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)
Dr. Eldon Taylor will be joining us on A Conscious Life Radio May 8th to discuss his book: I Believe: When What You Believe Matters! Please join us. Dr. Eldon Taylor has also shared the following blog post which is an excerpt from his international bestseller.
Personal Identity
The idea that we’re each a drop of water in the ocean can be compelling in some ways. The typical perspective offered in Buddhism postulates that we are drops of water, individualized but for a moment from the greater sea that is the total of all-that-is. I get the idea of immersion, being one with the One. I don’t, however, see that as requiring the surrender of my self, and isn’t a healthy ego necessary for my identification? I’ve said before that an ego out of control fits the 12-step-program interpretation of the word: Edging God Out. But a healthy ego is who we are.
I know myself in many ways, chiefly as an experience, as I’ve already discussed. In that sense, I expect that the word ego doesn’t really apply in its traditional form. For as a verb instead of a noun, I am my experiences—always in motion, dynamic as opposed to static, changing as opposed to immutable, expanding as opposed to contracting, and forever young in every instance as opposed to aging. Still, even in this view, I have a self-concept, and from this spring my lessons, alternatives, choices, likes, and dislikes. This is identity, and it’s absolutely attached to the experience, even if part of that is letting go in order to proceed in a new and different way in some other dimension of existence.
I’m totally unaware of any near-death experiences (NDE) in which the survivor tells of being immersed and losing all sense of identification. It’s possible, however, to lose our sense of being, to become so involved in the moment that we lose ourselves. That may be what immersion really is. Getting lost in the experience, whether on this plane or another, is experience at its highest.
For me, the analogy of a drop of water in the ocean is fitting when I think of losing myself in the moment. To do that, I must truly choose to engage in everything life brings to me, and that can’t be done while unattached. I become the experience by being fully aware of what’s happening in each moment. In doing so I can let go of my expectations, for as long as I hold them, I can’t be fully present.
Words can be tricky, and ideas can become puzzles, whereas definitions can and do delimit our understanding of all that we care enough to think about. When many of these concepts are distilled, there remain a few constants. One of them is simply this: immersing ourselves in the experience of life gives rise to understanding that we could otherwise never grasp. The little miracles are not only noticed but fully integrated into our journey. The sadness that comes along is recognized for what it is, but this doesn’t rob us of hope, for we’re not hanging onto some expectation in the moment. Setting about each day with the idea that it’s a miracle—that every moment is a wondrous opportunity to glimpse yet another spectacular exchange in the nature of life, a grand time for fully immersing ourselves in the experience—approaches heaven on earth here and now.
The Gift
I believe that every breath is a gift, and what you do with that is the only way you can pay tribute to the Giver. I believe that you were meant to have faith in yourself and that you deserve to know an unlimited cornucopia of abundance in all the good things this life has to offer. When you trust in yourself, you turn the key in the lock that opens the door to manifesting your true potential. You aren’t going to take anything with you out of here except your experiences. And notice that it’s you I believe in—and that calls for the distinctly unique individual that you are—not some generalization. Perhaps I’m attached to an idea of being unattached, at least to an outcome, yet as with everyone else, I’m also committed to being uniquely me. In the end, if I weren’t invested in anything, including my experience and ideas, then who would I be?
In the words of novelist Virginia Woolf, “[It] is like a spider’s web, attached ever so slightly perhaps, but still attached to life at all four corners. Often the attachment is scarcely perceptible”4 (emphasis added).
Reflection
So what is it that you believe? Do you think that the goal of a spiritual life is to overcome the illusion of separateness, to lose your sense of identity and so to return to the oneness? Or do you believe that this life and your individuality are amazing gifts that should be treasured and experienced to the fullest? Should you be attached to outcomes, or should you focus on doing your best and then detaching? Which beliefs would serve you best?
Eldon Taylor has spent over 25 years researching the power of the mind and developing scientifically proven methods to use this power to enhance the quality of your life. I Believe is a book that will not only inspire you, but will highlight the kinds of beliefs you hold that may be causing you to fail. In the process, it will provide you with the opportunity to choose, once again, the beliefs that drive your life.
For more information on a special offer for Eldon Taylor’s international bestseller, I Believe: When What You Believe Matters, please go here. Click here for a special offer on this book.
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