## Tags » Seva

#### The wish of the HSP or Empath to "Help the World," and preliminary thoughts on roles as teachers

I have been very tired today – actually, mostly this afternoon. It has been a good but busy day here at Amritapuri, Amma’s Ashram in Kerala. 1,379 more words

Amma

#### A video all about Under The Bridges

We want to thank Michael Conti and the team at Momenta Workshops for this amazing video!Check out this unbelievable visual story of what Under The Bridges… 30 more words

Non-Profit

John Shinavier - Therapist | Yoga Instructor | Life Coach | Speaker reblogged this on John Shinavier - MA, RYT, LC and commented:

We couldn't ask for any form of media that represents "Under the Bridges and on the Streets", as Mr. Conti has in this short film. Thank You Mike

#### Fundraising

It has been on my heart and in my prayers to take a missions or Seva (service) trip for a few years now. An opportunity just came up for me to join Bright Light Yoga Project on a service trip to Bolivia. 240 more words

#### The scare of cancer and recalibrating life.

I sit in the office of Dr Dolmatch awaiting results of my biopsy. The last week has been weird; rid with anxiety, calendar planning and task lists. 903 more words

Single Parenting

#### Is ${\rm lcm}\{{\rm ord}_p(q)\colon q\mid p-1,\ q>2\}>\sqrt p\ \,$?

The following question is “ideologically related” to the one I recently asked here.

For a prime $p$, let $M_p$ denotes the least common multiple of the orders modulo $p$ of all odd prime divisors of $p-1$: 110 more words

#### Are we Born with Ego?

Every single life form brings in Ego when born, but the level we consider is different. The Ego is of Body, it is at the grossest levels,  when the Ego at Body-mind level is least, while the Ego at the Mind level is not there. 1,422 more words

Maitreya

#### Is ${\rm lcm}\{{\rm ord}_p(q)\colon q\mid p-1,\ q>2\}>\sqrt p$?

The following question is “ideologically related” to this one.

For a prime $p$, let $M_p$ denotes the least common multiple of the orders modulo $p$ of all odd prime divisors of $p-1$: 104 more words