Content deleted Content added
mNo edit summary |
m switched page to new format |
||
| (2 intermediate revisions by 2 users not shown) | |||
Line 1:
{{Object
|title1 = {{PAGENAME}}
|image1 =
|type = {{#invoke:GetPartInfo|getField|Type}}
|recipe={{#invoke:GetPartInfo|getField|Recipe}}▼
|raw_recipe={{#invoke:GetPartInfo|getField|Raw recipe}}▼
|configuration={{#invoke:GetPartInfo|getField|Configuration}}▼
|consumes=[[Power]]
|malleability={{#invoke:GetPartInfo|getField|Malleability}}
|default_size={{#invoke:GetPartInfo|getField|DefaultSize}}
|durability={{#invoke:GetPartInfo|getField|Durability}}
|default_colour={{#invoke:GetPartInfo|getField|DefaultColor}}
|flammable={{#invoke:GetPartInfo|getField|Flammable}}
▲|recipe={{#invoke:GetPartInfo|getField|Recipe}}
▲|raw_recipe={{#invoke:GetPartInfo|getField|Raw recipe}}
▲|configuration={{#invoke:GetPartInfo|getField|Configuration}}
}}
Line 29 ⟶ 30:
* The exact size of an '''EnergyGun''' that does exactly 1 damage is 2.886751345948129 by 1 by 2.886751345948129.
* When the '''EnergyGun''''s width and height are both set to 0.2, the ray of the '''EnergyGun''' becomes nearly invisible. [[Gun]]s and [[Laser]]s also have this behavior.
* The EnergyGun deals 3*(X*Y*Z)/25 damage per shot.
<!-- Add formulas for size to damage here-->
<!-- Deriving the formulas: Take at least 5 measurements for a volume-damage graph. Then play around in geogebra/demos/whatever to find out the function which connects them or input the data into wolframalpha and tell it to attempt to find the function for you. You shouldn't get any wildly complicated polynomials, its likely just multiplied by some factor. If you've used wolframalpha and see weird "spikes" past where your data ends, you'll need to use the graphic method. Once you've done this, express firing rate using volume using the same method. You should now be able to write an equation. If this is not possible, use two separate equations, one for damage, and one for firing rate. -->
| |||