All Forms as Cyclical
Posted: Mon Apr 20, 2020 6:37 pm
1. A circle is intrinsically empty.
2. The emptiness of the circle is imprinted by the circle resulting in one circle inverting into another circle.
3. The inversion of one circle into another, as self assuming, necessitates the replication of the circle.
4. The replication of the circle results in multiple circles which in turn form shapes which are intrinsically empty as they are composed of forms which are empty.
5. These forms, as empty, in turn self assume resulting in the replications of these forms.
6. Each form, as traceable, exists as variations of circle as their beginning points of any tracing result in the same point as the end.
7. One circle inverts to many, many invert to a form, this form exists as a loop. One loop Inverts to many.
2. The emptiness of the circle is imprinted by the circle resulting in one circle inverting into another circle.
3. The inversion of one circle into another, as self assuming, necessitates the replication of the circle.
4. The replication of the circle results in multiple circles which in turn form shapes which are intrinsically empty as they are composed of forms which are empty.
5. These forms, as empty, in turn self assume resulting in the replications of these forms.
6. Each form, as traceable, exists as variations of circle as their beginning points of any tracing result in the same point as the end.
7. One circle inverts to many, many invert to a form, this form exists as a loop. One loop Inverts to many.