Page 289 - The Final Appeal to Mankind

«The Final Appeal to Mankind» by Nicolai Levashov

of substances ensues. This represents neither a star nor a black hole, but a transition
zone from one space to another.

Let us designate such zones of non-uniform space as zero-transitions. Further, we may

distinguish three types of transitions according to their Δλ value:

Positive zero-transitions (stars), where substance flows to one space-universe from
another of greater dimensionality:

+
(Δλ > 0) n
Negative zero-transitions, where one space-universe discharges substance to another
of lesser dimensionality:

-
(Δλ < 0) n
Neutral zero-transitions, where substance flows in equal amounts in both directions,
0
and the linked space-universes are practically equal in dimensionality: n (that is,
there is no difference between them).

A closer analysis shows us that each space universe gains matter through the stars and
loses it through the black holes.

To achieve stability, a space-universe must have a balance between incoming and
outgoing matter... The Law of Conservation of Matter is only applicable where
conditions of space stability exist. The latter can be formulated as follows:

0
+
∫n (i)k m(i)k dk + ∫n (ij)k m (ij)k dk ≡ ∫n (j)k m(j)k dk (9)
-
0

where:

+
n (i)k – is a positive zero-transition (a star);
0
n (ij)k – is a neutral zero-transition;
-
n (j)k – is a negative zero-transition (black hole);

m(i)k – is a combined mass of primary matter flowing through through a star;

m(j)k – is a combined mass of primary matter flowing through a given black hole into
another space-universe.

Thus, in between space-universes of different dimensions – and through zones of non-
uniformity – primary matter circulates between space-universes constituting a given

system (see F Fi ig g. . 1 15 56 6)

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