-
/Hanoi, Vietnam, dated August 2rd Z0I0Do Thanh LamAtln: Wayne
Edward Richardson - Director
After studying document on: The World Calendar Association
(updated on February Oft ZO1O;We found that: The World Calendar
promoted by The World Calendar Association starting from1930, is
one pure solar calendar (there is no interactive relation with
lunar month).We would like to affirm as follows: if it is only
calculated that the Earth tuming around the Sunfor one round is one
Solar year, it will never have one exact calendar. Therefore, we do
notdiscuss the content and advantages of the world caJend'..
Present used Gregory calendar = current calendar exposes
disadvantages, insufficiency, moreand more arbitrary. It is
established one network forum "Calendar Reform.org,, to find
outsolution to reform the current calendar. We support strongly
program on calendar reformationand would like to express our
opinion by new calendar option, with name:
THE WORLD CALENDAR _ ONE 3240-YEAR NATURAL CYCLEThe 3240-year
calendar started from zero o'clock (0), day 0 month 0 year 0 (0000)
is in serieswith the past at the point of time of completing year
2000 (3240 + 2000 : 5240years); Take 1g0cycles of total lunar
eclipse to calculate time for calendar - considered as 1 NATURAL
CYCLEfitting the law most (each cycle : 6585 days 8 hows); on that
basic, combi'ing Moon month(Lunar) with Sun year (solar) is called
as: YIN AND YANG COMBINATION - ISCONSiDERED AS THE ONLY zuGHT
SOLUTION FOR CALENDAR TIME.
180 x 6585 days 8 hours : 1 185360 days equal to 3240 years for
both yin and yang.solar calendar is equal to 38880 months; L'unar
calendar is equal to 40140 Moon months.
After solving the problem of the world calendar on 324 tables of
yin and yang combination and3240 TABLES on opposite yin and yang,
we have full data to prove, conclude right answer,reduce the
calendar set: one identitv:
soLAR [(480D x 365d) +(2760D x 366d)1 :LITNAR [(1956D x 3S4d) +
(684Dx 384d)+ (576D x 385d) + (24D x :Ssd)1 = 1185360dt22+OO
This is an improved, complete calendar set used for ever (do not
have to redo) - considered asincomparable (never have before and
now). In 1185360 days, take one first day to beREPRESENTATIVE
NUMBER for one natural cycle. Week started from Monday is the
firstday of week (1185360 - I)17 = approximately 169337 fixed weeks
in3240years.
Frogr* to install in clock and celr-phone in comprying with
f,ormura: T.ttll4- T is turning axis wit[ cycle of 7 days (CK7)
showing days of week: (Monday,
Tuesday, wedrlesday, Thursday, Friday, Saturday and Sunday). It
will change to unitof week whenever complete CK7.
- tt, is the order number of week from i to end of 169337-
.*,
is archetype of 16g337 weeks fixed in 1 unit of calendar time
(TGL)
ft/i,f/$ * \\
-
star of calendar : Monday ... ...ur6g337, Monday ......2n69337
.. ...
-> end of calendar: Sunday' 1693371169337: end, of one
natural cycle (l CTTN) of 3240 years. Transition to,thenext cycle
is also happened the same as before. Number 1 at the beginning
of'the calendar is therepresentative number, not calculated in
week, is memory day or 1 Tet holiday for welcomingNe# Year, new
century' new millennium all over the world. The Earth is t{re comm*
rr"rrr,naturally it must have common pleasure in transition
occasion of century, millennium - like year2000 stepping to year
2001- New Year party is happened 24l24hours in the world.
Typical features in the 3240'year calendar are: number connects
closely with word, helpus to overcome the difference about
ianguage, because: number is like a song, is the commonvoice of the
human (do not need interpretation,.translation, everywhere
understands). Mistakeabout Calendar time called Y2K problern will
never happen as in year lggg -2000,because timeelen'lents
connecting closely with word and number are located in each cell in
table frame... 1g0cycles of total lunar eclipse are times when Yin
and Yang are harmonizing, self-balancingclimate, creating 36 cycles
of Yin and Yang that is one day difference and, 144(1g0 - 36)
cyclesof Yin and Yang that have same day of January 1st at the
point of time of beginning of new year,for everybody in the world
to enjoy same day of new year. This is considered as a gift
fromnature to human being in this pian't that is not calculated by
any calendar for a long time.
We believe and affirm that: sooner or later, global human being
will use the 3240-yearcalendar instead of current uncompleted
calendar.
we kindly invite you and people interested in calendar
reformation to cooperate, sponsorto produce, publish the 3240-year
calendar for community and society to discuss, contributeopinion,
to be bases for competent authority to decide to put the 3240-year
calendar in use.Although decision on publishing was issued in
February 2009,due to not having sponsor source,our calendar
studying work during 20 years is still intelligence accumulated in
3g00 tracingpapers and one trial printed set. Therefore, we send
this letter, with the hope that you would co-operate and support by
discussing opinion directly or indirectly through network to send
to youall of the 3240-year calendar.
Thank you for your kind cooperation!
Best Regards,Do Thanh Lam
Address: Post-box 24 - AlleyVietnamEmail; Jam.do 1 23 @ernail.
com
19 - Kim Dong Street - Giap Bat - Hoang Mai District - Hanoi
-
-(\ ' l t lD1 \ : 4 -
' / ^CON
,A0ti| l l l t t,/ v,{n . i:)l(}|.|1il|JjSIJfr
;r,';;..-.--t i:,i)
NGUYEN THI KIM D{JNGTnans l c f n r
6yse\{ - , / f : ( lNG TY \ r 'a. /\ Al r: -rv
H a n o i, d a re :,, .,, tL:.1, C,Y /:'!+: lQ,.,,,,,, ;: _.. -.
.CIRTIi.Y ACCUHATE TRANSLATION
ly0lJC Al{|| ll{ltfillAIl0llAl.i0ylS0|lY.t0UCiTtOli &
TRfilSrA96 Lo Duc St., l-tanoi, Vietnanr
-
E5 Thenh Larii Hd N0i ViCIt Nam, n_ely 02 th6ng 08 ntun 20
i0
Kinh gri'i ngdi Ci6rn E6c: Wayne Edward Richardson
Sau l
-
Lflp trirrh cdi dqt viio l)dng H6 i'ir Di0n thoai DD theo cOng
thric: T.ttil\4.- T le iruc \ca) voi chu k! 7 ngiry (CK7) biu thi
c6c thu'trongtuArr:
(T2.T3.T4.T5.T6.T7.CN) Cil irtlt CicZ chu.,,6n sang don vi tuan
tE: , ,
- tt. ia s6 thrj ru c0a tudn l0 til' I dOn hdt 169337- i \4, lA
nguv0n niSu I 69337 tuin 16 cO dlnh trons I don vi thoi gian l ich
(TCl)a iEALr l i ch :T2 . . . . 11169337 ,T2 . . . . 21169337 . . .
. ->cud i l i ch :CN, 1693371169337 k t th i l cI chu trinh
tu'nhin (1CTTN) 3240 ndm. Chui,in ti6p sang ck sau cffng diSn ra
tuo'ng trr
, ^ 4 . . 'nltu truo'c. So I dAu l ich ld s0 dai diOn khdng t
irrh trons tuAn 10, ld ngay kj, nigm hodc l2r Ingdv T6t d6n chdo
rrdtn m6'i, the k)i vdthi6n rLi6rr kj'rtg,itrrr todn th6 gid'i.
Trrii d6t ld ngoinhd chung, tat nhien phAi c6 ni6m,vui chung vio
rrhfrng tho' i khic chury6n giao thd ky, thinrrien k1i - giong
nhu'nlm 2000 budc sang ndnr 2001-tr0rr todn cAu diSn rad6n giao
thiLasutdt 24l21h.
t . I j . ' " :Dac dLOni t iOu bi0u trong l ich 3240 nFm ld: hd
s6 di l in hd chit, gir ip chring ta vu'ot qua slrl
-
gk Womg.n ffi*nnwpen"@R@Official site of The World Calerrtiar
Association - lnternational
helping to adopt The Wodd Caleridar by making sure th wodd has
al least considered it
vF t-;ctr Th6 ci6i'Lich The Gidi (LTG) lii lich vTnh vi6n gOm 12
th6ng voi 4 qu! nhu nhau. N6 vTnh vi6n vi n6 tdn tqi nhu nhauvcri
mqi nqm.t{9 th6ng lich do GiSo hodng Gregory Xlll ( 1 502 - 1585)
dua ra vd c0ng la h9 th6ng lich md th6 gioi ngAy nayv6n dirng =
!!ch HiQn Hinh tLHH) l-r khong vinh vi6n. N6 thay 06i nang nim. Bdi
no c6 d0 ddidqcthU la 365ngdy, th6 hi6n vdng quay nrQi nam cfra
tr6i d6t theo qu! dao quanh mft troi, tham chi khOng bhia d0ng cho
s6ngdy.trong tuAn 16 G6517 = 5?, r 1). Hququd kh6ng hay ldr :on 1
ngdy, ldm cho t inh ctacthir c0a ndm bdtOAuvd k6t th0c vdo O5t c*
ngdy rido trong tuAn. Do d6, ndm tiiip theo bit buQc phdi Odt dau
vdo ngAy sau d6. Dodo doi h6i phdi co l ich moi cho tu'ng ndm.Ve ky
thual, LHH ld sqr di6u chinh theo chu k!' c0a 14 loai lich. Lich c6
ngay bdt dAu la Chri nhQt khdc voi lichc6 ngdy Oat Oau ld thu Hai,
va c0 th6 O6i vOi cd 7 ngdy trong tu6n. Bdi c6 ndm-nhufn n6n c6
sr.r bi6n d6i b6tk! 'dOivo,i7loai l ich, c0ng thO tdng l6n t6t ca
14 loai l !ch.Qo ln t inh trqng h6n dQn (lQn xOn) do 365 ngAy gly
ra. NOu ch0ng ta k6o c6ingdy niy ra kh6il ich, thi ndm mcyilai bit
dAu lap lai nhu ndm vua qua. Vir n'3u tuong tu nhu vQy, ta keo ngay
nhui?n ra kh6i lich, thi ndm moilu6n bdt dAu viro cing mQt ngdy
trong tudn. Do d6 chring ta c6 lich vTnh crlu.Do chinh la ch6 Or""a
ian bdn cira ttC. XnOng trQch hudng chu ky mft trcri le 365.24
ngAy, n6 chi don gidn coingdy thu 365 nhu mQt giai do'4n24 gicr,
cho dgitruoc khi l lch bdt ddu trd lAi. Nh0ng ngAy "ngodi l ich"
nAy condugc ggi ki nhOng ngdry "nhuin", khOng phdi lA nhOng ngdy
cia tuAn ie. HEp ly nnAt ta xrir l f nh0ng ngdy ndynhu nh0ng ngay
nghi .
. . ^ - ^ ryfiAi |vi fch cia LrGLTG xric t i6n bo' i Hiep HQi
LTG bat dAu nim 1930 da ghi nhqn nh0ng loi ich trong viQc l6p
chuong tr inh, k6hoach mdr LHH thi6u. Nhong m6i tqi khdc it rO rdng
ho,n,.* 36 c0a nh0ng ngdy trong thdng lu6n roi vdo dfng ngay trong
tuAn. do d6 dua trd sinh vdo ngAy thr?Ba thi sinh nh6t lu6n lu6n l
ir th[r Ba.* Kh6ng cdn lap ke hoaclr (chuong trinh) cia sL/ kiQn
c6ng kdnh theo tuAn vd thAng, nhu "ngAy thu BadAu t ien sau ngdy
thrjr Hai clau t i6n c0a th6ng Chin".* Ndm chia cl i , .r thAnn qu!
ngang nhau (9.1 ngdy), vcri cung s6 ngdy ldrm vi$c (65) va ngAy
nghi cu6ituAn (26): mOt cdi t i6n lo'n c"a LHH theo th6ng kd so
s6nh giOa cdc qu!.* S\r kh6c nhau v e o Cai cfra th6ng d6u din hon
LHH: Phdn lon c6c th6ng c6 30 ngay; nh0ng th6ng- l ^ , l ' ^ . . {
. r * : . tdAu qu! (Gi6ng, Tu, Bdy, Mu,.r i ; co 31. l (hOng kO chl
nhat, tAt cd c6c th6ng dOu c6 s0 ngAy nhu nhau: 26.
Eay ri Bi6u dd (d6 thi) . . .D6 xAy dqng cho su chuAn bi dd sin
sdng bdt diu, su chuy6n ti6p tu LHH le khOng cAn thi6t vd kh0ng
kh6khdn. Lich c6iti6n (LTG) bit cAu tu 1 thang Gi6ng 2092 (mat
kh6c, LHH bdt eau vao Chrl nhQt) sE kh6ng thayO6i 0ang t6 Oen tQn
cu6i thAng Hai 2a12. BAy ngdy "gin tqo"vdo cu6i thAng Hai, Ba, Tu,
Nim, T6m vir Musihai,2012 sE trd n6n hodn tcln phu thuQc hAng ndm
c6 dlnh vao nhirng ndm v6 sau. Ddng la LTG don gidn,do do no sE
duEc ti6p tLrc su Cqrng.Web site ndy duqc thi6i ke cno riguoi "ghfu
them" c6 th6 dqt dugc s\r nh?n thuc vd loai llch dOc nh6t vd
nhindy. Trong tinh hu6ng lich sil cira llch vd nh0ng k6t qud logic,
hopt dQng huo,ng to'i 'LICH THE GlOl VAONAM 2012" trd thdnh mQt
phAn nhCrng uu t l6n hang ngdy.
C6p nhat, 16 ^ 2- 2010
-
Li6n lgc
The World Calendar Association - lnternational
Gi6m di5c: Wavne Edward Rlchardson,
Hdm thu: P.O. Box 456Ellinwood, KS (Kansas) 67526 USA
Gtli thw ttiQn t& tfi: [email protected]
- Digital submissions minimize costs and language barr iers.-
Please always inelude your preferred return e-mail address.- TWCA
never sells or shares e-mail addresses
except, with mutual permission,to put TWC supporters in contact
with each other.
l - ;
-* lf you don't-receive'an e-mail response,'PLEAS.E try
again.Forwarding your original messagg with a more uniqueSUB.JECT
line can help. The spammers have been hard atwork trying to drown
you out with their junk,
-
mUfi :ffte wtr I cl Ca I e nda r. i
http : // *, w rv . the w o r I d ca I e nd a r. o rglTWC.h
tm
. . . h e l p i n g t o a d o p t T h e W o r l d C a i e n d a
r ' b y m l a k i n g . s u t e t h e l w o r l d n a s i a t t e a
s i ' c o r i s i d e r e d i t .
CONTENT
HOME
THE CALENDARAbout /Reasons/HistoryCOMPARE!EcologicalFAQ
THEASSOCIATTONNamei LogoGlobalHistory-- Early-- zvvv
Membership
RESOURCES;Journal ofCalendar Reform--1 930-1
955--1955-2012Publicity
GUESTBOOK
WEBMAIL
CONTACT US
JOIN USTODAY
ABOUT The Wor ld Calendar
The World Calendar is a 12-month, perennial calendar with
equalquarters. li is perennial because it remains the same every
year.
Our present Gregorian calendar is not perennial, but annual. l t
changesevery year. lt does so because its typical 365-day length,
whichrepreseni$ tlre annual cycle of one Earth orbit around the
Sun, is notevenly divisible by the number of days in the week (365
/ 7 = 52, r 1).The unfortunate consequence of that one-day
remainder is that the yeartypically begins and ends on the same
weekday. So the next year mustbegin on ti 're following weekday,
This requires a new calendar everyyear.
Technically, our Gregorian calendar is a variously ordered cycle
of 14calendars. The calendar for the year beginning on Sunday
differs fromthe one fcr the year beginning on Monday, and so on for
all sevenweekdays. Since the occurrence of leap year can alter any
of theseseven calendars, this raises the total to 14 calendars.
That's the mess the 365th day causes. lf we could take that day
out ofthe calendar, the new year would typical ly begin on the very
sameweekday as the previous year. And if we likewise r:ould take
leap day outof the calendar, the new year would always begin on the
same weekday.We'd thus have a perennial calendai.
That's the rationale on which The World Calendar is based,
Withoutdeviating irom the solar cycle of approximately 365.24 days,
it simplyregards tire 365tlr day- as a 24-hour waiting period
before resuming thecalendar again. These off-calendar days, also
known as "intercalarydays," aren't weekdays. li seems most
reasonable to treat them ashol idays.
futcne Benefits of The World CalendarThe WorlC Calendar,
promoted by The World Calendar Associationbeginning i r i '1930,
has not iceable benef i ts for schedul ing and planningthat the
dJrregorian calendar lacks. Other advantages are less obvious.
. Nuinbered days of the month always fall on the same
weekdays:so tire birthday of Tuesday's Child is always on a
Tuesday.
. No r;eed to schedule events bv cumbersome
weekdav-and-month
qfa 7! l '7 ;?0 l0 6 :49Ai \
-
BOrJT TheWorld Calendar h f tp : i i r,a, yy 1ry .1he ir, ttr I
d c a J e nc! a r. o rgi -l^WC. lr I n'
designat ions, l ike "The f i rst Tuesday af ter the f i rst I '
londay inNovember". , u
" The year div ides regular ly into quarters of equal s ize (gl
days),wi th the same number of workdays (65) and weekend-days (26)
ineach quarter: a great improvement over the Gregor ian calendar
for
' statistical comparisons between quafters.
. The var iat ions in month- length are more regular than the
Gregor iancalendar: most months have 30 days; the f i rst months
of
thequarters (January, Apr i l , July, October) have 31.Excluding
Sundays, al l months have the same number of days: 26.
HERE'S THE CHART VERSIONTOOBy bui lding on preparat ion that has
already begun, transit ion from theGregorian calendar will be
efforlless and straightforward, Seamiessreform instituted on 1
January 2012 (otherwise a Gregorian yearbeginning on sunday) won't
even bring noticeable change unti l the endof February,2012. The
seven dates affected at the ends of February,March, April, May,
August and December 2012 will then becomecompletely dependable
annual fixtures of years thereafter. Just as TheWorld Calendar is
simple, so wi l l be i ts continued use.This web site is designed
so that visitors may achieve an appreciation forthis unique
calendar. within context of calendar history andconsequential
results, acting towards IHE woRLD CALENDAR tN 20'12becomes part of
daily priorities,
TWC Printables
HOME
:
Copyright 2006-2010 The World Calendar As6ociation -
International
Last updated 16 February 2010
f 2
oqB349+AF4
7lt7i20l0 6:49 Ai$t
