121. Rainbow Magic - Fun Center - Mazes Four Java square mazes (must go through every square) and one 'pageby-page' rainbow maze. http://www.rainbow-magic.com/fun/mazes/index.html

122. The Spoiler Centre Features a help file with details on items and brief walkthroughs and a handbook with lists of magic, items, enemies, and tips. http://www.the-spoiler.com/RPG/Square/Final.fantasy.2.html

123. Magische Quadrate Translate this page Das berühmte Loh-Shu aus dem Jahre 2800 v. Chr. Es ist das älteste bekannte magische Quadrat der Welt. Millionen von weiteren unterschiedlichen magischen http://www.magic-squares.de/magisch.html

url = new Array( 26,0,0, 0,"allgemeines/quadrate/quadrate.html","Informationen über magische Quadrate", 0,"allgemeines/quadrate/informationen.html","Definition von magischen Quadraten", 0,"allgemeines/quadrate/summe.html","Magische Summe", 0,"allgemeines/quadrate/abbildungen.html","Drehungen und Spiegelungen von magischen Quadraten", 0,"allgemeines/quadrate/zaehlen.html","Magische Quadrate zählen", 0,"allgemeines/quadrate/anzahl.html","Anzahl magischer Quadrate", 21,0,0, 0,"allgemeines/verschiedenes/links.html","Links zu Web-Seiten über magische Quadrate", 0,"allgemeines/verschiedenes/sitemap.html","Übersicht der Web-Seiten über magische Quadrate" ); Das berühmte Loh-Shu aus dem Jahre 2800 v. Chr. Es ist das älteste bekannte magische Quadrat der Welt. Millionen von weiteren unterschiedlichen magischen Quadraten können sie online auf diesen Seiten erzeugen. Anmerkungen, Fragen und Hinweise an Holger Danielsson Letzte Änderung: 26.06.2003

124. Magic Rectangles Presents 2xn and 3xn rectangles, as well as squares of order 4,5 and 8. Generation of the last by knight's tour. http://www.gpj.connectfree.co.uk/mrm.htm

Classic Mathematical Recreations Magic Rectangles The basic problem is: To arrange the numbers 1 to mn in an array of m ranks and n files so that each rank adds to the same total M and each file to the same total N. The totals M and N are termed the magic constants . Since the average value of the numbers is A = (mn + 1)/2, we must have M = nA and N = mA. The total of all the numbers in the array is mnA = mM = nN. If mn is even mn + 1 is odd and so for M = n(mn + 1)/2 and N = m(mn + 1)/2 to be whole numbers n and m must both be even. On the other hand if mn is odd then m and n must both be odd, by simple arithmetic. Therefore: An odd by even magic rectangle is impossible. When m = n we have a magic square diagonal magic squares. For some values of n it is also possible to construct pandiagonal magic squares in which the shorter diagonals are joined up in pairs to make broken diagonals each with n numbers like the main diagonals and also adding to the magic constant. A rectangle in which only the ranks but not the files, or only the files but not the ranks, add to a constant value are naturally termed semimagic Note: some writers on "magic squares" use the term to mean diagonal magic squares, and they sometimes refer to squares that do not have the diagonals magic as "semimagic". These usages should be avoided since the above definitions are more generally applicable.

125. Sailor Moon Bingo Bingo board. Squares contain occurrences from the dubbed series (ie. sweat drop, vein, Moon Tiara magic). http://www.angelfire.com/ri/lance2/luno.html

setAdGroup('67.18.104.18'); var cm_role = "live" var cm_host = "angelfire.lycos.com" var cm_taxid = "/memberembedded" Search: Lycos Angelfire Dating Search Share This Page Report Abuse Edit your Site ... Next Sailor Moon Bingo Get a Sailor Moon Bingo Board Get the Official Rules Return to the Main Bingo Board Page That Serena is such a flake. If only she would follow her own advice! ...Oh, hi, I'm Luna, the talking cat and brains behind this whole Mickey Mouse Sailor Scout operation. The Sailor Scouts and their adventures get kind of predictable after awhile take it from me. So I made this game. It's helped me through many-a Negaverse battle. I hope it does the same for you! Serena the Klutz Amy the Nerd The Sailor Mercury visor Chef Lita Lita's old boyfriends We don't have to meet them. She just has to mention one. Raye Snaps Raye snaps at someone , not in half. Although that would be interesting. Transformation (not Sailor Moon's) Don't you hate how they hardly ever show any transform except Sailor Moon? The others have some much more interesting transformations. And Sailor Moon's just gets so boring after the first 20 or so times. I didn't know the moon crystal could do that!

126. Freshmeat.net: Project Details For MagicSquare magicSquare Default branch, Section Unix magicSquare is inspired by a game played on a HP48 / 49G. Author Cycojesus contact developer http://freshmeat.net/projects/magicsquare/

OSTG ThinkGeek Slashdot ITMJ ... Whitepapers Ads_kid=0;Ads_bid=0;Ads_xl=0;Ads_yl=0;Ads_xp='';Ads_yp='';Ads_xp1='';Ads_yp1='';Ads_opt=0; Ads_wrd='magicSquare,Development_Status,5_Production_Stable,Environment,X11_Applications,Intended_Audience,End_Users_Desktop,License,OSI_Approved,GNU_General_Public_LicenseGPL_,Operating_System,POSIX,Linux,Programming_Language,C,Topic,Games_Entertainment,Puzzle_Games'; Ads_prf='page=projects'; Ads_par='';Ads_cnturl='';Ads_sec=0;Ads_channels='RON_P1_Leaderboard'; Fri, Sep 16th home browse articles ... scoop 16:02 PDT Search for in projects articles comments web results by YAHOO! search Section Main Unix Handhelds Mac OS X Themes login register recover password [Project] ... [Project] magicSquare - Default branch Section: Unix Ads_kid=0;Ads_bid=0;Ads_xl=0;Ads_yl=0;Ads_xp='';Ads_yp='';Ads_xp1='';Ads_yp1='';Ads_opt=0; Ads_wrd='magicSquare,Development_Status,5_Production_Stable,Environment,X11_Applications,Intended_Audience,End_Users_Desktop,License,OSI_Approved,GNU_General_Public_LicenseGPL_,Operating_System,POSIX,Linux,Programming_Language,C,Topic,Games_Entertainment,Puzzle_Games'; Ads_prf='page=projects'; Ads_par='';Ads_cnturl='';Ads_sec=0;Ads_channels='RON_P2_Skyscraper'; Ads_kid=0;Ads_bid=0;Ads_xl=0;Ads_yl=0;Ads_xp='';Ads_yp='';Ads_xp1='';Ads_yp1='';Ads_opt=0; Ads_wrd='magicSquare,Development_Status,5_Production_Stable,Environment,X11_Applications,Intended_Audience,End_Users_Desktop,License,OSI_Approved,GNU_General_Public_LicenseGPL_,Operating_System,POSIX,Linux,Programming_Language,C,Topic,Games_Entertainment,Puzzle_Games'; Ads_prf='page=projects'; Ads_par='';Ads_cnturl='';Ads_sec=0;Ads_channels='RON_OSTG_Services';

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