Object is UNU.RAN object:
	method:    hinv 
	distr:     normal(1,2) 
	inversion: TRUE 

generator ID: HINV.014

distribution:
   name      = normal (1,2)  [UNU.RAN standard distribution]
   type      = continuous univariate distribution
   functions = CDF PDF
   domain    = (-inf, inf)
   mode      = 1

method: HINV (Hermite approximation of INVerse CDF)
   order of polynomial = 3

performance characteristics:
   truncated domain = (-12.5525,14.5525)
   Prob(X<domain)   = 1e-11
   Prob(X>domain)   = 1e-11
   u-error         <= 9.39999e-11  (mean = 2.24802e-11)
   # intervals      = 1021

parameters:
   order = 3  [default]
   u_resolution = 1e-10  [default]
   boundary = (-12.5525,14.5525)  [computed]

[ Hint: You can set "order=5" to decrease #intervals ]
[ Hint: You can decrease the u-error by decreasing "u_resolution".
	(it is bounded by the machine epsilon, however.) ]

NULL
$method
[1] "HINV"

$type
[1] "inv"

$distr.class
[1] "cont"

$truncated.domain
[1] -12.55253  14.55253

$intervals
[1] 1021

$method
[1] "HINV"

$type
[1] "inv"

$distr.class
[1] "cont"

$truncated.domain
[1] -12.55253  14.55253

$intervals
[1] 1021