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The powers of 1000 are expressed as 1000 raised to various exponents. For example, (1000^1) equals 1000, (1000^2) equals 1,000,000 (one million), and (1000^3) equals 1,000,000,000 (one billion). Generally, (1000^n) can be simplified to (10^{3n}), since 1000 is (10^3). Thus, the powers of 1000 increase rapidly as the exponent increases.

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