Dragons Den/Guide

Why clear Dragons Den?

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Dragons Den

is usually cleared for the

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Ancient Crossbow

, (U) Ancient D-hide Vambraces, and optionally (U) Ancient D-hide Shield because they are wanted for the

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Air and

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Water God Dungeons. Other parts of the Ancient set are of little importance because you will use the Aeris God Armour for the

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Water God Dungeon

.

Gear to idle

Because all enemies in

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Dragons Den

are

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Melee

, it is advised to use a

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Magic

or

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Melee

build due to the Combat Triangle. This guide assumes that you have

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Auto Eat - Tier III

. Crabs were used as a food of choice to reflect the approximate cooking level at the time of clearing the dungeon. The simulations are run on a character with lvl 80 in all combat skills except

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Hitpoints

.

Due to the wide range of cases, it is recommended to use the Combat Simulator to compare the options tailored for your situation.

The ring slot in the given builds is free. It is suggested to use Ring of Wealth if you have it or Aorpheat's Signet Ring otherwise.

Basic Magic

Below is a basic build that needs

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Level 90

to create,

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Level 78

to wear, and

830

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HP

to idle. The spell of choice is

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Fire Surge

with combination runes.

Item	Slot	DR%
Fire Expert Wizard Hat	Head	5%
Fire Expert Wizard Robes	Body	5%
Fire Expert Wizard Bottoms	Leggings	5%
Fire Expert Wizard Boots	Boots	5%
Paladin Gloves	Hands	4%
Magic Wand (Powerful)	Weapon	0%
Total		24%

This build's clear speed is 16 dungeons per hour with 1060 Crabs and 9650 runes.

The adjusted clear time is 1094 seconds per dungeon.

Melee

The following build needs

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Level 99

to create,

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Level 70

to wear, and

780

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HP

to idle.

Item	Slot	DR%
(G) Dragon Helmet	Head	6%
(G) Dragon Platebody	Body	6%
(G) Dragon Platelegs	Leggings	6%
(G) Dragon Boots	Boots	6%
(G) Dragon Shield	Off-hand	6%
Paladin Gloves	Hands	4%
Promotion or Glory	Neck	0%
Sunset Rapier	Weapon	0%
Total		34%

The clear speed of this build is 9.8 dungeons per hour with 655 Crabs.

The adjusted clear time is 1091 seconds per dungeon.

With the Ancient Claw, it is 10.7 dungeons per hour with 626 Crabs and the adjusted clear time being 970 seconds per dungeon.

Advanced Magic

For comparison, here's the magic build that takes less time to acquire than the Ancient Claw and needs

860

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HP

to idle.

Item	Slot	DR%
Fire Expert Wizard Hat	Head	5%
Fire Expert Wizard Robes	Body	5%
Fire Expert Wizard Bottoms	Leggings	5%
Fire Expert Wizard Boots	Boots	5%
Magic Wand (Powerful)	Weapon	0%
Enchanted Cape	Cape	0%
Elite Amulet of Defence	Neck	2%
Book of Eli	Off-hand	0%
Elementalist Gloves	Hands	0%
Total		22%

The clear speed of this build is 20 dungeons per hour with 1000 Crabs and 9350 runes.

Adjusted clear time

Adjusted clear time is the time it takes to prepare all needed food and runes plus the time of the clear itself.

Build	Seconds per clear
Basic Magic	1094
Sunset Rapier	1091
Ancient Claw	970
Advanced Magic	839

Details
Adjusted clear time [math]\displaystyle{ A }[/math] is calculated by dividing the overall time [math]\displaystyle{ T_{all} }[/math] by the number of dungeons [math]\displaystyle{ D_h }[/math] cleared per one hour. The overall time [math]\displaystyle{ T_{all} }[/math] is calculated by the sum of one hour plus the time required to produce the Crabs [math]\displaystyle{ T_c }[/math], mine essence [math]\displaystyle{ T_m }[/math], and create runes [math]\displaystyle{ T_r }[/math]. All measured in seconds. The number of spent Ancient runes is noted as [math]\displaystyle{ N }[/math]. The Crabs fishing time is 3.825 seconds and cooking time is 7 seconds. The Error creating thumbnail: File missing Fire Surge with the combination runes is used. The approximate Adventure situation is taken for Runecrafting. In particular, Mining Gloves and Elemental Potion are not used. The Runecrafting 95% milestone of the mastery pool is active, and the runes have 99 mastery, meaning that 16 runes are produced per two seconds. No rune preservation or doubling. The mining time is the one with the Error creating thumbnail: File missing Dragon Pickaxe upgrade - 1.3 seconds. The number of needed essence considers all runes used in crafting: Essence, Air, Fire, Smoke and Ancient runes. [math]\displaystyle{ T_m = N * (7 * (1 + 2/16 + 2/16) / 16 + 1 / 16) * 1.3 = N / 16 * (8.75 + 1) * 1.3 = N * 12.675 / 16 }[/math] For [math]\displaystyle{ T_r }[/math] compared to [math]\displaystyle{ T_m }[/math], the only difference is that the number of mined essence is multiplied by 2 instead of 1.3. [math]\displaystyle{ T_r = N * 9.75 * 2 / 16 = N * 9.75 / 8 }[/math] The magic build, [math]\displaystyle{ A_{magic} }[/math]: [math]\displaystyle{ T_c = 1060 * (7 + 3.825) = 11475 }[/math] [math]\displaystyle{ T_m = 1205 * 12.675 / 16 = 955 }[/math] [math]\displaystyle{ T_r = 1205 * 9.75 / 8 = 1469 }[/math] [math]\displaystyle{ T_{all} = 3600 + T_c + T_m + T_r = 3600 + 11475 + 955 + 1469 = 17499 }[/math] [math]\displaystyle{ D_h = 16 }[/math] [math]\displaystyle{ A_{magic} = T_{all} / D_h = 17499 / 16 = 1094 }[/math] The rapier build, [math]\displaystyle{ A_{rapier} }[/math]: [math]\displaystyle{ T_c = 655 * 10.825 = 7091 }[/math] [math]\displaystyle{ T_{all} = 3600 + T_c + T_m + T_r = 3600 + 7091 + 0 + 0 = 10691 }[/math] [math]\displaystyle{ D_h = 9.8 }[/math] [math]\displaystyle{ A_{rapier} = T_{all} / D_h = 10691 / 9.8 = 1091 }[/math] The claw build, [math]\displaystyle{ A_{claw} }[/math]: [math]\displaystyle{ T_c = 626 * 10.825 = 6777 }[/math] [math]\displaystyle{ T_{all} = 3600 + T_c + T_m + T_r = 3600 + 6777 + 0 + 0 = 10377 }[/math] [math]\displaystyle{ D_h = 10.7 }[/math] [math]\displaystyle{ A_{claw} = T_{all} / D_h = 10377 / 10.7 = 970 }[/math] The Advanced Magic build, [math]\displaystyle{ A_{AdvMagic} }[/math]: [math]\displaystyle{ T_c = 1000 * 10.825 = 10825 }[/math] [math]\displaystyle{ T_m = 1170 * 12.675 / 16 = 927 }[/math] [math]\displaystyle{ T_r = 1170 * 9.75 / 8 = 1426 }[/math] [math]\displaystyle{ T_{all} = 3600 + T_c + T_m + T_r = 3600 + 10825 + 927 + 1426 = 16778 }[/math] [math]\displaystyle{ D_h = 20 }[/math] [math]\displaystyle{ A_{AdvMagic} = T_{all} / D_h = 16778 / 20 = 839 }[/math]