112-139Chaos rune112–1397 × 125/1,012[d 3]11,424–14,1786,048–7,506
Death rune.png: Chest (Barrows) drops Death rune with rarity 7 × 125/1,012 in quantity 70-83Death rune70–837 × 125/1,012[d 4]11,200–13,2807,560–8,964
Blood rune.png: Chest (Barrows) drops Blood rune with rarity 7 × 125/1,012 in quantity 37-43Blood rune37–437 × 125/1,012[d 5]7,918–9,2028,880–10,320
Bolt rack.png: Chest (Barrows) drops Bolt rack with rarity 7 × 125/1,012 in quantity 35-40Bolt rack35–407 × 125/1,012[d 6]2,310–2,6401,050–1,200
Loop half of key.png: Chest (Barrows) drops Loop half of key with rarity 7 × 3/1,012 in quantity 1Loop half of key17 × 3/1,012[d 7]11,91960
Tooth half of key.png: Chest (Barrows) drops Tooth half of key with rarity 7 × 3/1,012 in quantity 1Tooth half of key17 × 3/1,012[d 7]11,92560
Dragon med helm.png: Chest (Barrows) drops Dragon med helm with rarity 7 × 1/1,012 in quantity 1Dragon med helm17 × 1/1,012[d 8]59,00660,000
  1. ^ Requires 1 reward potential to roll.
  2. ^ Requires 381 reward potential to roll.
  3. ^ Requires 506 reward potential to roll.
  4. ^ Requires 631 reward potential to roll.
  5. ^ Requires 756 reward potential to roll.
  6. ^ Requires 881 reward potential to roll.
  7. ^ 7.0 7.1 Requires 1,006 reward potential to roll.
  8. ^ Requires 1,012 reward potential to roll.

Tertiary

Item Quantity Rarity Price High Alch
Clue scroll (elite).png: Chest (Barrows) drops Clue scroll (elite) with rarity 1/200 in quantity 1Clue scroll (elite)11/2001/29[d 2][d 1]Not sold12
  1. ^ 1/200 chance for each roll at the drop table; scales up to 1/29 with all six brothers slain.[1]
  2. ^ The elite clue scroll drop rate increases to 1/190–1/27.57 with the completion of the elite combat achievements.

Reward mechanics

Chance of a Barrows equipment piece, per roll
Brothers
killed
Chance
Frac %
1 1/392 0.255%
2 1/334 0.299%
3 1/276 0.362%
4 1/218 0.458%
5 1/160 0.625%
6 1/102 0.980%

Number of rolls

  • There is initially one roll at the drop table.
  • Each additional brother killed grants an additional roll at the drop table, to a maximum of seven total rolls.

Chance of uniques

  • Each brother killed has his associated items added to the possible rewards.
  • First, the Barrows equipment is rolled against. The chance of getting a Barrows item is shown in fig.1. Or, in tabular format to the right.
  • If the Barrows item chance is successfully hit, one of the available Barrows items is chosen at random - each part has equal chance, but once chosen it will not be chosen again on future rolls.

Where P is the drop chance and N is the number of brothers killed.

Chance of other items

  • If the Barrows item chance is not met, an additional measure called reward potential is calculated as shown below.
    • In short, reward potential is the sum of all the combat levels of the monsters killed, capped at 1000 — including the brothers (all six have a combat sum of 656). The number of brothers killed times two is then added, giving a total maximum reward potential of 1012.
  • A roll is performed for a value between 1 and your reward potential (each inclusive). The result then determines what item is awarded, and in what quantity.

Let be the combat level of the th monster killed. Then, the reward potential is

where

and

Notes

  • The chance of receiving at least one piece of Barrows equipment is approximately 1/15.01[a] if you kill all six brothers. This chance is unaffected by the rewards potential that is built by killing other monsters in the crypt. The chance of receiving a specific piece of equipment is approximately 1/350.14.[b]
  • As it is possible to receive more than one piece of Barrows equipment per chest, the average number of Barrows pieces per chest is 7/102 (~1/14.57).
  • In order to receive a piece of Barrows equipment, the corresponding brother must be killed before the chest is looted. Thus, if you wanted a piece of Guthan's equipment, you would have to kill Guthan before you are eligible to obtain his equipment. Therefore, it is impossible to acquire Barrows equipment if no brothers are slain, although coins, runes, or bolt racks may still be awarded.
  • For every brother killed, you get an extra roll for rewards; so if all six brothers are killed, it is possible to obtain up to seven pieces of Barrows equipment.
  • It is possible to get multiple items from the same brother, but it is not possible to receive multiple copies of the same item.
  • Killing all of the brothers is not required to receive loot; however, not killing all brothers decreases your chance of receiving a Barrows item.
Barrows drop mechanics[2]
Item RP required
to unlock
RP required for
maximum quantity
Chance at max RP per roll
Frac %
Coins 1 380 380/1012 37.5%
Mind rune 381 505 125/1012 12.4%
Chaos rune 506 630 125/1012 12.4%
Death rune 631 755 125/1012 12.4%
Blood rune 756 880 125/1012 12.4%
File:Bolt rack.pngBolt rack 881 1005 125/1012 12.4%
Key half 1006 N/A (always 1) 6/1012 0.6%
Dragon med helm 1012 N/A (always 1) 1/1012 0.1%

Calculations

Here are some values expressing your chances of getting the items. These numbers assume you kill all the brothers each time.

Chests opened Expected number
of uniques[c]
Probability of getting
at least 1 unique
Probability of getting
at least 1 specific unique
Probability of completing
any set[d]
Probability of completing
a specific set[d]
Probability of getting
at least 1 of each unique
1 0.07 6.66% 0.29% 0% 0% 0%
10 0.69 49.83% 2.82% ~0% ~0% 0%
25 1.72 82.17% 6.90% ~0.01% < 0.01% ~0%
50 3.43 96.82% 13.32% ~0.2% ~0.05% ~0%
75 5.15 99.43% 19.30% ~0.8% ~0.1% ~0%
100 6.86 99.90% 24.87% ~2.3% ~0.3% ~0%
250 17.16 ~100% 51.08% ~34.5% ~6.5% ~0%
500 34.31 ~100% 76.07% ~91.3% ~33.7% ~0.1%
750 51.47 ~100% 88.29% ~99.6% ~60.7% ~5%
1000 68.63 ~100% 94.27% ~100% ~78.8% ~24%
2000 137.26 ~100% 99.67% ~100% ~98.7% ~92%

Changes

Date Changes
[[{{#explode:16 July 2015| |0}} {{#explode:16 July 2015| |1}}]] [[{{#explode:16 July 2015| |2}}]]
(update)

The message stating that you have received more runes from the Barrows as result of the hard tier of the Morytania achievement diary will now only appear once.

[[{{#explode:5 March 2015| |0}} {{#explode:5 March 2015| |1}}]] [[{{#explode:5 March 2015| |2}}]]
(update | poll)

You now receive 50% more runes from the Barrows chest if you have completed the Morytania Hard Diary.

[[{{#explode:4 September 2014| |0}} {{#explode:4 September 2014| |1}}]] [[{{#explode:4 September 2014| |2}}]]
(update)

The Barrows chest will no longer give more than one elite clue at a time.

Notes

  1. ^ precisely
  2. ^ precisely
  3. ^ Including duplicates.
  4. ^ 4.0 4.1 Estimate calculated using sampling, exact calculation not tractable.

References

  1. ^
  2. ^