Question: In Section 3.8, we discussed Newcomb's observation that the front pages of a well-used table of logarithms tend to get dirtier than the back pages

In Section 3.8, we discussed Newcomb's observation that the front pages of a well-used table of logarithms tend to get dirtier than the back pages do. What if we had an antilogarithm table, that is, a table giving the value of x when log ₁₀x is given? Which pages of such a table would be the dirtiest?

Data From Section 3.8:

28 778; 453; 83 849; 30 513; 110 912; 9251; 127 869; 43 069; 1399; 337 032; 547 026; 108 178; 248 577; 6; 131

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