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PREDICTIONS – 10 Years Later - Santa Fe Institute

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11. FORECASTING DESTINY<br />

end up not planning enough time to drink it! Perhaps people<br />

are not happy with too little inconvenience.<br />

• • •<br />

Many people claim that they must spend all the money they make in<br />

order to cover their needs. Yet this becomes the case again soon after<br />

they get a sizable salary increase. The usual rationalization is that their<br />

needs also grow so that they still spend their entire income. The fact,<br />

however, that they always spend just what they earn, no more, no less,<br />

points to an equilibrium in which the needs grow only to the extent that<br />

there is more money. The same may be true of work, which expands to<br />

fill the time available. Some people, for example, continuously find<br />

things that need to be done around the house or apartment, independently<br />

of whether they went to work that day or spent the whole day at<br />

home.<br />

The concept of an invariant was introduced in the beginning of this<br />

book to describe an equilibrium of opposing forces, or a tolerance level.<br />

It can also be seen as the ceiling of a niche that has been filled to capacity.<br />

If the growth is natural, the process should reach completion<br />

because niches in nature do not normally remain partially filled. One<br />

has to be open-minded about what may constitute a niche. In the office<br />

situation described above, there was a “niche” of inconvenience in getting<br />

a cup of coffee. This niche remained intact. When the company<br />

took action to lower its ceiling, employees became more negligent so<br />

that the level of inconvenience rose again, as if the old level was not<br />

only well tolerated, but in a way “desirable.” Still, the action taken by<br />

the company eliminated one activity: stockpiling exact change.<br />

Equilibrium levels, such as those represented by the level of a niche<br />

filled to capacity, are regulated by some mechanism. Therefore, at<br />

close examination they always reveal oscillations. For example, the<br />

very first invariant mentioned in Chapter One, the annual number of<br />

deaths due to automobile accidents, oscillates around the number<br />

twenty-four per one hundred thousand population in most Western<br />

countries. When the number rises to twenty-eight, social mechanisms<br />

are activated to bring it back down; if it drops low enough, attention<br />

drifts to other concerns, allowing it to rise again.<br />

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