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Deep Sea Ship/Guide: Difference between revisions

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{{V|1.0}}
{{V|1.0.2}}


===Why clear Deep Sea Ship?===
===Why clear Deep Sea Ship?===
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Check your build with [https://silberdrachi.github.io/CanIIdle/ Can I Idle] to see if you can idle the dungeon.
Check your build with [https://silberdrachi.github.io/CanIIdle/ Can I Idle] to see if you can idle the dungeon.


As an example for [[Hardcore]], you need 680 HP with {{UpgradeIcon|Auto Eat - Tier II}} to idle this dungeon without any Damage Resistance.
As an example, you need 680 HP with {{UpgradeIcon|Auto Eat - Tier II}} to idle this dungeon without any Damage Resistance.


===Clear Statistics===
===Clear Statistics===
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| Hands
| Hands
| 4%
| 4%
|-
! scope="row" colspan="2" | Subtotal
| 24%
|-
|-
| {{ItemIcon|Amulet of Magic}}
| {{ItemIcon|Amulet of Magic}}
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|}
|}


The simulation was done for the {{Icon|Hardcore}}/{{Icon|Adventure}} mode with 77 in all relevant stats and {{UpgradeIcon|Auto Eat - Tier II}}.
The [[Combat Simulator|simulation]] was done for 77 in all relevant stats and {{UpgradeIcon|Auto Eat - Tier II}}.


No 99 cooking mastery or 95% mastery pool.
No 99 cooking mastery or 95% mastery pool.


{{Icon|Fire Surge|type=spell}} was used as a spell of choice.
{{Icon|Fire Surge|type=spell}} without Combination Runes was used as a spell of choice.


{| class="wikitable"  
{| class="wikitable"  
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|}
|}


The same simulation, but for the Standard game mode.
For the Standard game mode, the only difference is that you spend {{ItemIcon|Crab|qty=172|Crabs}} instead of 191.


{| class="wikitable"
|-
! Stat
! Per Hour
|-
| Runes
| 20.1k
|-
| {{ItemIcon|Crab|Crabs}}
| 172
|-
| Clears
| 23.5
|-
| GP
| 123k
|-
| {{ItemIcon|Sunset Rapier}}
| 0.1931
|}


With the clear speed of 23.5 dungeons per hour, you will need around 4 hours to have a 50% chance of getting {{ItemIcon|Sunset Rapier}}.
With the clear speed of 23.5 dungeons per hour, you will need around 4 hours to have a 50% chance of getting {{ItemIcon|Sunset Rapier}}.


To have a 95% chance, you will need <math>( log_{1-5/641}0.05 ) / 23.5</math> or 16.2 hours.
To have a 95% chance, you will need <math>( log_{1-5/641}0.05 ) / 23.5 = 16.2 \text{ hours}</math>.


{{Menu}}
[[Category:Guides]]
[[Category:Guides]]
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