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Roman Numerals: Difference between revisions
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* When creating numbers additive form should be used, unless there is a number whose set value is larger and is 1 value away from being created, then the subtractive form takes presedence. | * When creating numbers additive form should be used, unless there is a number whose set value is larger and is 1 value away from being created, then the subtractive form takes presedence. | ||
This results in all numbers up to 399,999,999 ({{rn|ↈↈↈↂↈ|border=t}}{{rn|ↂↈↂↈↂↈMↂCMXCIX}}) being able to be represented, however the last rule is: | This results in all numbers up to 399,999,999 ({{rn|ↈↈↈↂↈ|border=t}}{{rn|ↂↈↂↈↂↈMↂCMXCIX}}) being able to be represented, however the last rule is: | ||
* The symbol {rn|ↈ|border=t} can be used additively, infinitely. | * The symbol {{rn|ↈ|border=t}} can be used additively, infinitely. | ||
Resulting in an infinite set of numbers where all numbers that can be represented must be able to be represented as a fraction over 24. | Resulting in an infinite set of numbers where all numbers that can be represented must be able to be represented as a fraction over 24. | ||
== References == | == References == | ||
{{Reflist}} | {{Reflist}} | ||