Cool-Emerald: Myanmar Astrological Calendar Days

A typical Myanmar calendar usually describes astrological days such as auspicious days and ill fated days. In this post, we will present about the following days and javascript code for them.

Sabbath and Sabbath Eve
Yatyaza
Pyathada
Thamanyo
Amyeittasote
Warameittugyi
Warameittunge
Yatpote
Thamaphyu
Yatyotema
Mahayatkyan
Shanyat
Nagapor
Nagahle
Mahabote
Nakhat
Summary

The details about these days can be found at the following links.
Free Thinker
IT Mg Mg

Sabbath and Sabbath Eve

In the Myanmar calendar, full moon days, new moon days and waxing and waning 8 are sabbath days. The day before sabbath day is sabbath eve. Javascript code to check them is shown below.

//Sabbath and Sabbath eve
//input: ( md= day of month 0-30, mml= length of month)
//output: (sabbath [sabbath:1, else: 0], sabbatheve [sabbath eve:1, else: 0])
sabbath=0; if((md==8)||(md==15)||(md==23)||(md==mml)) sabbath=1;
sabbatheve=0;if((md==7)||(md==14)||(md==22)||(md==(mml-1))) sabbatheve=1;

Yatyaza

Yatyaza is auspicious day. Yatyaza depends on month and weekday as shown in the following table.

Yatyaza
Month	Day
Tagu, Wagaung, Nadaw	Wednesday, Friday
Kason, Tawthalin, Pyatho	Thursday, Saturday
Nayon, Thidingyut, Tabodwe	Tuesday, Thursday
Waso, Tazaungmon, Tabaung	Sunday, Wednesday

//Yatyaza
//input: (mm= month, wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (yatyaza [yatyaza:1, else: 0])
yatyaza=0; m1=mm%4; wd1=Math.floor(m1/2)+4;
wd2=((1-Math.floor(m1/2))+m1%2)*(1+2*(m1%2)); 
if((wd==wd1)||(wd==wd2)) yatyaza=1;

Pyathada

Pyathada is ill-fated day. Pyathada depends on month and weekday as shown in the following table.

Pyathada
Month	Day
Tagu, Wagaung, Nadaw	Thursday, Saturday
Kason, Tawthalin, Pyatho	Wednesday, Friday
Nayon, Thidingyut, Tabodwe	Sunday, Monday
Waso, Tazaungmon, Tabaung	Tuesday, Wednesday Afternoon

//Pyathada
//input: (mm= month, wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (pyathada [pyathada:1, afternoon pyathada:2, else: 0])
m1=mm%4;
pyathada=0; wda=[1,3,3,0,2,1,2];  if(m1==wda[wd]) pyathada=1;
if((m1==0)&&(wd==4)) pyathada=2;

Thamanyo

Thamanyo is day of losing. Thamanyo depends on month and weekday as shown in the following table.

Thamanyo
Month	weekday
Tagu	Saturday, Sunday
Kason	Monday, Tuesday
Nayon	Wednesday, Thursday
Waso	Friday, Saturday
Wagaung	Sunday, Monday
Tawthalin	Tuesday, Wednesday
Thidingyut	Thursday, Friday
Tazaungmon	Saturday, Sunday
Nadaw	Saturday, Sunday
Pyatho	Sunday, Monday
Tabodwe	Tuesday, Wednesday afternoon
Tabaung	Thursday, Friday

//Thamanyo
//input: (mm= month [1:Tagu, ... , 12:Tabaung], wd= weekday [0:sat, 1:sun, ... , 6:fri])
//output: (thamanyo [Thamanyo:1, else: 0])
thamanyo=0; m1=mm-1-Math.floor(mm/9); wd1=(m1*2-Math.floor(m1/8))%7;
wd2=(wd+7-wd1)%7; if(wd2<=1) thamanyo=1;

Amyeittasote

Amyeittasote is good and fulfilling day. Amyeittasote depends on waxing or waning day and weekday as shown in the following table.

Amyeittasote
waxing or waning day	weekday
1	Friday
2	Wednesday
3	Monday
4	Thursday
5	Saturday
7	Tuesday
8	Sunday

//Amyeittasote
//input: (d=waxing or waning day, wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (amyeittasote [Amyeittasote:1, else: 0])
amyeittasote=0; wda=[5,8,3,7,2,4,1]; if(d==wda[wd]) amyeittasote=1;

Warameittugyi

Warameittugyi is bad and hindered day. Warameittugyi depends on waxing or waning day and weekday as shown in the following table.

Warameittugyi
waxing or waning day	weekday
7	Saturday
1	Sunday
4	Monday
8	Tuesday
9	Wednesday
6	Thursday
3	Friday

//Warameittugyi
//input: (d=waxing or waning day, wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (warameittugyi [warameittugyi:1, else: 0])
warameittugyi=0; wda=[7,1,4,8,9,6,3]; if(d==wda[wd]) warameittugyi=1;

Warameittunge

Warameittunge is bad and hindered day. Warameittunge depends on waxing or waning day and weekday as shown in the following table.

Warameittunge
waxing or waning day	weekday
6	Saturday
12	Sunday
11	Monday
10	Tuesday
9	Wednesday
8	Thursday
7	Friday

//Warameittunge
//input: (d=waxing or waning day, wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (warameittunge [warameittunge:1, else: 0])
warameittunge=0; wn=(wd+6)%7; if((12-d)==wn) warameittunge=1;

Yatpote

Yatpote is withered and faded day. Yatpote depends on waxing or waning day and weekday as shown in the following table.

Yatpote
waxing or waning day	weekday
8	Saturday
1	Sunday
4	Monday
6	Tuesday
9	Wednesday
8	Thursday
7	Friday

//Yatpote
//input: (d=waxing or waning day, wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (yatpote [yatpote:1, else: 0])
yatpote=0; wda=[8,1,4,6,9,8,7]; if(d==wda[wd]) yatpote=1;

Thamaphyu

Thamaphyu is day of losing. Thamaphyu depends on waxing or waning day and weekday as shown in the following table.

Thamaphyu
waxing or waning day	weekday
1	Saturday, Sunday
2	Sunday
3	Thursday, Friday
4	Thursday
5	Wednesday
6	Monday, Tuesday, Thursday
7	Friday
11	Monday

//Thamaphyu
//input: (d=waxing or waning day, wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (thamaphyu [thamaphyu:1, else: 0])
thamaphyu=0; wda=[1,2,6,6,5,6,7];  if(d==wda[wd]) thamaphyu=1;
wda=[0,1,0,0,0,3,3]; if(d==wda[wd]) thamaphyu=1;
if((d==4) && (wd==5)) thamaphyu=1;

Nagapor

Nagapor is dissatisfying day. Nagapor depends on waxing or waning day and weekday as shown in the following table.

Nagapor
Weekday	Waxing moon day	Waning moon day
Saturday		2, 11
Sunday	2	4, 6
Monday	1, 2, 4, 12	3
Tuesday	10
Wednesday	9	3
Thursday	2
Friday		6

//Nagapor
//input: (md=day [0-30], wd= weekday [0:sat, 1:sun, ..., 6:fri])
//output: (nagapor [Nagapor:1, else: 0])
nagapor=0; wda=[26,21,2,10,18,2,21];  if(md==wda[wd]) nagapor=1;
wda=[17,19,1,0,9,0,0]; if(md==wda[wd]) nagapor=1;
if(((md==2) && (wd==1)) ||(((md==12)||(md==4)||(md==18)) && (wd==2)))nagapor=1;

Yatyotema

Yatyotema is withered and faded day. Yatyotema depends on month and waxing or waning day as shown in the following table.

Yatyotema
Month	waxing or waning day
Tagu, Waso	6
Kason, Tabodwe	4
Nayon, Tawthalin	8
Wagaung, Tazaungmon	10
Thidingyut, Pyatho	12
Nadaw, Tabaung	2

//Yatyotema
//input: (mm= month [1:Tagu, ... , 12:Tabaung], d=waxing or waning day [1 - 15])
//output: (yatyotema [yatyotema:1, else: 0])
yatyotema=0; m1=(mm%2)?mm:((mm+9)%12); m1=(m1+4)%12+1; if(d==m1) yatyotema=1;

Mahayatkyan

It is said that Mahayatkyan should be avoided. Mahayatkyan depends on month and waxing or waning day as shown in the following table.

Mahayatkyan
Month	waxing or waning day
Tagu	5
Kason, Nayon	6
Waso, Wagaung	1
Tawthalin, Thidingyut	2
Tazaungmon, Nadaw	3
Pyatho, Tabodwe	4
Tabaung	5

//Mahayatkyan
//input: (mm= month [1:Tagu, ... , 12:Tabaung], d=waxing or waning day [1 - 15])
//output: (mahayatkyan [Mahayatkyan:1, else: 0])
mahayatkyan=0; m1=(Math.floor((mm%12)/2)+4)%6+1; if(d==m1) mahayatkyan=1;

Shanyat

It is said that Shanyat should be avoided. Shanyat depends on month and waxing or waning day as shown in the following table.

Shanyat
Month	waxing or waning day
Tagu, Kason	8
Nayon, Waso	2
Wagaung	9
Tawthalin, Thidingyut	3
Tazaungmon	5
Nadaw	1
Pyatho, Tabaung	4
Tabodwe	7

//Shanyat
//input: (mm= month [1:Tagu, ... , 12:Tabaung], d=waxing or waning day [1 - 15])
//output: (shanyat [Shanyat:1, else: 0])
shanyat=0; sya=[8,8,2,2,9,3,3,5,1,4,7,4]; if(d==sya[mm-1]) shanyat=1;

Nagahle

The direction of the Milky Way galaxy is called Nagahle.

Nagahle
Month	Direction
Tabaung, Tagu, Kason	West
Nayon, Waso, Wagaung	North
Tawthalin, Thidingyut, Tazaungmon	East
Nadaw, Pyatho, Tabodwe	South

//Nagahle
//input: (mm= month [1:Tagu, ... , 12:Tabaung])
//output: (nagahle [0: west, 1: north, 2: east, 3: south])
nagahle=Math.floor((mm%12)/3);

Mahabote

Mahabote has 7 types called Puti, Binga, Marana, Atun, Thike, Yaza, and Adipati [မဟာဘုတ်-ဝီကီပီးဒီးယား].

//Mahabote
//input: (my= myanmar year, wd= weekday [0=sat, 1=sun, ..., 6=fri])
//output: (mahabote [0=Binga, 1=Atun, 2=Yaza, 3=Adipati, 4= Marana, 5=Thike, 6=Puti])
mahabote=(my-wd)%7;

Nakhat

Nakhat is obtained by dividing Myanmar year by 3 as follow.

//Mahabote
//input: (my= myanmar year)
//output: (nakhat [0=orc, 1=elf, 2=human])
nakhat=my%3;

Summary

The javascript code for calculating the above astrological days are summarized as shown in the following function.

//Checking Astrological days
//input: (mm=month, mml= length of the month,md= day of the month [0-30], 
// wd= weekday  [0=sat, 1=sun, ..., 6=fri], my=Myanmar year)
//output: (sabbath, sabbatheve,yatyaza,pyathada,thamanyo,amyeittasote,
// warameittugyi,warameittunge,yatpote,thamaphyu,nagapor,yatyotema,
// mahayatkyan,shanyat,nagahle [0=west, 1=north, 2=east, 3=south],
//  mahabote [0=Binga, 1=Atun, 2=Yaza, 3=Adipati, 4= Marana, 5=Thike, 6=Puti]
// nakhat [0=orc, 1=elf, 2=human])
// More details @ http://cool-emerald.blogspot.sg/2013/12/myanmar-astrological-calendar-days.html
function astro(mm,mml,md,wd,my) {
 var d,sabbath,sabbatheve,yatyaza,pyathada,thamanyo,amyeittasote;
 var warameittugyi,warameittunge,yatpote,thamaphyu,nagapor,yatyotema;
 var mahayatkyan,shanyat,nagahle,m1,wd1,wd2,wda,sya,mahabote;
 if (mm<=0) mm=4;//first waso is considered waso
 d=md-15*Math.floor(md/16);//waxing or waning day [0-15]
 sabbath=0; if((md==8)||(md==15)||(md==23)||(md==mml)) sabbath=1;
 sabbatheve=0;if((md==7)||(md==14)||(md==22)||(md==(mml-1))) sabbatheve=1;
 yatyaza=0; m1=mm%4; wd1=Math.floor(m1/2)+4;
 wd2=((1-Math.floor(m1/2))+m1%2)*(1+2*(m1%2));
 if((wd==wd1)||(wd==wd2)) yatyaza=1;
 pyathada=0; wda=[1,3,3,0,2,1,2]; if(m1==wda[wd]) pyathada=1;
 if((m1==0)&&(wd==4)) pyathada=2;//afternoon pyathada
 thamanyo=0; m1=mm-1-Math.floor(mm/9); wd1=(m1*2-Math.floor(m1/8))%7;
 wd2=(wd+7-wd1)%7; if(wd2<=1) thamanyo=1;
 amyeittasote=0; wda=[5,8,3,7,2,4,1]; if(d==wda[wd]) amyeittasote=1;
 warameittugyi=0; wda=[7,1,4,8,9,6,3]; if(d==wda[wd]) warameittugyi=1;
 warameittunge=0; wn=(wd+6)%7; if((12-d)==wn) warameittunge=1;
 yatpote=0; wda=[8,1,4,6,9,8,7]; if(d==wda[wd]) yatpote=1;
 thamaphyu=0; wda=[1,2,6,6,5,6,7];  if(d==wda[wd]) thamaphyu=1;
 wda=[0,1,0,0,0,3,3]; if(d==wda[wd]) thamaphyu=1;
 if((d==4) && (wd==5)) thamaphyu=1;
 nagapor=0; wda=[26,21,2,10,18,2,21];  if(md==wda[wd]) nagapor=1;
 wda=[17,19,1,0,9,0,0]; if(md==wda[wd]) nagapor=1;
 if(((md==2)&&(wd==1))||(((md==12)||(md==4)||(md==18))&&(wd==2)))nagapor=1;
 yatyotema=0; m1=(mm%2)?mm:((mm+9)%12); m1=(m1+4)%12+1; if(d==m1)yatyotema=1;
 mahayatkyan=0; m1=(Math.floor((mm%12)/2)+4)%6+1; if(d==m1) mahayatkyan=1;
 shanyat=0; sya=[8,8,2,2,9,3,3,5,1,4,7,4]; if(d==sya[mm-1]) shanyat=1;
 nagahle=Math.floor((mm%12)/3);
 mahabote=(my-wd)%7;
 nakhat=my%3;

 return {sabbath:sabbath,sabbatheve:sabbatheve,yatyaza:yatyaza,
 pyathada:pyathada,thamanyo:thamanyo,amyeittasote:amyeittasote,
 warameittugyi:warameittugyi,warameittunge:warameittunge,
 yatpote:yatpote,thamaphyu:thamaphyu,nagapor:nagapor,
 yatyotema:yatyotema,mahayatkyan:mahayatkyan,shanyat:shanyat,
 nagahle:nagahle,mahabote:mahabote,nakhat:nakhat};
}

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Sunday, December 1, 2013

Myanmar Astrological Calendar Days