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The Biology of Belief - Bruce H. Lipton [87]

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can come back to haunt us or a future version of ourselves.

In the end, these cellular insights serve to emphasize the wisdom of spiritual teachers throughout the ages. Each of us is a spirit in material form. A powerful image for this spiritual truth is the way light interacts with a prism.

When a beam of white light goes through a prism, the prism’s crystalline structure refracts the exiting light so that it appears as a rainbow spectrum. Each color, though a component of the white light, is seen separately because of its unique frequency. If you reverse this process by projecting a rainbow spectrum through the crystal, the individual frequencies will recombine, forming a beam of white light. Think of each human being’s identity as an individual color frequency within the rainbow spectrum. If we arbitrarily eliminate a specific frequency, a color, because we don’t “like it,” and then try to put the remaining frequencies back through the prism, the exiting beam will no longer be white light. By definition, white light is composed of all of the frequencies.

Many spiritual people anticipate the return of White Light to the planet. They imagine that it will come in the form of a unique individual like Buddha, Jesus, or Muhammad. However, from my newly acquired spirituality, I see that White Light will only return to the planet when every human being recognizes every other human being as an individual frequency of the White Light. As long as we keep eliminating or devaluing other human beings we have decided we don’t like, i.e., destroying frequencies of the spectrum, we will not be able to experience the White Light. Our job is to protect and nurture each human frequency so that the White Light can return.

Fractal Evolution—A Theory We Can Live With

I’ve explained why I am now a spiritual scientist. Now I’d like to explain why I am an optimist. The story of evolution is, I believe, a story of repeating patterns. We are at a crisis point, but the planet has been here before. Evolution has been punctuated with upheavals, which virtually wiped out existing species, including the best-known casualties, the dinosaurs. Those upheavals were directly linked to environmental catastrophes just as today’s crisis is. As the human population increases, we are competing for space with the other organisms with whom we share the planet. But the good news is that similar pressures in the past have brought into being a new way of living and will do so again. We are concluding one evolutionary cycle and preparing to embark upon another. As this cycle comes to an end, people are becoming understandably apprehensive and alarmed by the failures in the structures that support civilization. I believe, however, that the “dinosaurs” that are currently raping nature will become extinct. The survivors will be those who realize that our thoughtless ways are destructive to the planet and to us.

How can I be so sure? My certitude comes from my study of fractal geometry. Here’s a definition of geometry, which will explain why it is important for studying the structure of our biosphere. Geometry is a mathematical assessment of “the way the different parts of something fit together in relation to each other.” Until 1975, the only geometry available for study was Euclidean, which was summarized in the thirteen-volume ancient Greek text, The Elements of Euclid, written around 300 B.C. For spatially oriented students, Euclidian geometry is easy to understand because it deals with structures like cubes and spheres and cones that can be mapped on graph paper.

However, Euclidian geometry does not apply to nature. For example, you cannot map a tree, a cloud, or a mountain using the mathematical formulas of this geometry. In nature, most organic and inorganic structures display more irregular and chaotic-appearing patterns. These natural images can only be created by using the recently discovered mathematics called fractal geometry. French mathematician Benoit Mandelbrot launched the field of fractal mathematics and geometry in 1975. Like quantum physics,

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