Robert himself answered the question I had in this post too. Here it is.
EDIT:
I was curious what Jurgen Ziewe (author of Multidimensional Man) thought of the answer I got from Robert Monroe and emailed him about it.
This is the question i wrote to him:
"Hello Jurgen!
I recently bought your book and have begun reading it. Very interesting!
I have something I want to ask you regarding life after death. I recently contacted Robert Bruce about what he thinks happens after we die, what we do and how the cycle of life looks like. This is the answer I got from him (posted below).
I am wondering if you have any opinion on this, or if you believe it is in a different way than he describes it?
A follow up question I asked Robert about which I have’nt got an answer to yet is this one:
So the evolved soul does not get higher up in a evolutionary chain to be, for example, released from physical reality and live on in a different dimension and evolve there, but stays in the physical dimension forever?
"
And this is the answer I got from him:
"Hi Linus,
I like the way Robert puts his observations across. You'll have to bear in mind that people naturally use different metaphors to describe the same thing. Robert Monroe referred to the after life levels it as focus levels, I like to call them dimensional levels. What Robert says regarding the afterlife states matches my own observation, though he calls them "anomalies" to me they are only anomalies when compared to waking consciousness. I see them more as results of different functions of consciousness which follow their own inherent natural laws. I also observed consensus environments which are not subjectively perceived but also shared by others. I share with him the observation that not everybody realised that they have "died", but many of them do realise.
I tend to only report of what I have experienced and don't like to offer theories which are no more than beliefs. As I haven't followed through the MO of the reincarnation process I cannot comment on it.
Kind regards,
Jurgen"
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