Originally Posted by
Ezra
Originally Posted by
XoX
So to apply this to the type INFp i.e. how "intuitive subtype INFp" differs from average INFp:
Ni is stronger and more valued
Fe is weaker and is less valued (this is caused by an "intra-block suppression effect" which I didn't describe)
Si is weaker and less valued
Te is stronger and more valued
Se is weaker but more valued
Ti is stronger but less valued
Ne is stronger but less valued
Fi is weaker but more valued
In practice this implies e.g. that for Ni-subtype INFp the "perfect dual" is Se-subtype ESTp.
I guess that means an IEI-Fe has stronger, less valued Ni but weaker and more valued Fe, yeah?
So a Fe-subtype IEI is the best for an SLE-Ti?
Let's put the rules to teh test.
INFp-Fe
Ni is weaker and less valued
Fe is stronger and more valued
Si is stronger and more valued
Te is weaker and less valued
Se is stronger but less valued
Ti is weaker but more valued
Ne is weaker but more valued
Fi is stronger but less valued
So INFp-Fe is more suitable to ESTp-Ti. At the same time it might be that ENTp-Ti is more suitable for INFp-Fe than is ESFp-Se. Similarly ESFp-Se is more suitable for INFp-Ni than is ENTp-Ti. This I'm not completely sure about.
In order to make it more simple and not always go by these difficult rules it is easier to get a big picture of a) what functions get stronger and weaker when you are of certain subtype and b) towards which wing quadra your values move
So to simplify:
INFp-Ni has stronger NT functions and values move towards Gamma.
INFp-Fe has stronger SF functions and values move towards Alpha.