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PREDICTIONS – 10 Years Later - Santa Fe Institute

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6. A HARD FACT OF LIFE<br />

soldiers oppose the Red Army. Casualties run high; leaders<br />

fall, and so do hopes for democracy. Emotions heat up; the<br />

young do not want to abandon their ideals. Clandestine meetings<br />

take place where ambitions are transformed into<br />

daydreaming.<br />

“If only a superpower would take pity on us and come<br />

down on the Russians with mighty weapons to punish them<br />

for this wrong-doing!”<br />

“You think the Americans might do it?”<br />

• • •<br />

The Americans did not do it. The whole world was alarmed but<br />

watched passively as the rebellion was ruthlessly repressed and<br />

170,000<br />

Hungarians fled their country. It was only later that it appears a bee<br />

may have stung the bear.<br />

While I was exploring the distribution of Nobel prizes among different<br />

countries, I found substitution processes taking place. Some trends<br />

seemed familiar; for example, Americans progressively gaining over<br />

Europeans during the first half of the twentieth century. But one substitution,<br />

in spite of its natural appearance, did not make sense.<br />

There has been a twenty-five-year-long battle between Swedes and<br />

Russians for Nobel prizes. I focused on these two countries when I noticed<br />

that from 1957 to 1982 the Russian share of prizes declined<br />

sharply while the Swedish share showed a clear rise. The slopes being<br />

complementary made me suspect a one-to-one substitution in a local<br />

microniche.<br />

On further investigation I found that the sum of Nobel laureates for<br />

the two countries is remarkably constant, equal to five for all five-year<br />

intervals between 1957 and 1982. In the first interval there were four<br />

Russians and one Swede, but this ratio reversed in a continuous way,<br />

and twenty-five years later there were four Swedes to one Russian. The<br />

evolution of the Swedish-Russian ratio on the logarithmic scale turned<br />

out to be quite compatible with a straight line, the hallmark of a natural<br />

substitution (Appendix C, Figure 6.7). Was this an artifact of statistical<br />

fluctuations? Could it be attributed to a subconscious bias, considering<br />

that the Nobel Foundation is Swedish and that traditionally there has<br />

139

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