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PREDICTIONS – 10 Years Later - Santa Fe Institute

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3. INANIMATE PRODUCTION LIKE ANIMATE REPRODUCTION<br />

portional to the amount of the resource left. The simplest natural-growth<br />

pattern is a symmetric one.<br />

The same pattern can clarify why and when chain-letter activities<br />

break down. A chain letter demands that each recipient send out a number<br />

of letters, usually more than two. If this number is ten, the<br />

population of letters grows exponentially, but faster than the number of<br />

projectiles in the above story, because in each step it is multiplied by ten<br />

instead of two. We will successively see 1, <strong>10</strong>, <strong>10</strong>0, <strong>10</strong>00, <strong>10</strong>000, and<br />

so forth, letters being mailed. The chain will start breaking down as soon<br />

as the number of letters becomes significant when compared to the<br />

number of potential participants.<br />

The bacteria in the bowl of soup can be viewed both as a population<br />

and as an organism. The size of living organisms. from trees to humans,<br />

is related to the size of the cell populations that make them up. Cells<br />

multiply simply by dividing into two. Thus, the size of organisms grows<br />

exponentially in the beginning, but their growth is subject to a limitation,<br />

the genetically predetermined final height. Can it be predicted?<br />

DO NOT TRY TO FORECAST WHAT YOU ALREADY KNOW<br />

Genetic predetermination makes prediction possible. An African American<br />

couple can forecast the skin color of their baby with high confidence<br />

even if, in such situations, we prefer words less loaded than “forecast,”<br />

“confidence,” and “genetic predetermination.”<br />

• • •<br />

“What do you do at work, Dad?” my daughter asked me<br />

one day.<br />

Having been working on forecasting, I wondered if at the<br />

age of ten she knew what the word meant. “I tell the future,” I<br />

answered.<br />

“You can do that?” she wondered in disbelief.<br />

“For things that are growing, I can tell how big they will<br />

eventually be,” I replied.<br />

“Well, I’m growing,” she said. “Can you tell how tall I<br />

will be?”<br />

68

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