81. Generalized Smarandache Palindrome A Generalized Smarandache Palindrome is a number of the form the entire number as equal to a1, which is smarandachely palindromic; http://www.gallup.unm.edu/~smarandache/GSP.htm

Generalized Smarandache Palindrome s edited by George Gregory A Generalized Smarandache Palindrome is a number of the form: a a ...a n a n ...a a or a a ...a n-1 a n a n-1.. .a a where all a , a , ..., a n are positive integers of various number of digits. Examples: a) 1235656312 is a GSP because we can group it as (12)(3)(56)(56)(3)(12), i.e. ABCCBA. b) Of course, any integer can be consider a GSP because we may consider the entire number as equal to a , which is smarandachely palindromic; say N=176293 is GSP because we may take a = 176293 and thus N=a But one disregards this trivial case. Very interesting GSP are formed from smarandacheian sequences. Let's consider this one: 11, 1221, 123321, ..., 123456789987654321, all of them are GSP. It has been proven that 1234567891010987654321 is a prime (see http://www.kottke.org/notes/0103.html , and the Prime Curios site). A question: How many other GSP are in the above sequence? Charles Ashbacher and Lori Neirynck proved that the density of GSP in the set of positive integers is approximatively 0.11.

82. Table Of Forms--Palindrome Page A palindrome is a text whose sequence of letters and numbers is the same forwards and backwards. This definition does not consider spaces, linebreaks, http://www.spinelessbooks.com/table/forms/palindrome.html

A palindrome is a text whose sequence of letters and numbers is the same forwards and backwards. This definition does not consider spaces, linebreaks, or punctuation to be letters: these may be used freely. This form is perhaps the most difficult (and one of the most well-known) of any known ludic or poetic form, with the possible exception of the word square . Letters tend to accumulate in sequences that are not easily reversible. Because of their inflexible structure, lucid palindromes are highly, almost magically, mnemonic. Even if you can remember only part of a palindrome it is generally easy enough to reconstruct the rest. Perhaps for this reason, there exist numerous canonical palindromes whose authors are not known, such as the example above. 2002: A Palindrome Story in 2002 Words , by Nick Montfort and William Gillespie (2002 Words, 2002), which is still in print, Satire Veritas (58,795 words, 1980), and Dr. Awkward and Olson in Oslo (31,954 words, 1986), neither of which can be easily found nowadays, though Spineless may bring them back, if we can find any information about the authors' whereabouts or next of kin).The editor of the

83. Palindromic.fun - Palindromic Fun  A palindrome is a word or a phrase that has the property of reading the same in either direction. For instance the phrase A man a plan a canal, http://palindromic.fun.googlepages.com/

Table of Contents Palindromic fun  Generates palindromes with a word you supply Palindromes A palindrome is a word or a phrase that has the property of reading the same in either direction. For instance the phrase "A man a plan a canal, Panama" can also be read backwards. With the tool provided below, you can create your own palindromes! Just enter a word and the tool will try to find one or more palindromes for you. If you want a version with a bigger word list, click here Find them! Starting word: e.g. "canal" Maximum length: 15 chars 25 chars 35 chars Max. Computing: 5 sec. 10 sec. 20 sec. 40 sec. 60 sec. 180 sec. Run Tip : create your own rebus  (C) 2006 Page 1 / 1 Hide Images

84. Palindrome@Everything2.com Able was I ere I saw Elba a widespread palindrome attributed to Napoleon but obviously this great Frenchman had better things to do on Elba than compose http://everything2.com/index.pl?node=Palindrome

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