The first line originated from our investigation of the structure and dynamical behavior of the networks we described above. In e.g. [@R1] we analyzed in some quantitative detail the unfolding of the network structure and the various network epochs under the inscribed microscopic dynamical laws and developed the two-level concept of the network structure (or, rather, a multi-scale structure), which, under the right conditions, is relatively smooth on a sufficiently coarse-grained level (level 2) with, among other things, a distant measure (metric) of the more ordinary type and (hopefully) an integer-valued geometric dimension, while on a more microscopic scale (level 1) the network structure is expected to be very erratic with possibly a lot of links (elementary interactions or information channels) connecting regions which may be far apart with respect to the metric on level 2. The association of these links with microscopic wormholes thus suggests itself (cf. in particular observation 4.27 in [@R1]). Note furthermore that our network dynamics implies that these translocal connections are dynamically switched on or off. Compare this observation with the point of view expounded in e.g. [@DeWitt]

> […But if a wormhole can fluctuate out of existence when its entrances are far apart …then, 