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PREDICTIONS – 10 Years Later - Santa Fe Institute

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8. A COSMIC HEARTBEAT<br />

Physicists also indulge in explanatory activities. In contrast to<br />

economists, however, they do not avoid “predicting” the past. A ballistic<br />

analysis on a trajectory segment of a flying shell predicts not only<br />

where the shell will land but also where it came from. The data I have<br />

presented in this chapter show that a fifty-six-year pulsation is encountered<br />

over a broad spectrum of human activities, and as a physicist I<br />

cannot resist suggesting explanations for this cycle.<br />

Nobel-laureate physicist Simon van der Meer 15 pointed out to me<br />

while we were discussing these observations that a period of fifty-six<br />

years is close to the length of time any individual actively influences the<br />

environment. Being an expert in random processes, he suggested that<br />

individuals could be acting as fixed “delays” in a never-ending flux of<br />

change. In society there are many feedback loops, and despite a continuous<br />

arrival of individuals, the existence of a fixed delay—triggered<br />

by an instability—could produce “bunching” phenomena with a characteristic<br />

period equal to the delay.<br />

Another possible explanation of the regular fifty-six-year oscillation<br />

could be linked to periodic phenomena of comparable time scales such<br />

as celestial motions. Can we find any cosmic events whose influence on<br />

the earth originate far from our planet and pulsate with a beat of about<br />

fifty-six-years?<br />

Astronomers have long been aware of celestial configurations that<br />

recur in cycles. The cycle of Saros, known since antiquity, is based on<br />

the fact that identical solar and lunar eclipses occur every eighteen<br />

years, eleven days, and eight hours but will not be visible at the same<br />

place on the earth. The cycle of Meton, which has been used in the calculation<br />

of the date of Easter, is based on the fact that every nineteen<br />

years the same lunar phases will occur at approximately the same time<br />

of the year. In fact, lunar eclipses recur and are visible at the same place<br />

on the earth every 18.61 years. Therefore, the smallest integral year time<br />

unit which allows accurate prediction of eclipses at the same place is<br />

nineteen plus nineteen plus eighteen, a total of fifty-six years. This fact,<br />

as we will see below, played an important role in the construction of<br />

Stonehenge. 16<br />

Lunar and solar eclipses figure prominently in superstition, but their<br />

importance goes beyond that. Biological effects, including strange animal<br />

behavior, have been observed during eclipses. The mere effect of<br />

195

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