I have much to do, but when I am daydreaming sometimes issues and cool things in Mathematical Theology come to my mind. If you have any interest in the spiritual, this is pretty awesome. Thinking about what it means, on its own, is really neat.

So here is a present for you:


1.61803398874989484820458683436563811772030917980576286213544
8622705260462818902449707207204189391137484754088075386891752
1266338622235369317931800607667263544333890865959395829056383
2266131992829026788067520876689250171169620703222104321626954
8626296313614438149758701220340805887954454749246185695364864
4492410443207713449470495658467885098743394422125448770664780
9158846074998871240076521705751797883416625624940758906970400
0281210427621771117778053153171410117046665991466979873176135
6006708748071013179523689427521948435305678300228785699782977
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3126833037242926752631165339247316711121158818638513316203840
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1322298101726107059611645629909816290555208524790352406020172
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7123414517022373580577278616008688382952304592647878017889921
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7560523172777520353613936210767389376455606060592165894667595
5190040055590895022953094231248235521221241544400647034056573
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5189349475926007348522821010881946445442223188913192946896220
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0697018940988640076443617093341727091914336501371576611480381
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8588092875703450507808145458819906336129827981411745339273120
8092897279222132980642946878242748740174505540677875708323731
0975915117762978443284747908176518097787268416117632503861211
2914368343767023503711163307258698832587103363222381098090121
1019899176841491751233134015273384383723450093478604979294599
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4265765110605458814756044317847985845397312863016254487611485
2021706440411166076695059775783257039511087823082710647893902
1115691039276838453863333215658296597731034360323225457436372
0412440640888267375843395367959312322134373209957498894699565
6473600729599983912881031974263125179714143201231127955189477
8172691415891177991956481255800184550656329528598591000908621
8029775637892599916499464281930222935523466747593269516542140
2109136301819472270789012208728736170734864999815625547281137
3479871656952748900814438405327483781378246691744422963491470
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4609273510210119190218360675097308957528957746814229543394385
4931553396303807291691758461014609950550648036793041472365720
3986007355076090231731250161320484358364817704848181099160244
2523271672190189334596378608787528701739359303013359011237102
3917126590470263494028307668767436386513271062803231740693173
3448234356453185058135310854973335075996677871244905836367541
3289086240632456395357212524261170278028656043234942837301725
5744058372782679960317393640132876277012436798311446436947670
5312724924104716700138247831286565064934341803900410178053395
0587724586655755229391582397084177298337282311525692609299594
2240000560626678674357923972454084817651973436265268944888552
7202747787473359835367277614075917120513269344837529916499809
3602461784426757277679001919190703805220461232482391326104327
1916845123060236278935454324617699757536890417636502547851382
4631465833638337602357789926729886321618583959036399818384582
7644912459809370430555596137973432613483049494968681089535696
3482817812886253646084203394653819441945714266682371839491832
3709085748502665680398974406621053603064002608171126659954199
3687316094572288810920778822772036366844815325617284117690979
2666655223846883113718529919216319052015686312228207155998764
6842355205928537175780765605036773130975191223973887224682580
5715974457404842987807352215984266766257807706201943040054255
0158312503017534094117191019298903844725033298802450143679684
4169479595453045910313811621870456799786636617460595700034459
7011352518134600656553520347888117414994127482641521355677639
4039071038708818233806803350038046800174808220591096844202644
6402187705340100318028816644153091393948156403192822785482414
5105031888251899700748622879421558957428202166570621880905780
8805032467699129728721038707369740643566745892025865657397856
0859566534107035997832044633634648548949766388535104552729824
2290699848853696828046459745762651434359050938321243743333870
5166571490059071056702488798580437181512610044038148804072524
4061642902247822715272411208506578883871249363510680636516674
3222327767755797399270376231914704732395512060705503992088442
6037087908433342618384135970781648295537143219611895037977146
3000755597537957035522714493191321725564401283091805045008992
1870512118606933573153895935079030073672702331416532042340155
37414426871540551164796114332302485440409406911...

I have gotten somewhat back in the routine at home in the USA. I was gone a very long time. For the first time in many years, I was actually homesick.

I have been very busy with work and consequently I have not had time for a blog or to do research. I have, however, thought about a lot of things and my mind has drifted over to physics. So I may go in that direction, but not for sure.

I have returned from the jungle and am taking a brief beach break prior to going to Cambodia for awhile.

I am in the jungle in Thailand now after having been to the jungle in the Philippines. The next jungle will be Cambodia.

I am here. It's just that "here" changes sometimes.
Love,
18

I am in the Philippine jungle. Soon I will go to Thailand.
Take care.

There are no dime stores or bus stations in the jungle.

But there is
Love minus zero, no limit.

See you there.

C = 7.3 >52>N^125.36^28
D = 576.77
E = 13298

Time is D-45 > Mx2 +/- 17

The time is drawing very close to my departure so I am doing a different kind of counting now.

Eighteen is a composite number, its proper divisors being 1, 2, 3, 6 and 9. Three of these divisors (3, 6 and 9) add up to 18, hence 18 is a semiperfect number. Eighteen is the first inverted square-prime.

It is a heptagonal number, and as the sum of the first three pentagonal numbers, it is a pentagonal pyramidal number. It is also the sum of the totient function for the first seven integers.

Eighteen is the second abundant number with the aliquot sum of 21 (117% in abundance) in the aliquot sequence (18, 21, 11, 1, 0) thus being the first composite number in the 11-aliquot tree. Eighteen is the aliquot sum of only one number the square 289.
In base 10 it is a Harshad number.

18, aside from 0, is the only number that equals twice the sum of its decimal digits.

Source: Wiki