# Shielded Metal Den

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Base Cost
Metal: 1150
Crystal: 0
Deuterium: 0
Energy: 0

Patchnotes from 3.0.0

This building removed from 6.0.0

[Feature] Resource hideouts

In Game Description:

Basic: A portion of the metal stocks will be stored here safe from plundering. The Den does not expand the overall storage capacity.

Detail: The capacity of the Metal Den shows how much metal is protected from plundering. The better the Den is upgraded, the more resources can be protected from attackers. Espionage probes are able to detect the upgrade level of a Den as well as the amount of hidden resources. The storage capacity is not expanded as a result of the Den.

Requirements:

Metal Storage (Level 2)

Is Required for:

N/A

# StatisticsEdit

Level Metal
Cost
Storage
Capacity
Storage
Difference
1 2,645 2,089 2,089
2 6,083 3,637 1,548
3 13,992 5,031 1,394
4 32,181 6,333 1,302
5 74,017 7,571 1,238
6 170,241 8,760 1,189
7 391,554 9,910 1,150
8 900,576 11,027 1,117
9 12,117 1,090
10 13,182 1,065
11 14,227 1,045
12 15,252 1,025
13 16,262 1,010
14 17,254 992
15 18,233 979

Storage Capacity Formula

## $Int((2089,3125*Level^{1,8})/Level)$ Edit

Storage Capacity (from Techinfo)(Speed server x2):

Level

Level Storage cap. Difference
1 4.178 4.178
2 7.275 7.275
3 10.063 10.063
4 12.667 12.667
5 15.142 15.142
6 17.520 17.520
7 19.820 19.820
8 22.055 22.055
9 24.234 24.234
10 26.365 26.365
11 28.454 28.454
12 30.505 30.505
13 32.522 32.522
14 34.509 34.509
15 36.467 36.467

Cost To Build:

Level 1 = 2645 Metal

Level 2 = 6083 Metal

Level 3 = 13992 Metal

Level 4 = 32181 Metal

Level 5 = 74017 Metal

Theoretical Cost to Build Equation:

floor(2645*2.3^(Level-1)) = Cost in Metal

${Cost} = {RoundDown}({Base}*2.3^{Level})$

Cost assuming this equation holds:

 1 2645 2 6083 3 13992 4 32181 5 74017 6 170241 7 391554 8 900576 9 2071325 10 4764048 11 10957312 12 25201818 13 57964181 14 133317617 15 306630520 16 705250197 17 1622075454 18 3730773546 19 8580779156 20 19735792060 21 45392321738

Time to Build:

Level 1 =

At Robotics 7, Universe Speed 2 - 2min 28sec

At Robotics 6, Universe Speed 2 - 3min 2sec

At Robotics 10, Nanite 1, Universe Speed 2 - 1min 26sec

Level 2 =

At Robotics 10, Nanite 1, Universe Speed 2 - 1min 49sec

Level 3 =

At Robotics 10, Nanite 1, Universe Speed 2 - 6min 7sec

Theoretical Time to Build Equation:

x=UniverseSpeed*((CostInMetal+CostInCrystal)/((2500*(1+LevelOfRoboticsFactory)*(2^LevelOfNaniteFactory))))

if(x>0.025,x-0.025,x)=TimeToBuildInHours

${TimeInHours} = {\frac{UniverseSpeed*(Metal+Crystal)}{2500*(1+Robotics)*(2^{Nanite})}}$

if TimeInHours is greater then 0.025 subtract 0.025 (0.025hours = 1min 30sec)