# Observer Moment?

I do not understand what is meant by "Observer Moment" [OM].

I went back and found the very first post that contains such a reference.  It was by Nick Bostrom and is at:

http://www.escribe.com/science/theory/m68.html

The language in this post indicates that various processes take place during an OM.

Quoting a small part of the post:

```Then, finding
that your present observer-moment is at time 0 gives you reason
(because of Bayes' theorem) to prefer a hypothesis according to which
a larger fraction of all observer-moments are at time 0 to a
hypothesis according to which a smaller fraction of all
observer-moments are at that time. In the present example, that means
that finding yourself at t=0, you should conclude that the chance
that both coins will land heads is less than 1/4. This also means
that the chance of the first coin landing heads is less than 1/2.```
```
```
Here we see processes such as discovery, preferring, and concluding taking place within a moment.

This remains common in the language surrounding the idea of OM in the current threads.  See for example Stephen Paul King 's composite post raising similar questions at:

http://www.escribe.com/science/theory/m7192.html

Where various authors use processes within an OM such as reference to a memory and thinking.

All this is confusing.  How can a process take place within a single moment?

In my view [compressed] is that all possible states of universes preexist [perhaps compressed as interpretable numbers].  The system imbedding these states has a dynamic arising out of the incompleteness of some of its components which randomly provides these states with an instantation of "reality" [being] of indeterminate dimensions.  This will give rise to very long strings of states given such being such that the succession of states within the string can be compressed into a few simple rules [such as this string?].  There is no "observation" in this dynamic, but rather just a "flow" [not necessarily steady] of being.

Hal Ruhl