Books about
Magic Squares
at Amazon.Canada


Amazing Math Whiz

products available:

Buttons, Magnets,
t-shirts, Tote bags,
Teddy bears, & more

Books about Magic Squares at Amazon.com

Be sure to visit the
Magic Squares Main Menu
for other topics including Irregular Squares, Algebraic Squares and more.

Other 4N+0 Magic Square Sizes:
Detailed Directions for: 4x4 * 8x8 * 12x12 *
and many more examples
* 16 * 20 * 24 * 28 * 32 * 36 * 40 * 44 * 48 * 52 * 56 *
* 60 * 64 * 68 * 72 * 76 * 80 * 84 * 88 * 92 * 96 *

A 76x76 Magic Square

Scroll down to see a magic square
in which all rows, columns, and both diagonals
add up to the same magic sum (219526)

A Magic Square is a square of numbers in which every row, every column, and both diagonals add up to the same number. This number is often called the magic sum. The 76 by 76 magic square shown below has a magic sum equal to 219526.

Though magic squares can be made with non-consecutive and non-regular sequences, they are usually seen made up of consecutive numbers, possibly because it is harder to be consecutive.

The method described below can be used to create all 4N+0 (multiple-of-four) magic squares. This is just one method for creating magic squares, there are many other methods, and many-many-many magic squares to be found.

Read more about Magic Squares

If you'd like to read more about magic squares, click one of these links to look for books about Magic Squares at Amazon.com, at Amazon.canada, and at Amazon.co.UK.

Books about
Magic Squares
at Amazon.co.UK


Support Our Site
by purchasing our
Amazing Math Whiz
products

and other
Amazing Messages



How to Create a 76x76 Magic Square
with a Magic Sum of 219526

The method described on this page can be used to create 4x4, 8x8, 12x12, 16x16 and larger 4N+0 magic squares

Steps:

  1. Draw a 76x76 blank grid and color in the two main diagonals.
  2. Also, color in the two main diagonals of each 4x4 box within this 76x76 square.
  3. Starting in the top left corner, moving left to right through the rows, count the squares, 1, 2, 3, 4, but only write down the numbers you say when you get to one of the colored in squares. If you do this properly, you will write 1 in the top left corner and write 5776 in the bottom right corner.
  4. Next, do the same thing, starting in the bottom right corner, moving right-to-left upward through the rows, again count from 1 to 5776, but this time, only write down the numbers in the non-shaded squares.

Step One: Draw a 76x76 blank grid and
shade in the two main diagonals

You don't necessarily have to shade in the squares. You could simply draw a light line that passes through these squares. You only need to be able to tell the difference between squares that are on these 4x4 diagonals and those that are not.

Step Two: Shade in all the 4x4 diagonals

If you are making a square larger than 4x4, the entire square can be visualized as a collection of 4x4 squares. Shade in the main diagonals of each 4x4 square within the big square.

If you do this correctly, by the time you are done, you will have shaded in exactly half the squares in your overall grid. If you had simply drawn diagonal lines through those squares, you would see a series of X's.

Step Three: Count the squares
(writing only on the shaded squares)

This is fairly straightforward. Starting in the top left corner, and moving left-to-right through each row, count the squares, but only write down the numbers in the shaded squares, but remember to count all the blank squares. In the first four spaces, you would write down 1, count 2 and 3, and write down 4. Continue until you have written down the last number (5776).

Step Four: Count the squares again, counting backward,
writing into the blank squares

This time, you can either
  • Start counting backward, starting with 5776 (which you would not write down) and count downward, writing down the number whenever you come to a blank square. The last two numbers you write down would be 3 and 2 just before you get to the 5776 which you wrote down in Step Three.
  • Or, if you prefer counting upward, start with 1 in the bottom right corner and move right-to-left through each row until you get to the top left corner. Working this way, you will skip 1 (because 5776 is already written in that square), write down 2 and 3, then skip 4, etc.
We have many
Amazing Message
stores.

Click each image to see
other amazing product choices

(each product imprinted
with an actual
solvable maze puzzle



Amazing Teacher



Amazing Student



Amazing Student



Amazing Reader



Amazing Artist

See our choices @
www.mazes.com/cp



Please
Support Our Site



buy
Amazing Math Whiz
products from
our online store



Many other
Amazing Messages
are available


Please visit
www.MAZES.com/cp/
for details

A 76-by-76 Magic Square

(Magic Sum = 219526)

1577557744557715770895767576612135763576216175759575820215755575424255751575028295747574632335743574236375739573840415735573444455731573048495727572652535723572256575719571860615715571464655711571068695707570672735703570276
57007879569756968283569356928687568956889091568556849495568156809899567756761021035673567210610756695668110111566556641141155661566011811956575656122123565356521261275649564813013156455644134135564156401381395637563614214356335632146147562956281501515625
56241541555621562015815956175616162163561356121661675609560817017156055604174175560156001781795597559618218355935592186187558955881901915585558419419555815580198199557755762022035573557220620755695568210211556555642142155561556021821955575556222223555355522262275549
22955475546232233554355422362375539553824024155355534244245553155302482495527552625225355235522256257551955182602615515551426426555115510268269550755062722735503550227627754995498280281549554942842855491549028828954875486292293548354822962975479547830030154755474304
30554715470308309546754663123135463546231631754595458320321545554543243255451545032832954475446332333544354423363375439543834034154355434344345543154303483495427542635235354235422356357541954183603615415541436436554115410368369540754063723735403540237637753995398380
53963823835393539238638753895388390391538553843943955381538039839953775376402403537353724064075369536841041153655364414415536153604184195357535642242353535352426427534953484304315345534443443553415340438439533753364424435333533244644753295328450451532553244544555321
53204584595317531646246353135312466467530953084704715305530447447553015300478479529752964824835293529248648752895288490491528552844944955281528049849952775276502503527352725065075269526851051152655264514515526152605185195257525652252352535252526527524952485305315245
53352435242536537523952385405415235523454454552315230548549522752265525535223522255655752195218560561521552145645655211521056856952075206572573520352025765775199519858058151955194584585519151905885895187518659259351835182596597517951786006015175517460460551715170608
60951675166612613516351626166175159515862062151555154624625515151506286295147514663263351435142636637513951386406415135513464464551315130648649512751266526535123512265665751195118660661511551146646655111511066866951075106672673510351026766775099509868068150955094684
50926866875089508869069150855084694695508150806986995077507670270350735072706707506950687107115065506471471550615060718719505750567227235053505272672750495048730731504550447347355041504073873950375036742743503350327467475029502875075150255024754755502150207587595017
50167627635013501276676750095008770771500550047747755001500077877949974996782783499349927867874989498879079149854984794795498149807987994977497680280349734972806807496949688108114965496481481549614960818819495749568228234953495282682749494948830831494549448348354941
83749394938840841493549348448454931493084884949274926852853492349228568574919491886086149154914864865491149108688694907490687287349034902876877489948988808814895489488488548914890888889488748868928934883488289689748794878900901487548749049054871487090890948674866912
91348634862916917485948589209214855485492492548514850928929484748469329334843484293693748394838940941483548349449454831483094894948274826952953482348229569574819481896096148154814964965481148109689694807480697297348034802976977479947989809814795479498498547914790988
4788990991478547849949954781478099899947774776100210034773477210061007476947681010101147654764101410154761476010181019475747561022102347534752102610274749474810301031474547441034103547414740103810394737473610421043473347321046104747294728105010514725472410541055472147201058105947174716106210634713
4712106610674709470810701071470547041074107547014700107810794697469610821083469346921086108746894688109010914685468410941095468146801098109946774676110211034673467211061107466946681110111146654664111411154661466011181119465746561122112346534652112611274649464811301131464546441134113546414640113811394637
1141463546341144114546314630114811494627462611521153462346221156115746194618116011614615461411641165461146101168116946074606117211734603460211761177459945981180118145954594118411854591459011881189458745861192119345834582119611974579457812001201457545741204120545714570120812094567456612121213456345621216
1217455945581220122145554554122412254551455012281229454745461232123345434542123612374539453812401241453545341244124545314530124812494527452612521253452345221256125745194518126012614515451412641265451145101268126945074506127212734503450212761277449944981280128144954494128412854491449012881289448744861292
4484129412954481448012981299447744761302130344734472130613074469446813101311446544641314131544614460131813194457445613221323445344521326132744494448133013314445444413341335444144401338133944374436134213434433443213461347442944281350135144254424135413554421442013581359441744161362136344134412136613674409
4408137013714405440413741375440144001378137943974396138213834393439213861387438943881390139143854384139413954381438013981399437743761402140343734372140614074369436814101411436543641414141543614360141814194357435614221423435343521426142743494348143014314345434414341435434143401438143943374336144214434333
1445433143301448144943274326145214534323432214561457431943181460146143154314146414654311431014681469430743061472147343034302147614774299429814801481429542941484148542914290148814894287428614921493428342821496149742794278150015014275427415041505427142701508150942674266151215134263426215161517425942581520
1521425542541524152542514250152815294247424615321533424342421536153742394238154015414235423415441545423142301548154942274226155215534223422215561557421942181560156142154214156415654211421015681569420742061572157342034202157615774199419815801581419541941584158541914190158815894187418615921593418341821596
4180159815994177417616021603417341721606160741694168161016114165416416141615416141601618161941574156162216234153415216261627414941481630163141454144163416354141414016381639413741361642164341334132164616474129412816501651412541241654165541214120165816594117411616621663411341121666166741094108167016714105
4104167416754101410016781679409740961682168340934092168616874089408816901691408540841694169540814080169816994077407617021703407340721706170740694068171017114065406417141715406140601718171940574056172217234053405217261727404940481730173140454044173417354041404017381739403740361742174340334032174617474029
1749402740261752175340234022175617574019401817601761401540141764176540114010176817694007400617721773400340021776177739993998178017813995399417841785399139901788178939873986179217933983398217961797397939781800180139753974180418053971397018081809396739661812181339633962181618173959395818201821395539541824
1825395139501828182939473946183218333943394218361837393939381840184139353934184418453931393018481849392739261852185339233922185618573919391818601861391539141864186539113910186818693907390618721873390339021876187738993898188018813895389418841885389138901888188938873886189218933883388218961897387938781900
3876190219033873387219061907386938681910191138653864191419153861386019181919385738561922192338533852192619273849384819301931384538441934193538413840193819393837383619421943383338321946194738293828195019513825382419541955382138201958195938173816196219633813381219661967380938081970197138053804197419753801
3800197819793797379619821983379337921986198737893788199019913785378419941995378137801998199937773776200220033773377220062007376937682010201137653764201420153761376020182019375737562022202337533752202620273749374820302031374537442034203537413740203820393737373620422043373337322046204737293728205020513725
2053372337222056205737193718206020613715371420642065371137102068206937073706207220733703370220762077369936982080208136953694208420853691369020882089368736862092209336833682209620973679367821002101367536742104210536713670210821093667366621122113366336622116211736593658212021213655365421242125365136502128
2129364736462132213336433642213621373639363821402141363536342144214536313630214821493627362621522153362336222156215736193618216021613615361421642165361136102168216936073606217221733603360221762177359935982180218135953594218421853591359021882189358735862192219335833582219621973579357822002201357535742204
3572220622073569356822102211356535642214221535613560221822193557355622222223355335522226222735493548223022313545354422342235354135402238223935373536224222433533353222462247352935282250225135253524225422553521352022582259351735162262226335133512226622673509350822702271350535042274227535013500227822793497
3496228222833493349222862287348934882290229134853484229422953481348022982299347734762302230334733472230623073469346823102311346534642314231534613460231823193457345623222323345334522326232734493448233023313445344423342335344134402338233934373436234223433433343223462347342934282350235134253424235423553421
2357341934182360236134153414236423653411341023682369340734062372237334033402237623773399339823802381339533942384238533913390238823893387338623922393338333822396239733793378240024013375337424042405337133702408240933673366241224133363336224162417335933582420242133553354242424253351335024282429334733462432
2433334333422436243733393338244024413335333424442445333133302448244933273326245224533323332224562457331933182460246133153314246424653311331024682469330733062472247333033302247624773299329824802481329532942484248532913290248824893287328624922493328332822496249732793278250025013275327425042505327132702508
3268251025113265326425142515326132602518251932573256252225233253325225262527324932482530253132453244253425353241324025382539323732362542254332333232254625473229322825502551322532242554255532213220255825593217321625622563321332122566256732093208257025713205320425742575320132002578257931973196258225833193
3192258625873189318825902591318531842594259531813180259825993177317626022603317331722606260731693168261026113165316426142615316131602618261931573156262226233153315226262627314931482630263131453144263426353141314026382639313731362642264331333132264626473129312826502651312531242654265531213120265826593117
2661311531142664266531113110266826693107310626722673310331022676267730993098268026813095309426842685309130902688268930873086269226933083308226962697307930782700270130753074270427053071307027082709306730662712271330633062271627173059305827202721305530542724272530513050272827293047304627322733304330422736
2737303930382740274130353034274427453031303027482749302730262752275330233022275627573019301827602761301530142764276530113010276827693007300627722773300330022776277729992998278027812995299427842785299129902788278929872986279227932983298227962797297929782800280129752974280428052971297028082809296729662812
2964281428152961296028182819295729562822282329532952282628272949294828302831294529442834283529412940283828392937293628422843293329322846284729292928285028512925292428542855292129202858285929172916286228632913291228662867290929082870287129052904287428752901290028782879289728962882288328932892288628872889
2888289028912885288428942895288128802898289928772876290229032873287229062907286928682910291128652864291429152861286029182919285728562922292328532852292629272849284829302931284528442934293528412840293829392837283629422943283328322946294728292828295029512825282429542955282128202958295928172816296229632813
2965281128102968296928072806297229732803280229762977279927982980298127952794298429852791279029882989278727862992299327832782299629972779277830003001277527743004300527712770300830092767276630123013276327623016301727592758302030212755275430243025275127503028302927472746303230332743274230363037273927383040
3041273527343044304527312730304830492727272630523053272327223056305727192718306030612715271430643065271127103068306927072706307230732703270230763077269926983080308126952694308430852691269030883089268726863092309326832682309630972679267831003101267526743104310526712670310831092667266631123113266326623116
2660311831192657265631223123265326523126312726492648313031312645264431343135264126403138313926372636314231432633263231463147262926283150315126252624315431552621262031583159261726163162316326132612316631672609260831703171260526043174317526012600317831792597259631823183259325923186318725892588319031912585
2584319431952581258031983199257725763202320325732572320632072569256832103211256525643214321525612560321832192557255632223223255325523226322725492548323032312545254432343235254125403238323925372536324232432533253232463247252925283250325125252524325432552521252032583259251725163262326325132512326632672509
3269250725063272327325032502327632772499249832803281249524943284328524912490328832892487248632923293248324823296329724792478330033012475247433043305247124703308330924672466331233132463246233163317245924583320332124552454332433252451245033283329244724463332333324432442333633372439243833403341243524343344
3345243124303348334924272426335233532423242233563357241924183360336124152414336433652411241033683369240724063372337324032402337633772399239833803381239523943384338523912390338833892387238633923393238323823396339723792378340034012375237434043405237123703408340923672366341234132363236234163417235923583420
2356342234232353235234263427234923483430343123452344343434352341234034383439233723363442344323332332344634472329232834503451232523243454345523212320345834592317231634623463231323123466346723092308347034712305230434743475230123003478347922972296348234832293229234863487228922883490349122852284349434952281
2280349834992277227635023503227322723506350722692268351035112265226435143515226122603518351922572256352235232253225235263527224922483530353122452244353435352241224035383539223722363542354322332232354635472229222835503551222522243554355522212220355835592217221635623563221322123566356722092208357035712205
3573220322023576357721992198358035812195219435843585219121903588358921872186359235932183218235963597217921783600360121752174360436052171217036083609216721663612361321632162361636172159215836203621215521543624362521512150362836292147214636323633214321423636363721392138364036412135213436443645213121303648
3649212721263652365321232122365636572119211836603661211521143664366521112110366836692107210636723673210321023676367720992098368036812095209436843685209120903688368920872086369236932083208236963697207920783700370120752074370437052071207037083709206720663712371320632062371637172059205837203721205520543724
2052372637272049204837303731204520443734373520412040373837392037203637423743203320323746374720292028375037512025202437543755202120203758375920172016376237632013201237663767200920083770377120052004377437752001200037783779199719963782378319931992378637871989198837903791198519843794379519811980379837991977
1976380238031973197238063807196919683810381119651964381438151961196038183819195719563822382319531952382638271949194838303831194519443834383519411940383838391937193638423843193319323846384719291928385038511925192438543855192119203858385919171916386238631913191238663867190919083870387119051904387438751901
3877189918983880388118951894388438851891189038883889188718863892389318831882389638971879187839003901187518743904390518711870390839091867186639123913186318623916391718591858392039211855185439243925185118503928392918471846393239331843184239363937183918383940394118351834394439451831183039483949182718263952
3953182318223956395718191818396039611815181439643965181118103968396918071806397239731803180239763977179917983980398117951794398439851791179039883989178717863992399317831782399639971779177840004001177517744004400517711770400840091767176640124013176317624016401717591758402040211755175440244025175117504028
1748403040311745174440344035174117404038403917371736404240431733173240464047172917284050405117251724405440551721172040584059171717164062406317131712406640671709170840704071170517044074407517011700407840791697169640824083169316924086408716891688409040911685168440944095168116804098409916771676410241031673
1672410641071669166841104111166516644114411516611660411841191657165641224123165316524126412716491648413041311645164441344135164116404138413916371636414241431633163241464147162916284150415116251624415441551621162041584159161716164162416316131612416641671609160841704171160516044174417516011600417841791597
4181159515944184418515911590418841891587158641924193158315824196419715791578420042011575157442044205157115704208420915671566421242131563156242164217155915584220422115551554422442251551155042284229154715464232423315431542423642371539153842404241153515344244424515311530424842491527152642524253152315224256
4257151915184260426115151514426442651511151042684269150715064272427315031502427642771499149842804281149514944284428514911490428842891487148642924293148314824296429714791478430043011475147443044305147114704308430914671466431243131463146243164317145914584320432114551454432443251451145043284329144714464332
1444433443351441144043384339143714364342434314331432434643471429142843504351142514244354435514211420435843591417141643624363141314124366436714091408437043711405140443744375140114004378437913971396438243831393139243864387138913884390439113851384439443951381138043984399137713764402440313731372440644071369
1368441044111365136444144415136113604418441913571356442244231353135244264427134913484430443113451344443444351341134044384439133713364442444313331332444644471329132844504451132513244454445513211320445844591317131644624463131313124466446713091308447044711305130444744475130113004478447912971296448244831293
4485129112904488448912871286449244931283128244964497127912784500450112751274450445051271127045084509126712664512451312631262451645171259125845204521125512544524452512511250452845291247124645324533124312424536453712391238454045411235123445444545123112304548454912271226455245531223122245564557121912184560
4561121512144564456512111210456845691207120645724573120312024576457711991198458045811195119445844585119111904588458911871186459245931183118245964597117911784600460111751174460446051171117046084609116711664612461311631162461646171159115846204621115511544624462511511150462846291147114646324633114311424636
1140463846391137113646424643113311324646464711291128465046511125112446544655112111204658465911171116466246631113111246664667110911084670467111051104467446751101110046784679109710964682468310931092468646871089108846904691108510844694469510811080469846991077107647024703107310724706470710691068471047111065
10644714471510611060471847191057105647224723105310524726472710491048473047311045104447344735104110404738473910371036474247431033103247464747102910284750475110251024475447551021102047584759101710164762476310131012476647671009100847704771100510044774477510011000477847799979964782478399399247864787989
47899879864792479398398247964797979978480048019759744804480597197048084809967966481248139639624816481795995848204821955954482448259519504828482994794648324833943942483648379399384840484193593448444845931930484848499279264852485392392248564857919918486048619159144864
48659119104868486990790648724873903902487648778998984880488189589448844885891890488848898878864892489388388248964897879878490049018758744904490587187049084909867866491249138638624916491785985849204921855854492449258518504928492984784649324933843842493649378398384940
83649424943833832494649478298284950495182582449544955821820495849598178164962496381381249664967809808497049718058044974497580180049784979797796498249837937924986498778978849904991785784499449957817804998499977777650025003773772500650077697685010501176576450145015761
76050185019757756502250237537525026502774974850305031745744503450357417405038503973773650425043733732504650477297285050505172572450545055721720505850597177165062506371371250665067709708507050717057045074507570170050785079697696508250836936925086508768968850905091685
50936836825096509767967851005101675674510451056716705108510966766651125113663662511651176596585120512165565451245125651650512851296476465132513364364251365137639638514051416356345144514563163051485149627626515251536236225156515761961851605161615614516451656116105168
51696076065172517360360251765177599598518051815955945184518559159051885189587586519251935835825196519757957852005201575574520452055715705208520956756652125213563562521652175595585220522155555452245225551550522852295475465232523354354252365237539538524052415355345244
53252465247529528525052515255245254525552152052585259517516526252635135125266526750950852705271505504527452755015005278527949749652825283493492528652874894885290529148548452945295481480529852994774765302530347347253065307469468531053114654645314531546146053185319457
45653225323453452532653274494485330533144544453345335441440533853394374365342534343343253465347429428535053514254245354535542142053585359417416536253634134125366536740940853705371405404537453754014005378537939739653825383393392538653873893885390539138538453945395381
53973793785400540137537454045405371370540854093673665412541336336254165417359358542054213553545424542535135054285429347346543254333433425436543733933854405441335334544454453313305448544932732654525453323322545654573193185460546131531454645465311310546854693073065472
54733033025476547729929854805481295294548454852912905488548928728654925493283282549654972792785500550127527455045505271270550855092672665512551326326255165517259258552055212552545524552525125055285529247246553255332432425536553723923855405541235234554455452312305548
22855505551225224555455552212205558555921721655625563213212556655672092085570557120520455745575201200557855791971965582558319319255865587189188559055911851845594559518118055985599177176560256031731725606560716916856105611165164561456151611605618561915715656225623153
152562656271491485630563114514456345635141140563856391371365642564313313256465647129128565056511251245654565512112056585659117116566256631131125666566710910856705671105104567456751011005678567997965682568393925686568789885690569185845694569581805698569977
57017574570457057170570857096766571257136362571657175958572057215554572457255150572857294746573257334342573657373938574057413534574457453130574857492726575257532322575657571918576057611514576457651110576857697657725773325776

This Magic Square was created by John Knoderer, a webmaster and computer programmer who is available to telecommute to your location. (In other words, John would be delighted to create puzzles for your website or do other amazing work for you on a contract basis.)

If you found this page useful, and especially if you printed this page to distribute to students, we invite you to send a suitable donation to John (address below) or PayPal your donation to Donations (at) Mazes.com.

You can find more of John's puzzling materials at www.MAZES.com and at www.GodLovesEveryone.org. You can reach John at Webmaster (at) Mazes.com.

Fine Print: If you print and duplicate these magic squares for classroom use or other multiple copy use, please send a payment of $(however much you think this is worth) to the author. John puts a GREAT DEAL of time into creating and posting materials to the internet for you to use (and enjoy). Your donations will help pay bills and keep new materials coming your way.

Send your donations to:

John Knoderer
www.MAZES.com
P O Box 235
Sulphur Springs, AR 72768 USA

www.MAZES.com
www.GodLovesEveryone.org
www.DriverExam.org

E-mail the webmaster: webmaster (at) mazes.com

The contents of this page are copyright 2005 by the author. However, we recognize that teachers may wish to download and use our materials with their students. We give that permission, as long as the teacher sends what they believe to be a fair donation to the author each time the material is used.