small.firearms.accuracy

[JR83P2P]

Could someone please provide a little description on the values in this file? Specifically what they affect, or alternatively is this information available somewhere I'm not finding? (I used to have a link to wiki that had some information on set files for FoW but it didn't have anything for this file).

(define "distance_1" 
	{spreading 
		{radiusTable {0 0} {10 %r1} {25 %r2} {60 %r3}}
	}		
)

(define "accuracy_rifle"
	("distance_1" r1(0.50) r2(1.00) r3(1.25))
)

[Chakal16]

(define "distance_1"
{spreading
{radiusTable {0 0} {10 %r1} {25 %r2} {60 %r3}} Meters }
)

(define "accuracy_rifle"
("distance_1" r1(0.50) r2(1.00) r3(1.25))
) sight radius

[Blub0r2k]

not sight radius, its the radius of the spreading circle.

[Chakal16]

Sorry my fail

[sundown101]

Is the sight radius in meters also or does the % provide the actual percentage of the range for r# value? Let me give an example of how I think it is calculated, and please correct me if I am wrong.

Using the OP, at a range of 60m the spreading radius should be 60X1.25%=.75m

Thanks in Advance

[Chakal16]

(define "distance_1"
{spreading
{radiusTable {0 0} {10 %r1} {25 %r2} {60 %r3}} Meters }
)

(define "accuracy_rifle"
("distance_1" r1(0.50) r2(1.00) r3(1.25))
)
With that r1= 10 m, 0.50 m spread radius

[Blub0r2k]

nope its on 60m = 1,25m spread circle radius

[Chakal16]

yes, 10m = 0.50 25m = 1.0m and 60m=1,25m

[sundown101]

Thanks guys.

Another question, slightly off topic but related. I am trying to figure out how spreading changes with automatic weapon fire. The following is from mgun.pattern

{Spreading 1
{SpreadPower 1}
{BurstAccuracy 100 98 94 90 85 80 75 70 65 60}

and

{burst
{short 7 0.5}
{long 30 5}

Does anyone know the formulas that combine these together? I assume they are modifiers to the original spread pattern, but can't figure it out myself.

[Blub0r2k]

as far as i understand the source code, it dertermines the % of the original spreading after an amout of shots fired in a row :

1st shot : 100% of the original accuracy , 2nd shot 98% and so on.