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116  * both substitutions depends on the rule's base value. The base value determines the rule's <em>divisor,</em>
119 * formatted by the divisor. The integral quotient is used to fill in the &lt;&lt;
122 * formatted is an even multiple of the rule's divisor. The rules are applied recursively, so
131 * base value is a higher power of 10, changing the rule's divisor. This rule can actually be
205 * used to alter a rule's divisor in various ways. And there is provision for much more
226 * Internally, every rule has a base value, a divisor, rule text, and zero, one, or two <em>substitutions.</em>
238 * which are ignored. The rule's divisor is the highest power of 10 less than or equal to
243 * <td><em>bv</em> specifies the rule's base value. The rule's divisor is the
248 * <td><em>bv</em> specifies the rule's base value. To calculate the divisor,
251 * decreases the exponent by 1. If the exponent is positive or 0, the divisor is the radix
252 * raised to the power of the exponent; otherwise, the divisor is 1.</td>
256 * <td><em>bv</em> specifies the rule's base value. To calculate the divisor,
259 * decreases the exponent by 1. If the exponent is positive or 0, the divisor is the radix
260 * raised to the power of the exponent; otherwise, the divisor is 1.</td>
306 * of its divisor, and the number <em>is</em> an even multiple of the rule's divisor, use the
348 * <td>Divide the number by the rule's divisor and format the remainder</td>
368 * <td>Divide the number by the rule's divisor and format the remainder,
380 * <td>Divide the number by the rule's divisor and format the quotient</td>
405 * <td>Omit the optional text if the number is an even multiple of the rule's divisor</td>