View source for Oriterrain

Each type of [[original]] or [[itoidentireplica]] will have its own [[itoterrain]] that can be based on many different factors. One of the most important factors is the way that an [[original]] is more likely or less likely to function. When we apply the [[externapath]] to get it to produce an specific [[awarepath]] and [[ixpepath]], it will be easier at some points than others to produce. The [[externapath]] might have to be very specific at certain points or regions on the physiterrain called [[itodetractors]] (like the top of a hill or ridge) to get the awarepath produced. At other points or regions called [[itoattractors]] (like a valley) many different internapaths can be applied that will still produce the same awarepaths.


[[Oriterrain]] is an [[mathematical itoconcept]] where there is for every [[oripoint]] in an [[orifield]] a potential n- dimensional [[orivector]] that controls or effects the [[oripath]].

[[Oriawareterrain]] is an [[mathematical itoconcept]] where there is for every [[oriawarepoint]] in an [[oriawarefield]] a potential n- dimensional [[oriawarevector]] that controls or effects the [[oriawarepath]].

[[Orimentaterrain]] is an [[mathematical itoconcept]] where there is for every [[orimentapoint]] in an [[orimentafield]] a potential n- dimensional [[orimentavector]] that controls or effects the [[orimentapath]].

[[Oriphysaterrain]] is an [[mathematical itoconcept]] where there is for every [[oriawarepoint]] in an [[oriawarefield]] a potential n- dimensional [[oriawarevector]] that controls or effects the [[oriawarepath]].

[[Oriphysiterrain]] is an [[mathematical itoconcept]] where there is for every [[orimentapoint]] in an [[orimentafield]] a potential n- dimensional [[orimentavector]] that controls or effects the [[orimentapath]].


[[Orixpeterrain]] is an [[mathematical itoconcept]] where there is for every [[oriawarepoint]] in an [[oriawarefield]] a potential n- dimensional [[oriawarevector]] that controls or effects the [[oriawarepath]].

[[Oriepiterrain]] is an [[mathematical itoconcept]] where there is for every [[orimentapoint]] in an [[orimentafield]] a potential n- dimensional [[orimentavector]] that controls or effects the [[orimentapath]].