A palindrome is a sequence of words whose letters are the same backward as forward. Note that this definition does not mention making sense. Few palindromes make sense, fewer still make sense and are grammatically correct sentences, and even fewer sound right to the ear. The longer a palindrome is, the less likely it is to make sense. And the longest palindromes, which run into the tens of thousands of words, make no pretense of making sense.
For this reason, pursuing the longest palindromes may seem silly, because they convey no meaning and because there is no limit to how long a palindrome can be. In the reductio ad absurdam case, palindromes like “radar radar radar …” can repeat forever.
Pursuit of the longest palindrome, whose only value is that it exists, would be a more serious endeavor if standards governed it. Currently, there are none. Therefore, to bring discipline to this strictly intellectual pursuit, I propose the following standards for contenders for the title of Longest Palindrome:
My Palindrome Checker program (see below) checks palindromes for adherence to the first five proposed standards.
With such standards, generating the longest palindrome becomes more like finding long prime numbers, pursuing the longest explication of π and e, lifting the most weight, jumping the farthest, and climbing the tallest mountain — all of which have value to their practitioners, if not to anyone else.