81. { Reguläre Ausdrücke, Teil 5: Benannte Gruppen, Palindrome, Taschenrechner Und Benannte Gruppen, Palindrome, Taschenrechner und Klammergebirge werden beschrieben. http://www.ruby-mine.de/2006/9/17/regulaere-ausdruecke-teil-5-benannte-gruppen-p

ruby-mine exploring the mine ueber suchend ... wiki Reguläre Ausdrücke, Teil 5: Benannte Gruppen, Palindrome, Taschenrechner und Klammergebirge. von wonado am 17.09.2006 (15 Uhr) von WoNáDo offiziellen Seite Da Ruby 1.9 eine Version ist, die sich mitten in der Entwicklung befindet (eine stabile Version 1.9.1 ist erst für Weihnachten 2007 geplant) und Oniguruma ständig weiterentwickelt wird, kann sich noch vieles ändern. Von diesen Änderungen an Oniguruma sind auch die Beispiele dieses Textes betroffen. Hat jemand schon einmal YARV kompiliert? diskutiert und beschrieben. Eine Bitte habe ich vorab. In diesem Artikel werden überwiegend neue Leitungsmerkmale benutzt, die sich noch ändern können oder deren Benutzung von Ruby aus geändert werden kann. Falls jemandem auffällt, dass sich Beispiele nicht (mehr) so wie dargestellt verhalten, bitte ich um einen beschreibenden Kommentar zum Artikel, damit auch andere am Wissen teilhaben können. Alles klar? - na dann gehts los! Benannte Gruppen Wir haben ständig seit dem ersten Beitrag die einfangenden gruppierenden Klammern benutzt, sowie die zugehörigen Bezüge im Muster oder in der Ersetzung. Das Beispiel dazu war das Muster

82. BULMACA SAYFALARI ..Kelime Ve Say� Bulmacalar�, Art� Eksi, Bilmece, Palindrom, A Kelime av , anagram, d rt i lem, kare karalama ve palindrom gibi bulmacalar i erir. http://www.birbulmaca.net/

83. A Collection Of Word Oddities And Trivia Includes book of word records, palindromic words, pangrams, most beautiful and ugly words, Scrabble words, and Bible word trivia. http://jeff560.tripod.com/words.html

A Collection of Word Oddities and Trivia Page 1 - Miscellany Page 2 - Miscellany Page 3 - Miscellany Page 4 - Miscellany Page 5 - Palindromes Page 6 - Vowels Page 7 - Uncommon double letters; triple letters; quadruple letters Page 8 - Consonants; typewriter words Page 9 - Misspelled words; pangrams Page 10 - Beautiful words; most frequent appearance of each letter Page 11 - Long words Page 12 - Long words (place names) Page 13 - Long words (chemical names) Page 14 - Plurals; Scrabble Page 15 - Mathematics; the Bible Page 16 - Names of people which became words Page 17 - French words; interjections Page 18 - Last words (alphabetically arranged) Page 19 - Repeaters; words of unknown origin; Italian words About this site

84. Sonett Von Ludwig Harig Sonett. Gewidmet dem Kollegen Herbert Pfeiffer. http://www.herbertpfeiffer.de/sonett.htm

Ludwig Harig Das Palindrom F�r Herbert Pfeiffer Es schwingt in jedem Wort gleich einem Klangphantom jeher von Laut zu Laut hin�ber und her�ber und steht nicht einmal still dem n�chsten gegen�ber, ein leise t�nendes geheimes Metronom. Die Sprache kommt und geht. Kein Wort ist autonom. Es taumelt, ihm gen�gt ein feiner Nasenst�ber, schon gleitet es dahin und kippt und st�rzt vorn�ber und kehrt verhext zur�ck als sch�nes Palindrom. Nun �ffnet sich im Kopf der angelernte Riegel, das reziproke Wort wirft wie im Zauberspiegel vom alten Zwang befreit sein Vor- und R�ckw�rtsbild. Sogleich ergreift den Stift ein Dichter namens Pfeiffer. Er f�hrt ihn aufs Papier und schreibt in sachtem Eifer begl�ckt und fr�hlich das, was r�ck- wie vorw�rts gilt. Senden Sie E-Mails mit Fragen oder Kommentaren zu dieser Website bitte an: webmaster@herbertpfeiffer.de � 2001-2002 Herbert Pfeiffer, Stand: 07. Dezember 2001

85. Un Cos Sóc, Nu Pal ndroms de collita pr pia de Mart Sunyol. http://palindroms.blogspot.com/

Un cos sóc, nu Palíndroms de collita pròpia Martí Sunyol capgirat per marti sunyol 2:41 PM postCount('6539560224381177703'); Comments postCountTB('6539560224381177703'); ... Trackback DUS LA PACA CAP AL SUD capgirat per marti sunyol 9:31 PM postCount('2133412312906550299'); Comments postCountTB('2133412312906550299'); ... Trackback El traspàs de rodalies: FI D' ADIF capgirat per marti sunyol 7:15 PM postCount('2565634355018917100'); Comments postCountTB('2565634355018917100'); ... Trackback ELBA RODA RODONA, CANÓ D'OR ADORABLE capgirat per marti sunyol 6:57 AM postCount('2435869571108772945'); Comments postCountTB('2435869571108772945'); ... Trackback ... I GIULIO, I LUIGI... capgirat per marti sunyol 12:57 PM postCount('3459049763037580965'); Comments postCountTB('3459049763037580965'); ... Trackback - LEONOR, AL CAIRO NO RÍA - CLARO, NOEL capgirat per marti sunyol 8:51 PM postCount('3674367123566070435'); Comments postCountTB('3674367123566070435'); ... Trackback NO, GILI LIGÓN! capgirat per marti sunyol 7:37 AM postCount('4569752077856851069'); Comments postCountTB('4569752077856851069'); ... Trackback - ESA PERRA ESPERARÉ? PSÉ... - ARRE, PASE!

86. Three Years Of Computing Palindrome Quest. Reporting computations on the 196 problem. http://www.fourmilab.ch/documents/threeyears/threeyears.html

Three Years Of Computing Final Report On The Palindrome Quest by John Walker May 25th, 1990 Pick a number. Reverse its digits and add the resulting number to the original number. If the result isn't a palindrome, repeat the process. Do all numbers in base 10 eventually become palindromes through this process? Nobody knows. For example, start with 87. Applying this process, we obtain: 87 + 78 = 165 165 + 561 = 726 726 + 627 = 1353 1353 + 3531 = 4884, a palindrome In order for addition of a digits-reversed number to yield a palindrome, there must be no carries in the addition and hence each pair of digits must sum to 9 or less. Whether all numbers eventually become palindromic under this process is unproved, but all numbers less than 10,000 have been tested. Every one becomes a palindrome in a relatively small number of steps (of the 900 3-digit numbers, 90 are palindromes to start with and 735 of the remainder take less than 5 reversals and additions to yield a palindrome). Except, that is, for 196. This number had been carried through 50,000 reversals and additions by P. C. Leyland, yielding a number of more than 26,000 digits without producing a palindrome. Later, P. Anderton continued the process up to 70,928 digits without encountering a palindrome. On August 12, 1987, I put my

87. �World Of Palindromic Primes� Records, statistics, curios and puzzles about primes reading the same backwards. Compiled by Patrick De Geest. http://www.worldofnumbers.com/palpri.htm

W orld O f N umbers HOME plate WON World!Of Palindromic Primes Circular Primes Home Primes Undulating Primes Introduction Palindromic Primes are primes that read the same left to right (forwards) as from the right to left (backwards) Here are a few random examples : This study exposes some statistics concerning palindromic primes For every length it gives the total number of existing palindromic primes as well the smallest and greatest primes for those lengths. Also in this section, now dispersed over five pages, you'll find a variety of facts and figures about palindromic primes. Don't look for a logical order. It is just an amalgamation of randomly gathered curios, puzzles, contributions and more general information. I hope you like them. Enjoy! December 9, 2002 Did You Know ! The string was found at position counting from the first digit after the decimal point of . The 3. is not counted. Moreover both numbers are two consecutive palprimes ! Dropping the left 91 from the two numbers reveals two other primes and , as well as the combination WONplate 63 (update) A link to this World!Of palindromic primes

88. Turing Machine Simulator A simulator which runs included programs such as a palindrome detector and also allows writing of programs. http://ironphoenix.org/tril/tm/

You need a Java-enabled browser to run this program. Instructions Source Code Home Worlds Apart ... Site Updated : 2009/November/22 the credits before you borrow any of the graphics on these pages.

89. Palindrome_Website_2-2009 � Page 1 Of 62 Indoor and outdoor lighting design contractor with project portfolio, photo gallery, service and contact information. http://www.palindromelighting.com/

Professional lighting and controls design ighting enter Professional lighting and controls design ighting

90. About Two Months Of Computing Work on the 196 palindrome problem by Tim Irvin. http://www.fourmilab.ch/documents/threeyears/two_months_more.html

About Two Months of Computing OR An Addendum to Mr. Walker's Three Years of Computing by Tim Irvin August 22, 1995 Scientific American Before I set out to write such a program, I one day decided to see what the Internet could uncover regarding this mathematical curiosity. Using the Fourmilab site and the host of greatly entertaining stuff on Mr. Walker's home page . I delighted to his article Three Years of Computing which included the program which had carried his own quest forward to grow a one million digit number Mr. Simkins, likewise intrigued, quickly began and concluded the task of setting up our machine with Walker's file and program. Computing was initiated at 3:15pm PDT, July 5th, 1995. After several days, working through some bugs unique to the host operating system and the C compiler, the program was running nearly continuously, excepting a daily backup and sparse foreground activity on the spare machine. On Tuesday morning, August 22nd, the computer exited the program at the checkpoint specified. It had crunched the algorithm to add an additional million digits. We now have a two million digit number.

91. Kryssakuten.se -- Korsordshj�lp - Korsordslexikon - Svensk Ordlista - Lathund F� S ktj nst f r svenska ord, inklusive hj lp f r korsordsl sning, palindrom, anagram och del av ord. http://www.kryssakuten.se

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