User:ConMan/List of numbers that are always odd


 * The following is taken from this page, which is a mirror of the now-deleted Wikipedia page of the same title. See also Wikipedia talk:Lamest edit wars/Archive 1.

What will math do if 2 and 4 disappears? what if 2 is not a prime and 4 is not a composite?

Many things designated with numbers can be even or odd. Some numbers, however, are always odd. Examples are:


 * prime numbers other than 2.
 * Numbers equal to one-half the year of a World Cup year since 1966 or Winter Olympic since 1994
 * The sum of an even number and an odd number
 * The sum of an odd number of odd numbers
 * The sum of any number of even numbers and an odd number of odd numbers
 * The sum of two consecutive integers
 * The sum of two numbers which differ by an odd number produced by any succeeding rule and is an integer
 * The sum of two numbers which differ by a number which qualifies under any prior rule and is an integer
 * The product of two odd numbers
 * Odd numbers. (Integers in the form 2k+1, with k an integer)
 * One more than even numbers.
 * One less than even numbers
 * (2m)n-1 with m an integer and n a positive integer
 * (2m+1)n with m an integer and n a non-negative integer
 * The number of days in February in a leap year, except 1812 in Sweden when February had 30 days
 * The number of days in January, March, May, July, August, October and December on years in which a human being dies. Throughout the last several centuries, an even number of days in January has been an infallible sign that nobody will die, a fact which hypochondriacs should take note of.
 * numbers which I could validly add here if I were really, really bored
 * Leprechauns are odd. And scary.
 * The number zero plus or minus an odd number.
 * The years immediately before and after a U.S. presidential election year.
 * The number of days in a year (except for leap years).
 * The number of letters in the word odd as written in English.
 * The number of characters in the string "List of numbers that are always odd", with or without spaces.
 * The number of oxygen atoms in a molecule of water.
 * The atomic numbers of gold and silver, but not their sum.
 * The imaginary unit squared, or i².
 * eπi.
 * The number of stars about which the Earth orbits in a year.
 * The number of moons of the Earth. (3753_Cruithne in rare cases causes this to be untrue)
 * The number of feet in a yard.
 * The minimum number of logical qubits required to perform Shor's algorithm on a given number of bits with arbitrary pair interactions
 * The total number of runs scored in a baseball game won in extra innings by the home team, except some of those won with a non-solo home run.
 * The diameter in inches of an EP record unless it is a specially pressed 6" or 8".
 * 3
 * 9001
 * The number of Aztec priests present at a human sacrifice.
 * The number of testicles in Lance Armstrongs' scrotum after 1997.
 * The loneliest number.