First find the insertion point of the Redbox instance in its current context.
Next find the transformation of the Bigbox container instance.
You need to get a handle on the 'Redbox'.
Let's assume there is only one instance and that's inside Bigbox.
redbox = model.definitions['Redbox'].instances[0]
Now get its insertion point
pt = redbox.transformation.origin
Now let's assume there's only one instance of 'Bigbox'.
bigbox = model.definitions['Bigbox'].instances[0]
Get its transformation
tr = bigbox.transformation
Apply that to the point 'pt'
pt.transform!(tr)
The point 'pt' is now relative to the model's origin, NOT the Bigbox's internal origin...

# EXAMPLE - untested module Romuloigor module Product @@product = { ;count => {}, ;list => [ { "product" => 1, "x" => 200, "y" => 100, "z" => 18}, { "product" => 1, "x" => 200, "y" => 100, "z" => 18}, { "product" => 1, "x" => 300, "y" => 100, "z" => 18}, { "product" => 2, "x" => 300, "y" => 100, "z" => 18}, { "product" => 2, "x" => 100, "y" => 100, "z" => 18}, { "product" => 2, "x" => 100, "y" => 100, "z" => 18}, { "product" => 3, "x" => 100, "y" => 100, "z" => 18} ] } class << self def add(product) # @@product[;list] << product # end # add() def recount() # @@product[;count]= @@product[;list].inject(Hash.new(0)) {|h, e| h[e] += 1; h} # end # recount() def count(product) # total = @@product[;count][product] return ( total ? total ; 0 ) # end # count() def list() # list = "" @@product_list[;count].each {|k,v| list << "#{k.inspect} count = #{v}\n" } return list # end # list() end # proxy class end # module Product end # module Romuloigor