research paper assistance free creative writing prompts research papers on homelessness mfi homeworks online friendship essay how to write a good introduction to an essay mla essay papers dissertation proposal research design preschool homework sheets to print essay on my favourite game ludo

sex movies

سكس عربي

arabic sex movies



سكس xxx


Published: 09.09.2007
Updated: 15.07.2015
Varganas, Vargaṇā, Vargaṇāa
Grouping of physical particles, Energy fields

Vargana is a cluster of a large number, generally infinite, of paramanus. Varganas are classified on the basis of number of paramanus (in a range) in the cluster. Though the clusters could be of infinite types depending on the number of paramanus, twenty-three main types of varganas have been recognized. Each type has a range of number of paramanus. These varganas broadly fall in two groups.

  1. Mass less varganas (4 touch) - first thirteen types of varganas belong to this group. The paramanus in these varganas are in unbound state.
  2. Varganas having mass (8-touch)- the last ten types belong to this category the paramanus in these varganas are bonded, and bonding is supposed to produce the mass.

Because of the charge of paramanu the vargana could be visualized as a field. These vargana fields are physical and each field has a frequency range. The nature and character of each vargana field would be different due to variation in the number of paramanus in the varganas.

The varganas can be compared to Morphic fields of Rupert Sheldrake. Each type of vargana makes up a specific type of field having a particular application. For each field there is a wide range of frequency and for each frequency the charge of paramanu can vary over a wide range.


References are pages on which this term or individual has been marked. Select the list of references sorted by 'latest' (found on a page), 'alphabetical' or 'most used' (most frequent occurrence on a page).

Share this page on:
Page glossary
Some texts contain  footnotes  and  glossary  entries. To distinguish between them, the links have different colors.
  1. Paramanu
  2. Paramanus
Page statistics
This page has been viewed 9136 times.
© 1997-2022 HereNow4U, Version 4.5
Contact us
Social Networking

HN4U Deutsche Version
Today's Counter: