Chinese zodiac
You are encouraged to solve this task according to the task description, using any language you may know.
Determine the Chinese zodiac sign and related associations for a given year.
In the Chinese calendar, years are identified using two lists of labels, one of length 10 – the "celestial" (or "heavenly") "stems" – and one of length 12 – the "terrestrial" (or "earthly") "branches". The labels do not really have any meaning outside their positions in the two lists; they're simply a traditional enumeration device, used much as Westerners use letters and numbers. They were historically used for months and days as well as years, and the stems are still sometimes used for school grades.
Years cycle through both lists concurrently, so that both stem and branch advance each year; if we used Roman letters for the stems and numbers for the branches, consecutive years would be labeled A1, B2, C3, etc. Since the two lists are different lengths, they cycle back to their beginning at different points: after J10 we get A11, and then after B12 we get C1. However, since both lists are of even length, only like-parity pairs occur (A1, A3, A5, but not A2, A4, A6), so only half of the 120 possible pairs are included in the sequence. The result is a repeating 60-year pattern within which each name pair occurs only once.
Mapping the branches to twelve traditional animal deities results in the well-known "Chinese zodiac", assigning each year to a given animal. For example, Saturday, February 10, 2024 CE (in the common Gregorian calendar) began the lunisolar Year of the Dragon.
The stems do not have a one-to-one mapping like that of the branches to animals; however, the five pairs of consecutive stems are each associated with one of the traditional wǔxíng elements (Wood, Fire, Earth, Metal, and Water). Further, one of the two years within each element is assigned to yin, the other to yang.
Thus, the Chinese year beginning in 2024 CE is also the yang year of Wood. Since 12 is an even number, the association between animals and yin/yang aspect doesn't change; consecutive Years of the Dragon will cycle through the five elements, but will always be yang.
- Task
- Create a subroutine or program that will return or output the animal, yin/yang association, and element for the lunisolar year that begins in a given CE year.
You may optionally provide more information in the form of the year's numerical position within the 60-year cycle and/or its actual Chinese stem-branch name (in Han characters or Pinyin transliteration).
- Requisite information
- The animal cycle runs in this order: Rat, Ox, Tiger, Rabbit, Dragon, Snake, Horse, Goat, Monkey, Rooster, Dog, Pig.
- The element cycle runs in this order: Wood, Fire, Earth, Metal, Water.
- Each element gets two consecutive years; a yang followed by a yin.
- The first year (Wood Rat, yang) of the current 60-year cycle began in 1984 CE.
The lunisolar year beginning in 2024 CE - which, as already noted, is the year of the Wood Dragon (yang) - is the 41st of the current cycle.
- Information for optional task
- The ten celestial stems are 甲 jiă, 乙 yĭ, 丙 bĭng, 丁 dīng, 戊 wù, 己 jĭ, 庚 gēng, 辛 xīn, 壬 rén, and 癸 gŭi. With the ASCII version of Pinyin tones, the names are written "jia3", "yi3", "bing3", "ding1", "wu4", "ji3", "geng1", "xin1", "ren2", and "gui3".
- The twelve terrestrial branches are 子 zĭ, 丑 chŏu, 寅 yín, 卯 măo, 辰 chén, 巳 sì, 午 wŭ, 未 wèi, 申 shēn, 酉 yŏu, 戌 xū, 亥 hài. In ASCII Pinyin, those are "zi3", "chou3", "yin2", "mao3", "chen2", "si4", "wu3", "wei4", "shen1", "you3", "xu1", and "hai4".
Therefore 1984 was 甲子 (jiă-zĭ, or jia3-zi3), while 2024 is 甲辰 (jĭa-chén or jia3-chen2).
11l
V animals = [‘Rat’, ‘Ox’, ‘Tiger’, ‘Rabbit’, ‘Dragon’, ‘Snake’, ‘Horse’, ‘Goat’, ‘Monkey’, ‘Rooster’, ‘Dog’, ‘Pig’]
V elements = [‘Wood’, ‘Fire’, ‘Earth’, ‘Metal’, ‘Water’]
F getElement(year)
R :elements[(year - 4) % 10 I/ 2]
F getAnimal(year)
R :animals[(year - 4) % 12]
F getYY(year)
I year % 2 == 0
R ‘yang’
E
R ‘yin’
L(year) [1935, 1938, 1968, 1972, 1976, 2017]
print(year‘ is the year of the ’getElement(year)‘ ’getAnimal(year)‘ (’getYY(year)‘).’)- Output:
1935 is the year of the Wood Pig (yin). 1938 is the year of the Earth Tiger (yang). 1968 is the year of the Earth Monkey (yang). 1972 is the year of the Water Rat (yang). 1976 is the year of the Fire Dragon (yang). 2017 is the year of the Fire Rooster (yin).
360 Assembly
* Chinese zodiac 10/03/2019
CHINEZOD CSECT
USING CHINEZOD,R13 base register
B 72(R15) skip savearea
DC 17F'0' savearea
SAVE (14,12) save previous context
ST R13,4(R15) link backward
ST R15,8(R13) link forward
LR R13,R15 set addressability
LA R6,1 i=1
DO WHILE=(C,R6,LE,=A(NY)) do i=1 to hbound(years)
LR R1,R6 i
SLA R1,2 *4
L R2,YEARS-4(R1) ~
ST R2,YEAR year=years(i)
SH R2,=H'4' -4
LR R7,R2 year-4
SRDA R2,32 ~
D R2,=F'10' /10
SRA R2,1 /2
MH R2,=H'6' *6
LA R1,ELEMENTS(R2) ~
MVC ELEMENT,0(R1) element=elements(mod(year-4,10)/2+1)
LR R2,R7 year-4
SRDA R2,32 ~
D R2,=F'12' /12
SLA R2,3 *8
LA R1,ANIMALS(R2) ~
MVC ANIMAL,0(R1) animal=animals(mod(year-4,12)+1)
L R2,YEAR year
SRDA R2,32 ~
D R2,=F'2' /2
SLA R2,2 *4
LA R1,YINYANGS(R2) ~
MVC YINYANG,0(R1) yinyang=yinyangs(mod(year,2)+1)
LR R2,R7 year-4
SRDA R2,32 ~
D R2,=F'60' /60
LA R2,1(R2) nn=mod(year-4,60)+1
L R1,YEAR year
XDECO R1,XDEC edit year
MVC PG+00(4),XDEC+8 output year
MVC PG+24(6),ELEMENT output element
MVC PG+31(8),ANIMAL output animal
MVC PG+41(4),YINYANG output yinyang
XDECO R2,XDEC edit nn
MVC PG+49(2),XDEC+10 output nn
XPRNT PG,L'PG print buffer
LA R6,1(R6) i++
ENDDO , enddo i
L R13,4(0,R13) restore previous savearea pointer
RETURN (14,12),RC=0 restore registers from calling sav
NY EQU (ANIMAL-YEARS)/4
ANIMALS DC CL8'Rat',CL8'Ox',CL8'Tiger',CL8'Rabbit'
DC CL8'Dragon',CL8'Snake',CL8'Horse',CL8'Goat'
DC CL8'Monkey',CL8'Rooster',CL8'Dog',CL8'Pig'
ELEMENTS DC CL6'Wood',CL6'Fire',CL6'Earth',CL6'Metal',CL6'Water'
YINYANGS DC CL4'Yang',CL4'Yin'
YEARS DC F'1935',F'1938',F'1968',F'1972',F'1976',F'1984',F'2017'
ANIMAL DS CL8
ELEMENT DS CL6
YINYANG DS CL4
YEAR DS F
PG DC CL80':::: is the year of the :::::: :::::::: (::::). ::/60'
XDEC DS CL12 temp for xdeco
REGEQU
END CHINEZOD
- Output:
1935 is the year of the Wood Pig (Yin ). 12/60 1938 is the year of the Earth Tiger (Yang). 15/60 1968 is the year of the Earth Monkey (Yang). 45/60 1972 is the year of the Water Rat (Yang). 49/60 1976 is the year of the Fire Dragon (Yang). 53/60 1984 is the year of the Wood Rat (Yang). 1/60 2017 is the year of the Fire Rooster (Yin ). 34/60
Action!
DEFINE PTR="CARD"
PTR ARRAY animals(12),elements(5),stems(10),branches(12),yinYangs(2)
PROC Init()
animals(0)="Rat" animals(1)="Ox"
animals(2)="Tiger" animals(3)="Rabbit"
animals(4)="Dragon" animals(5)="Snake"
animals(6)="Horse" animals(7)="Goat"
animals(8)="Monkey" animals(9)="Rooster"
animals(10)="Dog" animals(11)="Pig"
elements(0)="Wood" elements(1)="Fire"
elements(2)="Earth" elements(3)="Metal"
elements(4)="Water"
stems(0)="jia" stems(1)="yi"
stems(2)="bing" stems(3)="ding"
stems(4)="wu" stems(5)="ji"
stems(6)="geng" stems(7)="xin"
stems(8)="ren" stems(9)="gui"
branches(0)="zi" branches(1)="chou"
branches(2)="yin" branches(3)="mao"
branches(4)="chen" branches(5)="si"
branches(6)="wu" branches(7)="wei"
branches(8)="shen" branches(9)="you"
branches(10)="xu" branches(11)="hai"
yinYangs(0)="Yang" yinYangs(1)="Yin"
RETURN
PTR FUNC GetAnimal(INT y)
RETURN (animals((y-4) MOD 12))
PTR FUNC GetElement(INT y)
RETURN (elements(((y-4) MOD 10)/2))
PTR FUNC GetStem(INT y)
RETURN (stems((y-4) MOD 10))
PTR FUNC GetBranch(INT y)
RETURN (branches((y-4) MOD 12))
PTR FUNC GetYinYang(INT y)
RETURN (yinYangs(y MOD 2))
BYTE FUNC GetCycle(INT y)
RETURN ((y-4) MOD 60+1)
PROC Main()
INT ARRAY years=[1935 1938 1968 1972 1976 1984 2017 2021]
CHAR ARRAY s
BYTE i,c
INT y
Init()
FOR i=0 TO 7
DO
y=years(i)
PrintI(y) Print(" ")
s=GetStem(y) Print(s) Print("-")
s=GetBranch(y) Print(s) Print(" ")
s=GetElement(y) Print(s) Print(" ")
s=GetAnimal(y) Print(s) Print(" ")
s=GetYinYang(y) Print(s) Print(" ")
c=GetCycle(y) PrintB(c) Print("/60") PutE()
OD
RETURN- Output:
Screenshot from Atari 8-bit computer
1935 yi-hai Wood Pig Yin 12/60 1938 wu-yin Earth Tiger Yang 15/60 1968 wu-shen Earth Monkey Yang 45/60 1972 ren-zi Water Rat Yang 49/60 1976 bing-chen Fire Dragon Yang 53/60 1984 jia-zi Wood Rat Yang 1/60 2017 ding-you Fire Rooster Yin 34/60 2021 xin-chou Metal Ox Yin 38/60
Ada
with Ada.Text_IO; use Ada.Text_IO;
with Ada.Strings.Unbounded; use Ada.Strings.Unbounded;
procedure Main is
type Element_Index is mod 5;
type Animal_Index is mod 12;
type Stem_Index is mod 10;
type Animal_Array is array(Animal_Index range <>) of Unbounded_String;
type Element_Array is array(Element_Index range <>) of Unbounded_String;
type Stem_Array is array(Stem_Index range <>) of Unbounded_String;
Ani_Arr : Animal_Array := (To_Unbounded_String ("Rat"),
To_Unbounded_String ("Ox"),
To_Unbounded_String ("Tiger"),
To_Unbounded_String ("Rabbit"),
To_Unbounded_String ("Dragon"),
To_Unbounded_String ("Snake"),
To_Unbounded_String ("Horse"),
To_Unbounded_String ("Sheep"),
To_Unbounded_String ("Monkey"),
To_Unbounded_String ("Rooster"),
To_Unbounded_String ("Dog"),
To_Unbounded_String ("Pig"));
Bra_Arr : Animal_Array := (To_Unbounded_String ("子"),
To_Unbounded_String ("丑"),
To_Unbounded_String ("寅"),
To_Unbounded_String ("卯"),
To_Unbounded_String ("辰"),
To_Unbounded_String ("巳"),
To_Unbounded_String ("午"),
To_Unbounded_String ("未"),
To_Unbounded_String ("申"),
To_Unbounded_String ("酉"),
To_Unbounded_String ("戌"),
To_Unbounded_String ("亥"));
Ele_Arr : Element_Array := (To_Unbounded_String ("Wood"),
To_Unbounded_String ("Fire"),
To_Unbounded_String ("Earth"),
To_Unbounded_String ("Metal"),
To_Unbounded_String ("Water"));
Ste_Arr : Stem_Array := (To_Unbounded_String ("甲"),
To_Unbounded_String ("乙"),
To_Unbounded_String ("丙"),
To_Unbounded_String ("丁"),
To_Unbounded_String ("戊"),
To_Unbounded_String ("己"),
To_Unbounded_String ("庚"),
To_Unbounded_String ("辛"),
To_Unbounded_String ("壬"),
To_Unbounded_String ("癸"));
procedure Sexagenary (Year : Positive) is
Base_Year : Positive := 1984;
Temp : Natural := abs (Base_Year - Year);
Temp_Float: Float := 0.0;
Ele_Idx : Element_Index := Element_Index'First;
Ani_Idx : Animal_Index := Animal_Index'First;
Ste_Idx : Stem_Index := Stem_Index'First;
Result : Unbounded_String := Null_Unbounded_String;
begin
Result := Result & Year'Image & " is the year of ";
if Year >= Base_Year then
Temp_Float := Float'Floor (Float (Temp) / Float (2));
Ele_Idx := Element_Index (Natural (Temp_Float) mod 5);
Result := Result & Ele_Arr (Ele_Idx) & " ";
Ani_Idx := Animal_Index (Temp mod 12);
Result := Result & Ani_Arr (Ani_Idx) & " ";
elsif Year < Base_Year then
Temp_Float := Float'Ceiling (Float (Temp) / Float (2));
Ele_Idx := Ele_Idx - Element_Index (Natural (Temp_Float) mod 5);
Result := Result & Ele_Arr (Ele_Idx) & " ";
Ani_Idx := Ani_Idx - Animal_Index (Temp mod 12);
Result := Result & Ani_Arr (Ani_Idx) & " ";
end if;
if Year mod 2 = 0 then
Result := Result & "(yang). ";
else
Result := Result & "(yin). ";
end if;
Ani_Idx := Animal_Index'First;
if Year >= Base_Year then
Ste_Idx := Stem_Index (Temp mod 10);
Result := Result & Ste_Arr (Ste_Idx);
Ani_Idx := Animal_Index (Temp mod 12);
Result := Result & Bra_Arr (Ani_Idx);
elsif Year < Base_Year then
Ste_Idx := Ste_Idx - Stem_Index (Temp mod 10);
Result := Result & Ste_Arr (Ste_Idx);
Ani_Idx := Ani_Idx - Animal_Index (Temp mod 12);
Result := Result & Bra_Arr (Ani_Idx);
end if;
Put (To_String (Result));
end Sexagenary;
arr : array(Positive range <>) of Positive := (1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017);
begin
for I of arr loop
Sexagenary (I);
New_Line;
end loop;
end Main;
- Output:
1935 is the year of Wood Pig (yin). 乙亥 1938 is the year of Earth Tiger (yang). 戊寅 1968 is the year of Earth Monkey (yang). 戊申 1972 is the year of Water Rat (yang). 壬子 1976 is the year of Fire Dragon (yang). 丙辰 1984 is the year of Wood Rat (yang). 甲子 1985 is the year of Wood Ox (yin). 乙丑 2017 is the year of Fire Rooster (yin). 丁酉
ALGOL 68
BEGIN # Chinese Zodiac #
# returns s right-padded with blanks to w characters, or s if s is already at least w characters long #
PRIO PAD = 1;
OP PAD = ( STRING s, INT w )STRING:
BEGIN
STRING result := s;
WHILE ( ( UPB result + 1 ) - LWB s ) < w DO result +:= " " OD;
result
END # PAD # ;
[]STRING animal name = ( "Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake"
, "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"
);
[]STRING element name = ( "Wood", "Fire", "Earth", "Metal", "Water" );
[]INT test year = ( 1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017 );
print( ( "year element animal aspect", newline ) );
FOR i FROM LWB test year TO UPB test year DO
INT year = test year[ i ];
STRING element = element name[ ( ( year - 4 ) MOD 10 OVER 2 ) + 1 ];
STRING animal = animal name[ ( year - 4 ) MOD 12 + 1 ];
STRING yy = IF ODD year THEN "Yin" ELSE "Yang" FI;
print( ( whole( year, -4 ), " ", element PAD 7, " ", animal PAD 7, " ", yy, newline ) )
OD
END- Output:
year element animal aspect 1935 Wood Pig Yin 1938 Earth Tiger Yang 1968 Earth Monkey Yang 1972 Water Rat Yang 1976 Fire Dragon Yang 1984 Wood Rat Yang 1985 Wood Ox Yin 2017 Fire Rooster Yin
APL
This simply creates a vector of the attributes of the year.
hanzi ← '甲' '乙' '丙' '丁' '戊' '己' '庚' '辛' '壬' '癸' '子' '丑' '寅' '卯' '辰' '巳' '午' '未' '申' '酉' '戌' '亥'
pinyin ← 'jiă' 'yĭ' 'bĭng' 'dīng' 'wù' 'jĭ' 'gēng' 'xīn' 'rén' 'gŭi' 'zĭ' 'chŏu' 'yín' 'măo' 'chén' 'sì' 'wŭ' 'wèi' 'shēn' 'yŏu' 'xū' 'hài'
pinyinFor ← { pinyin /⍨ ⍵ ⍷ hanzi }
stems ← '甲' '乙' '丙' '丁' '戊' '己' '庚' '辛' '壬' '癸'
branches ← '子' '丑' '寅' '卯' '辰' '巳' '午' '未' '申' '酉' '戌' '亥'
animals ← 'Rat' 'Ox' 'Tiger' 'Rabbit' 'Dragon' 'Snake' 'Horse' 'Goat' 'Monkey' 'Rooster' 'Dog' 'Pig'
elements ← 'Wood' 'Fire' 'Earth' 'Metal' 'Water'
aspects ← 'yang' 'yin'
position ← { 1 + 60 | ⍵ - 4 }
item ← { ⍺ ⌷⍨ 1 + (≢⍺) | 1 -⍨ position ⍵ }
celestial ← { stems item ⍵ }
terrestrial ← { branches item ⍵ }
animal ← { animals item ⍵ }
aspect ← { aspects item ⍵ }
element ← { elements ⌷⍨ 1+⌊2÷⍨1×⍨10 | 1 -⍨ position ⍵ }
∇vec ← cz year ; cs ; tb
cs ← celestial year
tb ← terrestrial year
vec ← year, (position year), cs, tb, (pinyinFor cs), (pinyinFor tb), (element year), (animal year), (aspect year)
∇
10 1 ⍴ cz ¨ 1935 1938 1941 1944 1947 1968 1972 1976 2003 2006
- Output:
1935 12 乙亥 yĭ hài Wood Pig yin 1938 15 戊寅 wù yín Earth Tiger yang 1941 18 辛巳 xīn sì Metal Snake yin 1944 21 甲申 jiă shēn Wood Monkey yang 1947 24 丁亥 dīng hài Fire Pig yin 1968 45 戊申 wù shēn Earth Monkey yang 1972 49 壬子 rén zĭ Water Rat yang 1976 53 丙辰 bĭng chén Fire Dragon yang 2003 20 癸未 gŭi wèi Water Goat yin 2006 23 丙戌 bĭng xū Fire Dog yang
AppleScript
on run
-- TRADITIONAL STRINGS ---------------------------------------------------
-- ts :: Array Int (String, String) -- 天干 tiangan – 10 heavenly stems
set ts to zip(chars("甲乙丙丁戊己庚辛壬癸"), ¬
|words|("jiă yĭ bĭng dīng wù jĭ gēng xīn rén gŭi"))
-- ds :: Array Int (String, String) -- 地支 dizhi – 12 terrestrial branches
set ds to zip(chars("子丑寅卯辰巳午未申酉戌亥"), ¬
|words|("zĭ chŏu yín măo chén sì wŭ wèi shēn yŏu xū hài"))
-- ws :: Array Int (String, String, String) -- 五行 wuxing – 5 elements
set ws to zip3(chars("木火土金水"), ¬
|words|("mù huǒ tǔ jīn shuǐ"), ¬
|words|("wood fire earth metal water"))
-- xs :: Array Int (String, String, String) -- 十二生肖 shengxiao – 12 symbolic animals
set xs to zip3(chars("鼠牛虎兔龍蛇馬羊猴鸡狗豬"), ¬
|words|("shǔ niú hǔ tù lóng shé mǎ yáng hóu jī gǒu zhū"), ¬
|words|("rat ox tiger rabbit dragon snake horse goat monkey rooster dog pig"))
-- ys :: Array Int (String, String) -- 阴阳 yinyang
set ys to zip(chars("阳阴"), |words|("yáng yīn"))
-- TRADITIONAL CYCLES ----------------------------------------------------
script cycles
on |λ|(y)
set iYear to y - 4
set iStem to iYear mod 10
set iBranch to iYear mod 12
set {hStem, pStem} to item (iStem + 1) of ts
set {hBranch, pBranch} to item (iBranch + 1) of ds
set {hElem, pElem, eElem} to item ((iStem div 2) + 1) of ws
set {hAnimal, pAnimal, eAnimal} to item (iBranch + 1) of xs
set {hYinyang, pYinyang} to item ((iYear mod 2) + 1) of ys
{{show(y), hStem & hBranch, hElem, hAnimal, hYinyang}, ¬
{"", pStem & pBranch, pElem, pAnimal, pYinyang}, ¬
{"", show((iYear mod 60) + 1) & "/60", eElem, eAnimal, ""}}
end |λ|
end script
-- FORMATTING ------------------------------------------------------------
-- fieldWidths :: [[Int]]
set fieldWidths to {{6, 10, 7, 8, 3}, {6, 11, 8, 8, 4}, {6, 11, 8, 8, 4}}
script showYear
script widthStringPairs
on |λ|(nscs)
set {ns, cs} to nscs
zip(ns, cs)
end |λ|
end script
script justifiedRow
on |λ|(row)
script
on |λ|(ns)
set {n, s} to ns
justifyLeft(n, space, s)
end |λ|
end script
concat(map(result, row))
end |λ|
end script
on |λ|(y)
unlines(map(justifiedRow, ¬
map(widthStringPairs, ¬
zip(fieldWidths, |λ|(y) of cycles))))
end |λ|
end script
-- TEST OUTPUT -----------------------------------------------------------
intercalate("\n\n", map(showYear, {1935, 1938, 1968, 1972, 1976, 1984, 2017}))
end run
-- GENERIC FUNCTIONS ---------------------------------------------------------
-- chars :: String -> [String]
on chars(s)
characters of s
end chars
-- concat :: [[a]] -> [a] | [String] -> String
on concat(xs)
if length of xs > 0 and class of (item 1 of xs) is string then
set acc to ""
else
set acc to {}
end if
repeat with i from 1 to length of xs
set acc to acc & item i of xs
end repeat
acc
end concat
-- foldl :: (a -> b -> a) -> a -> [b] -> a
on foldl(f, startValue, xs)
tell mReturn(f)
set v to startValue
set lng to length of xs
repeat with i from 1 to lng
set v to |λ|(v, item i of xs, i, xs)
end repeat
return v
end tell
end foldl
-- intercalate :: Text -> [Text] -> Text
on intercalate(strText, lstText)
set {dlm, my text item delimiters} to {my text item delimiters, strText}
set strJoined to lstText as text
set my text item delimiters to dlm
return strJoined
end intercalate
-- justifyLeft :: Int -> Char -> Text -> Text
on justifyLeft(n, cFiller, strText)
if n > length of strText then
text 1 thru n of (strText & replicate(n, cFiller))
else
strText
end if
end justifyLeft
-- map :: (a -> b) -> [a] -> [b]
on map(f, xs)
tell mReturn(f)
set lng to length of xs
set lst to {}
repeat with i from 1 to lng
set end of lst to |λ|(item i of xs, i, xs)
end repeat
return lst
end tell
end map
-- min :: Ord a => a -> a -> a
on min(x, y)
if y < x then
y
else
x
end if
end min
-- minimum :: [a] -> a
on minimum(xs)
script min
on |λ|(a, x)
if x < a or a is missing value then
x
else
a
end if
end |λ|
end script
foldl(min, missing value, xs)
end minimum
-- Lift 2nd class handler function into 1st class script wrapper
-- mReturn :: Handler -> Script
on mReturn(f)
if class of f is script then
f
else
script
property |λ| : f
end script
end if
end mReturn
-- Egyptian multiplication - progressively doubling a list, appending
-- stages of doubling to an accumulator where needed for binary
-- assembly of a target length
-- replicate :: Int -> a -> [a]
on replicate(n, a)
set out to {}
if n < 1 then return out
set dbl to {a}
repeat while (n > 1)
if (n mod 2) > 0 then set out to out & dbl
set n to (n div 2)
set dbl to (dbl & dbl)
end repeat
return out & dbl
end replicate
-- show :: a -> String
on show(e)
set c to class of e
if c = list then
script serialized
on |λ|(v)
show(v)
end |λ|
end script
"[" & intercalate(", ", map(serialized, e)) & "]"
else if c = record then
script showField
on |λ|(kv)
set {k, ev} to kv
"\"" & k & "\":" & show(ev)
end |λ|
end script
"{" & intercalate(", ", ¬
map(showField, zip(allKeys(e), allValues(e)))) & "}"
else if c = date then
"\"" & iso8601Z(e) & "\""
else if c = text then
"\"" & e & "\""
else if (c = integer or c = real) then
e as text
else if c = class then
"null"
else
try
e as text
on error
("«" & c as text) & "»"
end try
end if
end show
-- unlines :: [String] -> String
on unlines(xs)
intercalate(linefeed, xs)
end unlines
-- words :: String -> [String]
on |words|(s)
words of s
end |words|
-- zip :: [a] -> [b] -> [(a, b)]
on zip(xs, ys)
set lng to min(length of xs, length of ys)
set lst to {}
repeat with i from 1 to lng
set end of lst to {item i of xs, item i of ys}
end repeat
return lst
end zip
-- zip3 :: [a] -> [b] -> [c] -> [(a, b, c)]
on zip3(xs, ys, zs)
script
on |λ|(x, i)
[x, item i of ys, item i of zs]
end |λ|
end script
map(result, items 1 thru ¬
minimum({length of xs, length of ys, length of zs}) of xs)
end zip3
- Output:
1935 乙亥 木 豬 阴
yĭhài mù zhū yīn
12/60 wood pig
1938 戊寅 土 虎 阳
wùyín tǔ hǔ yáng
15/60 earth tiger
1968 戊申 土 猴 阳
wùshēn tǔ hóu yáng
45/60 earth monkey
1972 壬子 水 鼠 阳
rénzĭ shuǐ shǔ yáng
49/60 water rat
1976 丙辰 火 龍 阳
bĭngchén huǒ lóng yáng
53/60 fire dragon
1984 甲子 木 鼠 阳
jiăzĭ mù shǔ yáng
1/60 wood rat
2017 丁酉 火 鸡 阴
dīngyŏu huǒ jī yīn
34/60 fire rooster
AutoHotkey
Chinese Animal/Element/Yin/Yang Characters Copied From "AppleScript"
Chinese_zodiac(year){
Animal := StrSplit("Rat,Ox,Tiger,Rabbit,Dragon,Snake,Horse,Goat,Monkey,Rooster,Dog,Pig", ",")
AnimalCh := StrSplit("鼠牛虎兔龍蛇馬羊猴鸡狗豬")
AnimalName := StrSplit("shǔ,niú,hǔ,tù,lóng,shé,mǎ,yáng,hóu,jī,gǒu,zhū", ",")
Element := StrSplit("Wood,Fire,Earth,Metal,Water", ",")
ElementCh := StrSplit("木火土金水")
ElementName := StrSplit("mù,huǒ,tǔ,jīn,shuǐ", ",")
StemCh := StrSplit("甲乙丙丁戊己庚辛壬癸")
StemName := StrSplit("jiă,yĭ,bĭng,dīng,wù,jĭ,gēng,xīn,rén,gŭi", ",")
BranchCh := StrSplit("子丑寅卯辰巳午未申酉戌亥")
BranchName := StrSplit("zĭ,chŏu,yín,măo,chén,sì,wŭ,wèi,shēn,yŏu,xū,hài", ",")
Mod10 := Mod(year-4, 10)+1
Mod12 := Mod(year-4, 12)+1
A := Animal[Mod12],
Ac := AnimalCh[Mod12]
An := AnimalName[Mod12]
E := Element[Floor(Mod(year-4, 10)/2+1)]
Ec := ElementCh[Floor(Mod(year-4, 10)/2+1)]
En := ElementName[Floor(Mod(year-4, 10)/2+1)]
YY := Mod(year-4, 2)=1 ? "yīn 阴" : "yáng 阳"
Yr := Mod(year-4, 60)+1 "/60"
S := StemCh[Mod10]
Sn := StemName[Mod10]
B := BranchCh[Mod12]
Bn := BranchName[Mod12]
return year "`t" S B " " Sn "-" Bn " `t" E " " Ec " " En "`t" A " " Ac " " An "`t" YY " " Yr
}
Examples:
loop 12
{
n := 1983+A_Index
output .= Chinese_zodiac(n) "`n"
}
MsgBox % output "`n" Chinese_zodiac(2017)
return
- Output:
1984 甲子 jiă-zĭ Wood 木 mù Rat 鼠 shǔ yáng 阳 1/60 1985 乙丑 yĭ-chŏu Wood 木 mù Ox 牛 niú yīn 阴 2/60 1986 丙寅 bĭng-yín Fire 火 huǒ Tiger 虎 hǔ yáng 阳 3/60 1987 丁卯 dīng-măo Fire 火 huǒ Rabbit 兔 tù yīn 阴 4/60 1988 戊辰 wù-chén Earth 土 tǔ Dragon 龍 lóng yáng 阳 5/60 1989 己巳 jĭ-sì Earth 土 tǔ Snake 蛇 shé yīn 阴 6/60 1990 庚午 gēng-wŭ Metal 金 jīn Horse 馬 mǎ yáng 阳 7/60 1991 辛未 xīn-wèi Metal 金 jīn Goat 羊 yáng yīn 阴 8/60 1992 壬申 rén-shēn Water 水 shuǐ Monkey 猴 hóu yáng 阳 9/60 1993 癸酉 gŭi-yŏu Water 水 shuǐ Rooster 鸡 jī yīn 阴 10/60 1994 甲戌 jiă-xū Wood 木 mù Dog 狗 gǒu yáng 阳 11/60 1995 乙亥 yĭ-hài Wood 木 mù Pig 豬 zhū yīn 阴 12/60 2017 丁酉 dīng-yŏu Fire 火 huǒ Rooster 鸡 jī yīn 阴 34/60
AWK
# syntax: GAWK -f CHINESE_ZODIAC.AWK
BEGIN {
print("year element animal aspect")
split("Rat,Ox,Tiger,Rabbit,Dragon,Snake,Horse,Goat,Monkey,Rooster,Dog,Pig",animal_arr,",")
split("Wood,Fire,Earth,Metal,Water",element_arr,",")
n = split("1935,1938,1968,1972,1976,1984,1985,2017",year_arr,",")
for (i=1; i<=n; i++) {
year = year_arr[i]
element = element_arr[int((year-4)%10/2)+1]
animal = animal_arr[(year-4)%12+1]
yy = (year%2 == 0) ? "Yang" : "Yin"
printf("%4d %-7s %-7s %s\n",year,element,animal,yy)
}
exit(0)
}
- Output:
year element animal aspect 1935 Wood Pig Yin 1938 Earth Tiger Yang 1968 Earth Monkey Yang 1972 Water Rat Yang 1976 Fire Dragon Yang 1984 Wood Rat Yang 1985 Wood Ox Yin 2017 Fire Rooster Yin
BASIC
BASIC256
# Chinese zodiac
elementos = {"Wood", "Fire", "Earth", "Metal", "Water"}
animales = {"Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake", "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"}
aspectos = {"Yang","Yin"}
tallo_celestial = {'甲', '乙', '丙', '丁', '戊', '己', '庚', '辛', '壬', '癸'}
rama_terrestre = {'子','丑','寅','卯','辰','巳','午','未','申','酉','戌','亥'}
tallos_pinyin = {"jiă","yĭ","bĭng","dīng","wù","jĭ","gēng","xīn","rén","gŭi"}
ramas_pinyin = {"zĭ","chŏu","yín","măo","chén","sì","wŭ","wèi","shēn","yŏu","xū","hài"}
years = {1935, 1938, 1968, 1972, 1976, 1984, 2017}
For i = 0 To years[?]-1
xYear = years[i]
yElemento = elementos[((xYear - 4) % 10) \ 2]
yAnimal = animales[ (xYear - 4) % 12 ]
yAspectos = aspectos[ xYear % 2 ]
ytallo_celestial = tallo_celestial[((xYear - 4) % 10)]
yrama_terrestre = rama_terrestre[ (xYear - 4) % 12 ]
ytallos_pinyin = tallos_pinyin[ ((xYear - 4) % 10)]
yramas_pinyin = ramas_pinyin[ (xYear - 4) % 12 ]
ciclo = ((xYear - 4) % 60) + 1
Print xYear & ": " & ytallo_celestial & yrama_terrestre & " (" & ytallos_pinyin & "-" & yramas_pinyin & ", " & yElemento & " " & yAnimal & "; " & yAspectos & " - ciclo " &ciclo & "/60)"
Next i
End- Output:
1935: 乙亥 (yĭ-hài, Wood Pig; Yin - ciclo 12/60) 1938: 戊寅 (wù-yín, Earth Tiger; Yang - ciclo 15/60) 1968: 戊申 (wù-shēn, Earth Monkey; Yang - ciclo 45/60) 1972: 壬子 (rén-zĭ, Water Rat; Yang - ciclo 49/60) 1976: 丙辰 (bĭng-chén, Fire Dragon; Yang - ciclo 53/60) 1984: 甲子 (jiă-zĭ, Wood Rat; Yang - ciclo 1/60) 2017: 丁酉 (dīng-yŏu, Fire Rooster; Yin - ciclo 34/60)
Chipmunk Basic
100 rem Chinese zodiac
110 cls
120 dim animals$(12)
130 for i = 0 to ubound(animals$)-1 : read animals$(i) : next i
140 dim elements$(5)
150 for i = 0 to ubound(elements$)-1 : read elements$(i) : next i
160 dim yinyang$(2)
170 yinyang$(0) = "Yang" : yinyang$(1) = "Yin"
180 dim years(7)
190 for i = 0 to ubound(years)-1 : read years(i) : next i
200 for i = 0 to ubound(years)-1
210 xyear = years(i)
220 yelement$ = elements$(((xyear-4) mod 10)/2)
230 yanimal$ = animals$((xyear-4) mod 12)
240 yyinyang$ = yinyang$(xyear mod 2)
250 nn = ((xyear-4) mod 60)+1
260 print xyear "is the year of the " yelement$ " " yanimal$ " (" yyinyang$ ")."
270 next i
280 end
290 data "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"
300 data "Wood","Fire","Earth","Metal","Water"
310 data 1935,1938,1968,1972,1976,1984,2017
- Output:
Same as Yabasic entry.
GW-BASIC
The MSX BASIC solution works without any changes.
MSX Basic
100 REM Chinese zodiac
110 CLS
120 PRINT " **** Chinese zodiac ****"
130 DIM animals$(12)
140 FOR i = 0 TO 11
150 READ animals$(i)
160 NEXT i
170 DIM elements$(5)
180 FOR i = 0 TO 4
190 READ elements$(i)
200 NEXT i
210 DIM yinyang$(2)
220 yinyang$(0) = "Yang"
230 yinyang$(1) = "Yin"
240 DIM years(7)
250 FOR i = 0 TO 6
260 READ years(i)
270 NEXT i
280 FOR i = 0 TO 6
290 xyear = years(i)
300 yelement$ = elements$(((xyear-4) MOD 10)/2)
310 yanimal$ = animals$((xyear-4) MOD 12)
320 yyinyang$ = yinyang$(xyear MOD 2)
330 nn = ((xyear-4) MOD 60)+1
340 PRINT xyear; "is the year of the "; yelement$; " "; yanimal$; " ("; yyinyang$; ")."
350 NEXT i
360 END
370 DATA "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"
380 DATA "Wood","Fire","Earth","Metal","Water"
390 DATA 1935,1938,1968,1972,1976,1984,2017
- Output:
https://www.dropbox.com/s/ckhu3u5pbwq7p5n/Chinese_zodiac%20%28MSX%29.png?dl=0
IS-BASIC
100 PROGRAM "Zodiac.bas"
110 STRING ANIMALS$(0 TO 11)*7,ELEMENTS$(0 TO 4)*5,YINYANG$(0 TO 1)*4
120 FOR I=0 TO 11
130 READ ANIMALS$(I)
140 NEXT
150 FOR I=0 TO 4
160 READ ELEMENTS$(I)
170 NEXT
180 LET YINYANG$(0)="Yang":LET YINYANG$(1)="Yin"
190 CALL ZODIAC(1935):CALL ZODIAC(1938)
200 CALL ZODIAC(1968):CALL ZODIAC(1972)
210 CALL ZODIAC(1976):CALL ZODIAC(2017)
220 DEF ZODIAC(YEAR)
230 LET YELEMENT$=ELEMENTS$(MOD((YEAR-4),10)/2)
240 LET YANIMAL$=ANIMALS$(MOD((YEAR-4),12))
250 LET YYINYANG$=YINYANG$(MOD(YEAR,2))
260 PRINT YEAR;"is the year of the ";YELEMENT$;" ";YANIMAL$;" (";YYINYANG$;")."
270 END DEF
280 DATA Rat,Ox,Tiger,Rabbit,Dragon,Snake, Horse,Goat,Monkey,Rooster,Dog,Pig
290 DATA Wood,Fire,Earth,Metal,WaterQBasic
10 REM Chinese zodiac
20 CLS
30 DIM animals$(12)
40 DIM elements$(5)
50 DIM yinyang$(2)
70 FOR i = 0 TO 11
80 READ animals$(i)
90 NEXT i
110 FOR i = 0 TO 4
120 READ elements$(i)
130 NEXT i
140 yinyang$(0) = "Yang": yinyang$(1) = "Yin"
150 DIM years(7)
170 FOR i = 0 TO 6
180 READ years(i)
190 NEXT i
200 FOR i = 0 TO 6
210 xyear = years(i)
220 yelement$ = elements$(((xyear - 4) MOD 10) / 2)
230 yanimal$ = animals$((xyear - 4) MOD 12)
240 yyinyang$ = yinyang$(xyear MOD 2)
250 nn = ((xyear - 4) MOD 60) + 1
260 PRINT xyear; "is the year of the "; yelement$; " "; yanimal$; " ("; yyinyang$; ")."
270 NEXT i
280 END
290 DATA "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"
300 DATA "Wood","Fire","Earth","Metal","Water"
310 DATA 1935,1938,1968,1972,1976,1984,2017
- Output:
Same as Yabasic entry.
Befunge
0" :raeY">:#,_55+"< /8"&>+:66+%00p:55+v
v"Aspect: "0++88*5%2\0\+1%"<":p01++66/2%<
>00g5g7-0" :laminA"10g5g"<"+0" :tnemelE"v
v!:,+55$_v#!-*84,:g+5/< >:#,_$.,,.,@ >0#<
_>>:#,_$>>1+::"("%\"("^ ^"Cycle: " <<<<
$'-4;AGLS[_ %*06yang yin Rat Ox Tiger R |
abbit Dragon Snake Horse Goat Monkey Roo |
ster Dog Pig Wood Fire Earth Metal Water |
- Output:
Year: 2018 Element: Earth Animal: Dog Aspect: yang Cycle: 35 / 60
C
#include <math.h>
#include <stdio.h>
const char* animals[] = { "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig" };
const char* elements[] = { "Wood","Fire","Earth","Metal","Water" };
const char* getElement(int year) {
int element = (int)floor((year - 4) % 10 / 2);
return elements[element];
}
const char* getAnimal(int year) {
return animals[(year - 4) % 12];
}
const char* getYY(int year) {
if (year % 2 == 0) {
return "yang";
} else {
return "yin";
}
}
int main() {
int years[] = { 1935, 1938, 1968, 1972, 1976, 2017 };
int i;
//the zodiac cycle didnt start until 4 CE, so years <4 shouldnt be valid
for (i = 0; i < 6; ++i) {
int year = years[i];
printf("%d is the year of the %s %s (%s).\n", year, getElement(year), getAnimal(year), getYY(year));
}
return 0;
}
- Output:
1935 is the year of the Wood Pig (yin). 1938 is the year of the Earth Tiger (yang). 1968 is the year of the Earth Monkey (yang). 1972 is the year of the Water Rat (yang). 1976 is the year of the Fire Dragon (yang). 2017 is the year of the Fire Rooster (yin).
C#
using System;
namespace ChineseZodiac {
class Program {
static string[] animals = { "Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake", "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig" };
static string[] elements = { "Wood", "Fire", "Earth", "Metal", "Water" };
static string[] animalChars = { "子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥" };
static string[,] elementChars = { { "甲", "丙", "戊", "庚", "壬" }, { "乙", "丁", "己", "辛", "癸" } };
static string getYY(int year) {
if (year % 2 == 0) {
return "yang";
}
return "yin";
}
static void Main(string[] args) {
Console.OutputEncoding = System.Text.Encoding.UTF8;
int[] years = { 1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017 };
for (int i = 0; i < years.Length; i++) {
int ei = (int)Math.Floor((years[i] - 4.0) % 10 / 2);
int ai = (years[i] - 4) % 12;
Console.WriteLine("{0} is the year of the {1} {2} ({3}). {4}{5}", years[i], elements[ei], animals[ai], getYY(years[i]), elementChars[years[i] % 2, ei], animalChars[(years[i] - 4) % 12]);
}
}
}
}
- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
C++
#include <iostream>
#include <cmath>
using namespace std;
const string animals[]={"Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"};
const string elements[]={"Wood","Fire","Earth","Metal","Water"};
string getElement(int year)
{
int element = floor((year-4)%10/2);
return elements[element];
}
string getAnimal(int year)
{
return animals[(year-4)%12];
}
string getYY(int year)
{
if(year%2==0)
{
return "yang";
}
else
{
return "yin";
}
}
int main()
{
int years[]={1935,1938,1968,1972,1976,2017};
//the zodiac cycle didnt start until 4 CE, so years <4 shouldnt be valid
for(int i=0;i<6;i++)
{
cout << years[i] << " is the year of the " << getElement(years[i]) << " " << getAnimal(years[i]) << " (" << getYY(years[i]) << ")." << endl;
}
return 0;
}
- Output:
1935 is the year of the Wood Pig (yin). 1938 is the year of the Earth Tiger (yang). 1968 is the year of the Earth Monkey (yang). 1972 is the year of the Water Rat (yang). 1976 is the year of the Fire Dragon (yang). 2017 is the year of the Fire Rooster (yin).
Clojure
(def base-year 4)
(def celestial-stems ["甲" "乙" "丙" "丁" "戊" "己" "庚" "辛" "壬" "癸"])
(def terrestrial-branches ["子" "丑" "寅" "卯" "辰" "巳" "午" "未" "申" "酉" "戌" "亥"])
(def zodiac-animals ["Rat" "Ox" "Tiger" "Rabbit" "Dragon" "Snake" "Horse" "Goat" "Monkey" "Rooster" "Dog" "Pig"])
(def elements ["Wood" "Fire" "Earth" "Metal" "Water"])
(def aspects ["yang" "yin"])
(def pinyin (zipmap (concat celestial-stems terrestrial-branches)
'("jiă" "yĭ" "bĭng" "dīng" "wù" "jĭ" "gēng" "xīn" "rén" "gŭi"
"zĭ" "chŏu" "yín" "măo" "chén" "sì" "wŭ" "wèi" "shēn" "yŏu" "xū" "hài")))
(defn chinese-zodiac [year]
(let [cycle-year (- year base-year)
cycle-position (inc (mod cycle-year 60))
stem-number (mod cycle-year 10)
stem-han (nth celestial-stems stem-number)
stem-pinyin (get pinyin stem-han)
element-number (int (Math/floor (/ stem-number 2)))
element (nth elements element-number)
branch-number (mod cycle-year 12)
branch-han (nth terrestrial-branches branch-number)
branch-pinyin (get pinyin branch-han)
zodiac-animal (nth zodiac-animals branch-number)
aspect-number (mod cycle-year 2)
aspect (nth aspects aspect-number)]
(println (format "%s: %s%s (%s-%s, %s %s; %s - cycle %s/60)"
year stem-han branch-han stem-pinyin branch-pinyin element zodiac-animal aspect cycle-position))))
(defn -main [& args]
(doseq [years (map read-string args)]
(chinese-zodiac years)))
- Output:
$ lein run 1935 1938 1968 1972 1976 1984 2017 1935: 乙亥 (yĭ-hài, Wood Pig; yin - cycle 12/60) 1938: 戊寅 (wù-yín, Earth Tiger; yang - cycle 15/60) 1968: 戊申 (wù-shēn, Earth Monkey; yang - cycle 45/60) 1972: 壬子 (rén-zĭ, Water Rat; yang - cycle 49/60) 1976: 丙辰 (bĭng-chén, Fire Dragon; yang - cycle 53/60) 1984: 甲子 (jiă-zĭ, Wood Rat; yang - cycle 1/60) 2017: 丁酉 (dīng-yŏu, Fire Rooster; yin - cycle 34/60)
Commodore BASIC
1000 rem display the chinese zodiac for a given year
1010 poke 53281,7: rem yellow background
1020 poke 53280,2: rem red border
1030 poke 646,2: rem red text
1040 h1$="chinese zodiac":gosub 2000 set-heading
1050 gosub 3000 initialize-data
1060 print
1070 print "enter year (return to quit):";
1080 get k$:if k$="" then 1080
1090 if k$=chr$(13) then end
1100 poke 631,asc(k$):poke 198,1:rem ungetc(k$)
1110 open 1,0: input#1, y$: close 1:print
1120 if val(y$)=0 and y$<>"0" then print chr$(145):goto 1060
1130 y=val(y$)-4
1140 sy=fnym(60): rem year of the sexagesimal cycle
1150 cs=fnym(10): rem celestial stem
1160 tb=fnym(12): rem terrestrial branch
1170 el=int(cs/2): rem element
1180 za=tb: rem zodiac animal
1190 as=fnym(2): rem aspect
1200 print
1210 print "the chinese year beginning in ce "y$
1220 print "is "cs$(cs)"-"tb$(tb)", year"(sy+1)"of 60,"
1230 print "the year of the "el$(el)" "za$(za)" ("as$(as)")."
1260 goto 1060
1270 end
2000 print chr$(147);chr$(18);"****";
2010 sp=32-len(h1$)
2020 for i=1 to int(sp/2)
2030 : print " ";
2040 next i
2050 print h1$;
2060 for i=i to sp
2070 : print " ";
2080 next i
2090 print "****";
2100 return
3000 dim cs$(9): rem ten celestial stems
3010 dim tb$(11): rem twelve terrestrial branches
3020 dim za$(11): rem twelve "zodiac" animals
3030 dim el$(4): rem five elements
3040 dim as$(1): rem two aspects
3050 for i=0 to 9
3060 : read cs$(i)
3070 next i
3080 data jia3, yi3, bing3, ding1, wu4
3090 data ji3, geng1, xin1, ren2, gui3
3100 for i=0 to 11
3110 : read tb$(i)
3120 next i
3130 data zi3, chou3, yin2, mao3
3140 data chen2, si4, wu3, wei4
3150 data shen2, you3, xu1, hai4
3160 for i=0 to 11
3170 : read za$(i)
3180 next i
3190 data rat, ox, tiger, rabbit
3200 data dragon, snake, horse, goat
3210 data monkey, rooster, dog, pig
3220 for i=0 to 4
3230 : read el$(i)
3240 next i
3250 data wood, fire, earth
3260 data metal, water
3270 for i=0 to 1
3280 : read as$(i)
3290 next i
3300 data yang, yin
3310 rem year-mod function
3320 def fnym(d) = y - int(y/d)*d
3330 return
- Output:
https://i.imgur.com/f3Fo1xm.png
Common Lisp
; Any CE Year that was the first of a 60-year cycle
(defconstant base-year 1984)
(defconstant celestial-stems
'("甲" "乙" "丙" "丁" "戊" "己" "庚" "辛" "壬" "癸"))
(defconstant terrestrial-branches
'("子" "丑" "寅" "卯" "辰" "巳" "午" "未" "申" "酉" "戌" "亥"))
(defconstant zodiac-animals
'("Rat" "Ox" "Tiger" "Rabbit" "Dragon" "Snake"
"Horse" "Goat" "Monkey" "Rooster" "Dog" "Pig"))
(defconstant elements '("Wood" "Fire" "Earth" "Metal" "Water"))
(defconstant aspects '("yang" "yin"))
(defconstant pinyin
(pairlis (append celestial-stems terrestrial-branches)
'("jiă" "yĭ" "bĭng" "dīng" "wù" "jĭ" "gēng" "xīn" "rén" "gŭi"
"zĭ" "chŏu" "yín" "măo" "chén" "sì" "wŭ" "wèi" "shēn" "yŏu" "xū" "hài")))
(defun this-year () (nth 5 (multiple-value-list (get-decoded-time))))
(defun pinyin-for (han) (cdr (assoc han pinyin :test #'string=)))
(defun chinese-zodiac (&rest years)
(loop for ce-year in (if (null years) (list (this-year)) years) collecting
(let* ((cycle-year (- ce-year base-year))
(stem-number (mod cycle-year 10))
(stem-han (nth stem-number celestial-stems))
(stem-pinyin (pinyin-for stem-han))
(element-number (floor stem-number 2))
(element (nth element-number elements))
(branch-number (mod cycle-year 12))
(branch-han (nth branch-number terrestrial-branches))
(branch-pinyin (pinyin-for branch-han))
(zodiac-animal (nth branch-number zodiac-animals))
(aspect-number (mod cycle-year 2))
(aspect (nth aspect-number aspects)))
(cons ce-year (list stem-han branch-han stem-pinyin branch-pinyin element zodiac-animal aspect)))))
(defun get-args ()
(or
#+CLISP *args*
#+SBCL (cdr *posix-argv*)
#+LISPWORKS system:*line-arguments-list*
#+CMU extensions:*command-line-words*
nil))
(loop for cz in (apply #'chinese-zodiac (mapcar #'read-from-string (get-args)))
doing
(format t "~{~a: ~a~a (~a-~a, ~a ~a; ~a)~%~}" cz))
- Output:
$ sbcl --script cz.cl
2017: 丁酉 (dīng-yŏu, Fire Rooster; yin)
$ clisp cz.cl 193{5,8} 194{1,7} 1968 197{2,6}
1935: 乙亥 (yĭ-hài, Wood Pig; yin)
1938: 戊寅 (wù-yín, Earth Tiger; yang)
1941: 辛巳 (xīn-sì, Metal Snake; yin)
1947: 丁亥 (dīng-hài, Fire Pig; yin)
1968: 戊申 (wù-shēn, Earth Monkey; yang)
1972: 壬子 (rén-zĭ, Water Rat; yang)
1976: 丙辰 (bĭng-chén, Fire Dragon; yang)
D
import std.stdio;
// 10 heavenly stems
immutable tiangan=[
["甲","乙","丙","丁","戊","己","庚","辛","壬","癸"],
["jiă","yĭ","bĭng","dīng","wù","jĭ","gēng","xīn","rén","gŭi"]
];
// 12 terrestrial branches
immutable dizhi=[
["子","丑","寅","卯","辰","巳","午","未","申","酉","戌","亥"],
["zĭ","chŏu","yín","măo","chén","sì","wŭ","wèi","shēn","yŏu","xū","hài"]
];
// 5 elements
immutable wuxing=[
["木","火","土","金","水"],
["mù","huǒ","tǔ","jīn","shuǐ"],
["wood","fire","earth","metal","water"]
];
// 12 symbolic animals
immutable shengxiao=[
["鼠","牛","虎","兔","龍","蛇","馬","羊","猴","鸡","狗","豬"],
["shǔ","niú","hǔ","tù","lóng","shé","mǎ","yáng","hóu","jī","gǒu","zhū"],
["rat","ox","tiger","rabbit","dragon","snake","horse","goat","monkey","rooster","dog","pig"]
];
// yin yang
immutable yinyang=[
["阳","阴"],
["yáng","yīn"]
];
void main(string[] args) {
process(args[1..$]);
}
void process(string[] years) {
import std.conv;
foreach(yearStr; years) {
try {
auto year = to!int(yearStr);
auto cy = year - 4;
auto stem = cy % 10;
auto branch = cy % 12;
writefln("%4s %-11s %-7s %-10s%s", year,tiangan[0][stem]~dizhi[0][branch], wuxing[0][stem/2], shengxiao[0][branch], yinyang[0][year%2]);
writefln(" %-12s%-8s%-10s%s", tiangan[1][stem]~dizhi[1][branch], wuxing[1][stem/2], shengxiao[1][branch], yinyang[1][year%2]);
writefln(" %2s/60 %-7s%s", cy%60+1, wuxing[2][stem/2], shengxiao[2][branch]);
writeln;
} catch (ConvException e) {
stderr.writeln("Not a valid year: ", yearStr);
}
}
}
- Output:
1935 乙亥 木 豬 阴
yĭhài mù zhū yīn
12/60 wood pig
1938 戊寅 土 虎 阳
wùyín tǔ hǔ yáng
15/60 earth tiger
1968 戊申 土 猴 阳
wùshēn tǔ hóu yáng
45/60 earth monkey
1972 壬子 水 鼠 阳
rénzĭ shuǐ shǔ yáng
49/60 water rat
1976 丙辰 火 龍 阳
bĭngchén huǒ lóng yáng
53/60 fire dragon
1984 甲子 木 鼠 阳
jiăzĭ mù shǔ yáng
1/60 wood rat
2017 丁酉 火 鸡 阴
dīngyŏu huǒ jī yīn
34/60 fire rooster
Dart
Set animals = {'Rat','Ox','Tiger','Rabbit','Dragon','Snake','Horse','Goat','Monkey','Rooster','Dog','Pig'};
Set elements = {'Wood', 'Fire', 'Earth', 'Metal', 'Water'};
String getElement(num year) {
num element = ((year - 4) % 10 / 2);
return elements.elementAt(element.floor());
}
String getAnimal(int year) {
return animals.elementAt((year - 4) % 12);
}
String getYY(int year) {
return (year % 2 == 0) ? 'Yang' : 'Yin';
}
void main() {
Set years = {1935, 1938, 1968, 1972, 1976, 2017};
//the zodiac cycle didnt start until 4 CE, so years <4 shouldnt be valid
for (int i = 0; i < 6; i++) {
int indice = years.elementAt(i);
print('$indice is the year of the ${getElement(indice)} ${getAnimal(indice)} (${getYY(indice)}).');
}
}
- Output:
Same as Yabasic entry.
Delphi
program Chinese_zodiac;
{$APPTYPE CONSOLE}
uses
Winapi.Windows,
System.SysUtils,
System.Math;
type
TElements = array of array of char;
TChineseZodiac = record
Year: Integer;
Yyear: string;
Animal: string;
Element: string;
AnimalChar: char;
ElementChar: char;
procedure Assign(aYear: Integer);
function ToString: string;
end;
const
animals: TArray<string> = ['Rat', 'Ox', 'Tiger', 'Rabbit', 'Dragon', 'Snake',
'Horse', 'Goat', 'Monkey', 'Rooster', 'Dog', 'Pig'];
elements: TArray<string> = ['Wood', 'Fire', 'Earth', 'Metal', 'Water'];
animalChars: TArray<char> = ['子', '丑', '寅', '卯', '辰', '巳', '午', '未', '申', '酉',
'戌', '亥'];
elementChars: TElements = [['甲', '丙', '戊', '庚', '壬'], ['乙', '丁', '己', '辛', '癸']];
function getYY(year: Integer): string;
begin
if (year mod 2) = 0 then
begin
Exit('yang');
end;
Exit('yin');
end;
{ TChineseZodiac }
procedure TChineseZodiac.Assign(aYear: Integer);
var
ei, ai: Integer;
begin
ei := Trunc(Floor((Trunc(aYear - 4.0) mod 10) / 2));
ai := (aYear - 4) mod 12;
year := aYear;
Element := elements[ei];
Animal := animals[ai];
ElementChar := elementChars[aYear mod 2, ei];
AnimalChar := animalChars[(aYear - 4) mod 12];
Yyear := getYY(aYear);
end;
var
z: TChineseZodiac;
years: TArray<Integer> = [1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017];
year: integer;
function TChineseZodiac.ToString: string;
begin
Result := Format('%d is the year of the %s %s (%s). %s%s', [year, Element,
Animal, Yyear, ElementChar, AnimalChar]);
end;
var
Outfile: TextFile;
Written: Cardinal;
begin
SetConsoleOutputCP(CP_UTF8);
AssignFile(Outfile, 'Output.txt', CP_UTF8);
Rewrite(Outfile);
for year in years do
begin
z.Assign(year);
Writeln(Outfile, z.ToString);
Writeln(z.ToString);
end;
CloseFile(Outfile);
Readln;
end.
- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
EasyLang
animal$[] = [ "Rat" "Ox" "Tiger" "Rabbit" "Dragon" "Snake" "Horse" "Goat" "Monkey" "Rooster" "Dog" "Pig" ]
element$[] = [ "Wood" "Fire" "Earth" "Metal" "Water" ]
yingyang$[] = [ "Yang" "Yin" ]
animal_ch$[] = strchars "子丑寅卯辰巳午未申酉戌亥"
stem_ch$[] = strchars "甲乙丙丁戊己庚辛壬癸"
#
proc get year . el$ an$ yy$ anch$ stch$ .
idx = (year - 4) mod 10
el$ = element$[idx div 2 + 1]
stch$ = stem_ch$[idx + 1]
idx = (year - 4) mod 12
an$ = animal$[idx + 1]
anch$ = animal_ch$[idx + 1]
yy$ = yingyang$[year mod 2 + 1]
.
proc zodiac year . .
get year el$ an$ yy$ anch$ stch$
print year
cycle = (year - 1983) mod1 60
print " " & el$ & " " & an$ & " " & yy$ & " " & cycle & "/60"
print " " & stch$ & anch$
print ""
.
zodiac 1935
zodiac 1938
zodiac 1968
zodiac 1972
zodiac 1976
zodiac 1984
zodiac 2017
ed
# by Artyom Bologov
H
# decimal -> unary
g/[^0-9]\{1,\}/s///g
g/^0\{1,\}\([0-9]\)/s//\1/
g/^9\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiiii/
g/^8\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiii/
g/^7\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiii/
g/^6\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiii/
g/^5\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiii/
g/^4\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiii/
g/^3\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iii/
g/^2\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2ii/
g/^1\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2i/
g/^0\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2/
g/^9\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiiii/
g/^8\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiii/
g/^7\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiii/
g/^6\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiii/
g/^5\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiii/
g/^4\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiii/
g/^3\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iii/
g/^2\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2ii/
g/^1\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2i/
g/^0\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2/
g/^9\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiiii/
g/^8\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiii/
g/^7\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiii/
g/^6\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiii/
g/^5\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiii/
g/^4\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiii/
g/^3\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iii/
g/^2\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2ii/
g/^1\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2i/
g/^0\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2/
g/^9\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiiii/
g/^8\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiii/
g/^7\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiii/
g/^6\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiii/
g/^5\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiii/
g/^4\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiii/
g/^3\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iii/
g/^2\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2ii/
g/^1\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2i/
g/^0\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2/
g/^9\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiiii/
g/^8\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiiii/
g/^7\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiiii/
g/^6\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiiii/
g/^5\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiiii/
g/^4\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iiii/
g/^3\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2iii/
g/^2\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2ii/
g/^1\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2i/
g/^0\([0-9]*\)\(i*\)/s//\1\2\2\2\2\2\2\2\2\2\2/
# Subtract 4 for 0-indexed cycles
g/i/s/iiii//
# Animal
g/^\(i\{12\}\)*$/s//& Rat/
g/^\(i\{12\}\)*i$/s//& Ox/
g/^\(i\{12\}\)*ii$/s//& Tiger/
g/^\(i\{12\}\)*iii$/s//& Rabbit/
g/^\(i\{12\}\)*iiii$/s//& Dragon/
g/^\(i\{12\}\)*iiiii$/s//& Snake/
g/^\(i\{12\}\)*iiiiii$/s//& Horse/
g/^\(i\{12\}\)*iiiiiii$/s//& Goat/
g/^\(i\{12\}\)*iiiiiiii$/s//& Monkey/
g/^\(i\{12\}\)*iiiiiiiii$/s//& Rooster/
g/^\(i\{12\}\)*iiiiiiiiii$/s//& Dog/
g/^\(i\{12\}\)*iiiiiiiiiii$/s//& Pig/
# Yin-Yang
g/^\(i\{2\}\)*\>/s//& Yang/
g/^\(i\{2\}\)*i\>/s//& Yin/
# Element
g/^\(i\{10\}\)*\>/s//Wood/
g/^\(i\{10\}\)*i\>/s//Wood/
g/^\(i\{10\}\)*ii\>/s//Fire/
g/^\(i\{10\}\)*iii\>/s//Fire/
g/^\(i\{10\}\)*iiii\>/s//Earth/
g/^\(i\{10\}\)*iiiii\>/s//Earth/
g/^\(i\{10\}\)*iiiiii\>/s//Metal/
g/^\(i\{10\}\)*iiiiiii\>/s//Metal/
g/^\(i\{10\}\)*iiiiiiii\>/s//Water/
g/^\(i\{10\}\)*iiiiiiiii\>/s//Water/
,p
Q
- Output:
$ ed -s chinese-zodiak.input < chinese-zodiak.ed Newline appended Wood Yin Pig Earth Yang Tiger Earth Yang Monkey Water Yang Rat Fire Yang Dragon Fire Yin Rooster
Excel
LAMBDA
Binding the name to the following lambda expressions in the Name Manager of the Excel WorkBook:
(See LAMBDA: The ultimate Excel worksheet function)
CNZODIAC
=LAMBDA(y,
APPENDCOLS(
APPENDCOLS(
APPENDCOLS(
CNYEARNAME(y)
)(
CNYEARELEMENT(y)
)
)(
CNYEARANIMAL(y)
)
)(
CNYEARYINYANG(y)
)
)
CNYEARANIMAL
=LAMBDA(y,
LET(
shengxiao, {
"鼠","shǔ","rat";
"牛","niú","ox";
"虎","hǔ","tiger";
"兔","tù","rabbit";
"龍","lóng","dragon";
"蛇","shé","snake";
"馬","mǎ","horse";
"羊","yáng","goat";
"猴","hóu","monkey";
"鸡","jī","rooster";
"狗","gǒu","dog";
"豬","zhū","pig"
},
iYear, y - 4,
iBranch, 1 + MOD(iYear, 12),
TRANSPOSE(
INDEX(shengxiao, iBranch)
)
)
)
CNYEARELEMENT
=LAMBDA(y,
LET(
wuxing, {
"木","mù","wood";
"火","huǒ","fire";
"土","tǔ","earth";
"金","jīn","metal";
"水","shuǐ","water"
},
iYear, y - 4,
iStem, MOD(iYear, 10),
TRANSPOSE(
INDEX(
wuxing,
1 + QUOTIENT(
iStem,
2
)
)
)
)
)
CNYEARNAME
=LAMBDA(y,
LET(
tiangan, {
"甲","jiă";
"乙","yĭ";
"丙","bĭng";
"丁","dīng";
"戊","wù";
"己","jĭ";
"庚","gēng";
"辛","xīn";
"壬","rén";
"癸","gŭi"
},
dizhi, {
"子","zĭ";
"丑","chŏu";
"寅","yín";
"卯","măo";
"辰","chén";
"巳","sì";
"午","wŭ";
"未","wèi";
"申","shēn";
"酉","yŏu";
"戌","xū";
"亥","hài"
},
iYear, y - 4,
iStem, 1 + MOD(iYear, 10),
iBranch, 1 + MOD(iYear, 12),
iIndex, 1 + MOD(iYear, 60),
stem, INDEX(tiangan, iStem),
branch, INDEX(dizhi, iBranch),
APPENDROWS(
APPENDROWS(
CONCAT(INDEX(stem, 1), INDEX(branch, 1))
)(
CONCAT(INDEX(stem, 2), INDEX(branch, 2))
)
)(iIndex & "/60")
)
)
CNYEARYINYANG
=LAMBDA(y,
LET(
yinyang, {
"阳","yáng", "bright";
"阴","yīn", "dark"
},
TRANSPOSE(
INDEX(
yinyang,
1 + MOD(y - 4, 2)
)
)
)
)
and also assuming the following generic bindings in the Name Manager for the WorkBook:
APPENDCOLS
=LAMBDA(xs,
LAMBDA(ys,
LET(
nx, COLUMNS(xs),
colIndexes, SEQUENCE(1, nx + COLUMNS(ys)),
rowIndexes, SEQUENCE(MAX(ROWS(xs), ROWS(ys))),
IFERROR(
IF(nx < colIndexes,
INDEX(ys, rowIndexes, colIndexes - nx),
INDEX(xs, rowIndexes, colIndexes)
),
NA()
)
)
)
)
APPENDROWS
=LAMBDA(xs,
LAMBDA(ys,
LET(
nx, ROWS(xs),
rowIndexes, SEQUENCE(nx + ROWS(ys)),
colIndexes, SEQUENCE(
1,
MAX(COLUMNS(xs), COLUMNS(ys))
),
IFERROR(
IF(rowIndexes <= nx,
INDEX(xs, rowIndexes, colIndexes),
INDEX(ys, rowIndexes - nx, colIndexes)
),
NA()
)
)
)
)
- Output:
The formula in cell B2 defines a dynamic array, populating the grid B2:E4
| fx | =CNZODIAC(A2) | |||||
|---|---|---|---|---|---|---|
| A | B | C | D | E | ||
| 1 | Year | Name | Element | Animal | Yinyang | |
| 2 | 1935 | 乙亥 | 木 | 豬 | 阴 | |
| 3 | yĭhài | mù | zhū | yīn | ||
| 4 | 12/60 | wood | pig | dark | ||
| 5 | 1938 | 戊寅 | 土 | 虎 | 阳 | |
| 6 | wùyín | tǔ | hǔ | yáng | ||
| 7 | 15/60 | earth | tiger | bright | ||
| 8 | 1968 | 戊申 | 土 | 猴 | 阳 | |
| 9 | wùshēn | tǔ | hóu | yáng | ||
| 10 | 45/60 | earth | monkey | bright | ||
| 11 | 1972 | 壬子 | 水 | 鼠 | 阳 | |
| 12 | rénzĭ | shuǐ | shǔ | yáng | ||
| 13 | 49/60 | water | rat | bright | ||
| 14 | 1976 | 丙辰 | 火 | 龍 | 阳 | |
| 15 | bĭngchén | huǒ | lóng | yáng | ||
| 16 | 53/60 | fire | dragon | bright | ||
| 17 | 1984 | 甲子 | 木 | 鼠 | 阳 | |
| 18 | jiăzĭ | mù | shǔ | yáng | ||
| 19 | 1/60 | wood | rat | bright | ||
| 20 | 2017 | 丁酉 | 火 | 鸡 | 阴 | |
| 21 | dīngyŏu | huǒ | jī | yīn | ||
| 22 | 34/60 | fire | rooster | dark | ||
| 23 | 2021 | 辛丑 | 金 | 牛 | 阴 | |
| 24 | xīnchŏu | jīn | niú | yīn | ||
| 25 | 38/60 | metal | ox | dark | ||
| 26 | 2022 | 壬寅 | 水 | 虎 | 阳 | |
| 27 | rényín | shuǐ | hǔ | yáng | ||
| 28 | 39/60 | water | tiger | bright | ||
F#
open System
let animals = ["Rat";"Ox";"Tiger";"Rabbit";"Dragon";"Snake";"Horse";"Goat";"Monkey";"Rooster";"Dog";"Pig"]
let elements = ["Wood";"Fire";"Earth";"Metal";"Water"]
let years = [1935;1938;1968;1972;1976;1984;1985;2017]
let getZodiac(year: int) =
let animal = animals.Item((year-4)%12)
let element = elements.Item(((year-4)%10)/2)
let yy = if year%2 = 0 then "(Yang)" else "(Yin)"
String.Format("{0} is the year of the {1} {2} {3}", year, element, animal, yy)
[<EntryPoint>]
let main argv =
let mutable string = ""
for i in years do
string <- getZodiac(i)
printf "%s" string
Console.ReadLine() |> ignore
0 // return an integer exit code
- Output:
1935 is the year of the Wood Pig (Yin) 1938 is the year of the Earth Tiger (Yang) 1968 is the year of the Earth Monkey (Yang) 1972 is the year of the Water Rat (Yang) 1976 is the year of the Fire dragon (Yang) 1984 is the year of the Wood Rat (Yang) 1985 is the year of the Wood Ox (Yin) 2017 is the year of the Fire Rooster (Yin)
Factor
USING: circular formatting io kernel math qw sequences
sequences.repeating ;
IN: rosetta-code.zodiac
<PRIVATE
! Offset start index by -4 because first cycle started on 4 CE.
: circularize ( seq -- obj )
[ -4 ] dip <circular> [ change-circular-start ] keep ;
: animals ( -- obj )
qw{
Rat Ox Tiger Rabbit Dragon Snake Horse Goat Monkey
Rooster Dog Pig
} circularize ;
: elements ( -- obj )
qw{ Wood Fire Earth Metal Water } 2 <repeats> circularize ;
PRIVATE>
: zodiac ( n -- str )
dup [ elements nth ] [ animals nth ]
[ even? "yang" "yin" ? ] tri
"%d is the year of the %s %s (%s)." sprintf ;
: zodiac-demo ( -- )
{ 1935 1938 1968 1972 1976 1984 1985 2017 }
[ zodiac print ] each ;
MAIN: zodiac-demo
- Output:
1935 is the year of the Wood Pig (yin). 1938 is the year of the Earth Tiger (yang). 1968 is the year of the Earth Monkey (yang). 1972 is the year of the Water Rat (yang). 1976 is the year of the Fire Dragon (yang). 1984 is the year of the Wood Rat (yang). 1985 is the year of the Wood Ox (yin). 2017 is the year of the Fire Rooster (yin).
Forth
: position ( n -- n ) 4 - 60 mod ;
s" Rat Ox Tiger Rabbit Dragon Snake Horse Goat Monkey RoosterDog Pig "
drop constant animals
: animal ( n -- a u ) 12 mod 7 * animals + 7 -trailing ;
s" Wood Fire EarthMetalWater" drop constant elements
: element ( n -- a u ) 2/ 5 mod 5 * elements + 5 -trailing ;
s" yangyin " drop constant aspects
: aspect ( n -- a u ) 2 mod 4 * aspects + 4 -trailing ;
next-arg s>number? drop d>s position
dup element type space
dup animal type space
aspect '(' emit type ')' emit cr
bye
- Output:
; for (x in 1935 1938 1968 1972 1976 1984 2017) {printf '%s ' $x; gforth zodiac.f $x}
1935 Wood Pig (yin)
1938 Earth Tiger (yang)
1968 Earth Monkey (yang)
1972 Water Rat (yang)
1976 Fire Dragon (yang)
1984 Wood Rat (yang)
2017 Fire Rooster (yin)
FreeBASIC
dim as string yy(0 to 1) = {"yang", "yin"}
dim as string elements(0 to 4) = {"Wood", "Fire", "Earth", "Metal", "Water"}
dim as string animals(0 to 11) = {"Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",_
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"}
dim as uinteger yr, y, e, a, i, tests(0 to 5) = {1801, 1861, 1984, 2020, 2186, 76543}
dim as string outstr
for i = 0 to 5
yr = tests(i)
y = yr mod 2
e = (yr - 4) mod 5
a = (yr - 4) mod 12
outstr = str(yr)+" is the year of the "
outstr += elements(e)+" " + animals(a) + " (" + yy(y) + ")."
print outstr
next i
- Output:
1801 is the year of the Earth Rooster (yin). 1861 is the year of the Earth Rooster (yin). 1984 is the year of the Wood Rat (yang). 2020 is the year of the Fire Rat (yang). 2186 is the year of the Earth Dog (yang). 76543 is the year of the Water Rabbit (yin).
Fōrmulæ
Fōrmulæ programs are not textual, visualization/edition of programs is done showing/manipulating structures but not text. Moreover, there can be multiple visual representations of the same program. Even though it is possible to have textual representation —i.e. XML, JSON— they are intended for storage and transfer purposes more than visualization and edition.
Programs in Fōrmulæ are created/edited online in its website.
In this page you can see and run the program(s) related to this task and their results. You can also change either the programs or the parameters they are called with, for experimentation, but remember that these programs were created with the main purpose of showing a clear solution of the task, and they generally lack any kind of validation.
Solution
Test case
Go
package main
import "fmt"
var (
animalString = []string{"Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"}
stemYYString = []string{"Yang", "Yin"}
elementString = []string{"Wood", "Fire", "Earth", "Metal", "Water"}
stemCh = []rune("甲乙丙丁戊己庚辛壬癸")
branchCh = []rune("子丑寅卯辰巳午未申酉戌亥")
)
func cz(yr int) (animal, yinYang, element, stemBranch string, cycleYear int) {
yr -= 4
stem := yr % 10
branch := yr % 12
return animalString[branch],
stemYYString[stem%2],
elementString[stem/2],
string([]rune{stemCh[stem], branchCh[branch]}),
yr%60 + 1
}
func main() {
for _, yr := range []int{1935, 1938, 1968, 1972, 1976} {
a, yy, e, sb, cy := cz(yr)
fmt.Printf("%d: %s %s, %s, Cycle year %d %s\n",
yr, e, a, yy, cy, sb)
}
}
- Output:
1935: Wood Pig, Yin, Cycle year 12 乙亥 1938: Earth Tiger, Yang, Cycle year 15 戊寅 1968: Earth Monkey, Yang, Cycle year 45 戊申 1972: Water Rat, Yang, Cycle year 49 壬子 1976: Fire Dragon, Yang, Cycle year 53 丙辰
Groovy
class Zodiac {
final static String[] animals = ["Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake", "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"]
final static String[] elements = ["Wood", "Fire", "Earth", "Metal", "Water"]
final static String[] animalChars = ["子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"]
static String[][] elementChars = [["甲", "丙", "戊", "庚", "壬"], ["乙", "丁", "己", "辛", "癸"]]
static String getYY(int year) {
if (year % 2 == 0) {
return "yang"
} else {
return "yin"
}
}
static void main(String[] args) {
int[] years = [1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017]
for (int i = 0; i < years.length; i++) {
println(years[i] + " is the year of the " + elements[(int) Math.floor((years[i] - 4) % 10 / 2)] + " " + animals[(years[i] - 4) % 12] + " (" + getYY(years[i]) + "). " + elementChars[years[i] % 2][(int) Math.floor((years[i] - 4) % 10 / 2)] + animalChars[(years[i] - 4) % 12])
}
}
}
- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
Haskell
(We can use Chinese characters in Haskell names, as long as the first character is lower-case alphabetic)
import Data.Array (Array, listArray, (!))
------------------- TRADITIONAL STRINGS ------------------
ats :: Array Int (Char, String)
ats =
listArray (0, 9) $
zip
-- 天干 tiangan – 10 heavenly stems
"甲乙丙丁戊己庚辛壬癸"
(words "jiă yĭ bĭng dīng wù jĭ gēng xīn rén gŭi")
ads :: Array Int (String, String)
ads =
listArray (0, 11) $
zip
-- 地支 dizhi – 12 terrestrial branches
(chars "子丑寅卯辰巳午未申酉戌亥")
( words $
"zĭ chŏu yín măo chén sì "
<> "wŭ wèi shēn yŏu xū hài"
)
aws :: Array Int (String, String, String)
aws =
listArray (0, 4) $
zip3
-- 五行 wuxing – 5 elements
(chars "木火土金水")
(words "mù huǒ tǔ jīn shuǐ")
(words "wood fire earth metal water")
axs :: Array Int (String, String, String)
axs =
listArray (0, 11) $
zip3
-- 十二生肖 shengxiao – 12 symbolic animals
(chars "鼠牛虎兔龍蛇馬羊猴鸡狗豬")
( words $
"shǔ niú hǔ tù lóng shé "
<> "mǎ yáng hóu jī gǒu zhū"
)
( words $
"rat ox tiger rabbit dragon snake "
<> "horse goat monkey rooster dog pig"
)
ays :: Array Int (String, String)
-- 阴阳 yinyang
ays =
listArray (0, 1) $
zip (chars "阳阴") (words "yáng yīn")
chars :: String -> [String]
chars = (flip (:) [] <$>)
-------------------- TRADITIONAL CYCLES ------------------
f生肖五行年份 y =
let i年份 = y - 4
i天干 = rem i年份 10
i地支 = rem i年份 12
(h天干, p天干) = ats ! i天干
(h地支, p地支) = ads ! i地支
(h五行, p五行, e五行) = aws ! quot i天干 2
(h生肖, p生肖, e生肖) = axs ! i地支
(h阴阳, p阴阳) = ays ! rem i年份 2
in -- 汉子 Chinese characters
[ [show y, h天干 : h地支, h五行, h生肖, h阴阳],
-- Pinyin roman transcription
[[], p天干 <> p地支, p五行, p生肖, p阴阳],
-- English
[ [],
show (rem i年份 60 + 1) <> "/60",
e五行,
e生肖,
[]
]
]
--------------------------- TEST -------------------------
main :: IO ()
main =
mapM_ putStrLn $
showYear
<$> [1935, 1938, 1968, 1972, 1976, 1984, 2017]
------------------------ FORMATTING ----------------------
fieldWidths :: [[Int]]
fieldWidths =
[ [6, 10, 7, 8, 3],
[6, 11, 8, 8, 4],
[6, 11, 8, 8, 4]
]
showYear :: Int -> String
showYear y =
unlines $
( \(ns, xs) ->
concat $
uncurry (`justifyLeft` ' ')
<$> zip ns xs
)
<$> zip fieldWidths (f生肖五行年份 y)
where
justifyLeft n c s = take n (s <> replicate n c)
- Output:
1935 乙亥 木 豬 阴
yĭhài mù zhū yīn
12/60 wood pig
1938 戊寅 土 虎 阳
wùyín tǔ hǔ yáng
15/60 earth tiger
1968 戊申 土 猴 阳
wùshēn tǔ hóu yáng
45/60 earth monkey
1972 壬子 水 鼠 阳
rénzĭ shuǐ shǔ yáng
49/60 water rat
1976 丙辰 火 龍 阳
bĭngchén huǒ lóng yáng
53/60 fire dragon
1984 甲子 木 鼠 阳
jiăzĭ mù shǔ yáng
1/60 wood rat
2017 丁酉 火 鸡 阴
dīngyŏu huǒ jī yīn
34/60 fire rooster
J
ELEMENTS=: _4 |. 2 # ;:'Wood Fire Earth Metal Water'
YEARS=: 1935 1938 1968 1972 1976 2017
ANIMALS=: _4 |. ;:'Rat Ox Tiger Rabbit Dragon Snake Horse Goat Monkey Rooster Dog Pig'
YINYANG=: ;:'yang yin'
cz=: (|~ #)~ { [
ANIMALS cz YEARS
┌───┬─────┬──────┬───┬──────┬───────┐
│Pig│Tiger│Monkey│Rat│Dragon│Rooster│
└───┴─────┴──────┴───┴──────┴───────┘
YINYANG cz YEARS
┌───┬────┬────┬────┬────┬───┐
│yin│yang│yang│yang│yang│yin│
└───┴────┴────┴────┴────┴───┘
chinese_zodiac =: 3 : ';:inv(<":y),(ELEMENTS cz y),(ANIMALS cz y),(<''(''),(YINYANG cz y),(<'')'')'
chinese_zodiac&>YEARS
1935 Wood Pig ( yin )
1938 Earth Tiger ( yang )
1968 Earth Monkey ( yang )
1972 Water Rat ( yang )
1976 Fire Dragon ( yang )
2017 Fire Rooster ( yin )
'CELESTIAL TERRESTRIAL'=:7&u:&.>{&a.&.> 16be7 16b94 16bb2 16be4 16bb9 16b99 16be4 16bb8 16b99 16be4 16bb8 16b81 16be6 16b88 16b8a 16be5 16bb7 16bb1 16be5 16bba 16b9a 16be8 16bbe 16b9b 16be5 16ba3 16bac 16be7 16b99 16bb8; 16be5 16bad 16b90 16be4 16bb8 16b91 16be5 16baf 16b85 16be5 16b8d 16baf 16be8 16bbe 16bb0 16be5 16bb7 16bb3 16be5 16b8d 16b88 16be6 16b9c 16baa 16be7 16b94 16bb3 16be9 16b85 16b89 16be6 16b88 16b8c 16be4 16bba 16ba5
ANIMALS=: ;/ _4 |. TERRESTRIAL
ELEMENTS=: ;/ _4 |. CELESTIAL
chinese_zodiac&>YEARS
1935 乙 亥 ( yin )
1938 戊 寅 ( yang )
1968 戊 申 ( yang )
1972 壬 子 ( yang )
1976 丙 辰 ( yang )
2017 丁 酉 ( yin )
Java
public class Zodiac {
final static String animals[]={"Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"};
final static String elements[]={"Wood","Fire","Earth","Metal","Water"};
final static String animalChars[]={"子","丑","寅","卯","辰","巳","午","未","申","酉","戌","亥"};
static String elementChars[][]={{"甲","丙","戊","庚","壬"},{"乙","丁","己","辛","癸"}};
static String getYY(int year)
{
if(year%2==0)
{
return "yang";
}
else
{
return "yin";
}
}
public static void main(String[] args)
{
int years[]={1935,1938,1968,1972,1976,1984,1985,2017};
for(int i=0;i<years.length;i++)
{
System.out.println(years[i]+" is the year of the "+elements[(int) Math.floor((years[i]-4)%10/2)]+" "+animals[(years[i]-4)%12]+" ("+getYY(years[i])+"). "+elementChars[years[i]%2][(int) Math.floor((years[i]-4)%10/2)]+animalChars[(years[i]-4)%12]);
}
}
}
- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
JavaScript
ES6
(() => {
"use strict";
// ---------- TRADITIONAL CALENDAR STRINGS -----------
// ats :: Array Int (String, String)
const ats = () =>
// 天干 tiangan – 10 heavenly stems
zip(
chars("甲乙丙丁戊己庚辛壬癸")
)(
words("jiă yĭ bĭng dīng wù jĭ gēng xīn rén gŭi")
);
// ads :: Array Int (String, String)
const ads = () =>
// 地支 dizhi – 12 terrestrial branches
zip(
chars("子丑寅卯辰巳午未申酉戌亥")
)(
words(
"zĭ chŏu yín măo chén sì " + (
"wŭ wèi shēn yŏu xū hài"
)
)
);
// aws :: Array Int (String, String, String)
const aws = () =>
// 五行 wuxing – 5 elements
zip3(
chars("木火土金水")
)(
words("mù huǒ tǔ jīn shuǐ")
)(
words("wood fire earth metal water")
);
// axs :: Array Int (String, String, String)
const axs = () =>
// 十二生肖 shengxiao – 12 symbolic animals
zip3(
chars("鼠牛虎兔龍蛇馬羊猴鸡狗豬")
)(
words(
"shǔ niú hǔ tù lóng shé " + (
"mǎ yáng hóu jī gǒu zhū"
)
)
)(
words(
"rat ox tiger rabbit dragon snake " + (
"horse goat monkey rooster dog pig"
)
)
);
// ays :: Array Int (String, String)
const ays = () =>
// 阴阳 yinyang
zip(
chars("阳阴")
)(
words("yáng yīn")
);
// --------------- TRADITIONAL CYCLES ----------------
const zodiac = y => {
const
iYear = y - 4,
iStem = iYear % 10,
iBranch = iYear % 12,
[hStem, pStem] = ats()[iStem],
[hBranch, pBranch] = ads()[iBranch],
[hElem, pElem, eElem] = aws()[quot(iStem)(2)],
[hAnimal, pAnimal, eAnimal] = axs()[iBranch],
[hYinyang, pYinyang] = ays()[iYear % 2];
return [
[
show(y), hStem + hBranch, hElem,
hAnimal, hYinyang
],
["", pStem + pBranch, pElem, pAnimal, pYinyang],
[
"", `${show((iYear % 60) + 1)}/60`,
eElem, eAnimal, ""
]
];
};
// ---------------------- TEST -----------------------
const main = () => [
1935, 1938, 1968, 1972, 1976, 1984,
new Date().getFullYear()
]
.map(showYear)
.join("\n\n");
// ------------------- FORMATTING --------------------
// fieldWidths :: [[Int]]
const fieldWidths = [
[6, 10, 7, 8, 3],
[6, 11, 8, 8, 4],
[6, 11, 8, 8, 4]
];
// showYear :: Int -> String
const showYear = y =>
zipWith(zip)(fieldWidths)(zodiac(y))
.map(
row => row.map(
([n, s]) => s.padEnd(n, " ")
)
.join("")
)
.join("\n");
// ---------------- GENERIC FUNCTIONS ----------------
// chars :: String -> [Char]
const chars = s => [...s];
// quot :: Integral a => a -> a -> a
const quot = n =>
m => Math.trunc(n / m);
// show :: Int -> a -> Indented String
// show :: a -> String
const show = (...x) =>
JSON.stringify.apply(
null, x.length > 1 ? [
x[1], null, x[0]
] : x
);
// words :: String -> [String]
const words = s =>
// List of space-delimited sub-strings.
s.split(/\s+/u);
// zip :: [a] -> [b] -> [(a, b)]
const zip = xs =>
// The paired members of xs and ys, up to
// the length of the shorter of the two lists.
ys => Array.from({
length: Math.min(xs.length, ys.length)
}, (_, i) => [xs[i], ys[i]]);
// zip3 :: [a] -> [b] -> [c] -> [(a, b, c)]
const zip3 = xs =>
ys => zs => xs.slice(
0,
Math.min(...[xs, ys, zs].map(x => x.length))
)
.map((x, i) => [x, ys[i], zs[i]]);
// zipWith :: (a -> b -> c) -> [a] -> [b] -> [c]
const zipWith = f =>
// A list constructed by zipping with a
// custom function, rather than with the
// default tuple constructor.
xs => ys => xs.map(
(x, i) => f(x)(ys[i])
).slice(
0, Math.min(xs.length, ys.length)
);
// MAIN ---
return main();
})();
- Output:
1935 乙亥 木 豬 阴
yĭhài mù zhū yīn
12/60 wood pig
1938 戊寅 土 虎 阳
wùyín tǔ hǔ yáng
15/60 earth tiger
1968 戊申 土 猴 阳
wùshēn tǔ hóu yáng
45/60 earth monkey
1972 壬子 水 鼠 阳
rénzĭ shuǐ shǔ yáng
49/60 water rat
1976 丙辰 火 龍 阳
bĭngchén huǒ lóng yáng
53/60 fire dragon
1984 甲子 木 鼠 阳
jiăzĭ mù shǔ yáng
1/60 wood rat
2022 壬寅 水 虎 阳
rényín shuǐ hǔ yáng
39/60 water tiger
jq
Works with jq and gojq, that is, the C and Go implementations of jq.
Adapted from Wren
def ChineseZodiac: {
animals : ["Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"],
aspects : ["Yang","Yin"],
elements : ["Wood", "Fire", "Earth", "Metal", "Water"],
stems : ["甲", "乙", "丙", "丁", "戊", "己", "庚", "辛", "壬", "癸"],
branches : ["子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"],
sNames : ["jiă", "yĭ", "bĭng", "dīng", "wù", "jĭ", "gēng", "xīn", "rén", "gŭi"],
bNames : ["zĭ", "chŏu", "yín", "măo", "chén", "sì", "wŭ", "wèi", "shēn", "yŏu", "xū", "hài"]
};
def ChineseZodiac($year):
($year - 4) as $y
| ($y % 10) as $s
| ($y % 12) as $b
| ChineseZodiac
| { year : $year,
stem : .stems[$s],
branch : .branches[$b],
sName : .sNames[$s],
bName : .bNames[$b],
element : .elements[($s/2)|floor],
animal : .animals[$b],
aspect : .aspects[$s % 2],
cycle : ($y % 60 + 1)
};
def lpad($len): tostring | ($len - length) as $l | (" " * $l)[:$l] + .;
# Input: ChineseZodiac($year)
def toString:
(.sName + "-" + .bName | lpad(9)) as $name
| (.element|lpad(7)) as $elem
| (.animal|lpad(7)) as $anim
| (.aspect|lpad(6)) as $aspt
| ((.cycle|lpad(2)) + "/60") as $cycl
| "\(.year) \(.stem)\(.branch) \($name) \($elem) \($anim) \($aspt) \($cycl)" ;
"Year Chinese Pinyin Element Animal Aspect Cycle",
"---- ------- --------- ------- ------- ------ -----",
(ChineseZodiac(1935, 1938, 1968, 1972, 1976, 1984, 2017, 2020) | toString)- Output:
Year Chinese Pinyin Element Animal Aspect Cycle ---- ------- --------- ------- ------- ------ ----- 1935 乙亥 yĭ-hài Wood Pig Yin 12/60 1938 戊寅 wù-yín Earth Tiger Yang 15/60 1968 戊申 wù-shēn Earth Monkey Yang 45/60 1972 壬子 rén-zĭ Water Rat Yang 49/60 1976 丙辰 bĭng-chén Fire Dragon Yang 53/60 1984 甲子 jiă-zĭ Wood Rat Yang 1/60 2017 丁酉 dīng-yŏu Fire Rooster Yin 34/60 2020 庚子 gēng-zĭ Metal Rat Yang 37/60
Julia
function chinese(year::Int)
pinyin = Dict(
"甲" => "jiă",
"乙" => "yĭ",
"丙" => "bĭng",
"丁" => "dīng",
"戊" => "wù",
"己" => "jĭ",
"庚" => "gēng",
"辛" => "xīn",
"壬" => "rén",
"癸" => "gŭi",
"子" => "zĭ",
"丑" => "chŏu",
"寅" => "yín",
"卯" => "măo",
"辰" => "chén",
"巳" => "sì",
"午" => "wŭ",
"未" => "wèi",
"申" => "shēn",
"酉" => "yŏu",
"戌" => "xū",
"亥" => "hài",
)
elements = ["Wood", "Fire", "Earth", "Metal", "Water"]
animals = ["Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"]
celestial = ["甲", "乙", "丙", "丁", "戊", "己", "庚", "辛", "壬", "癸"]
terrestrial = ["子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"]
aspects = ["yang", "yin"]
base = 4
cycleyear = year - base
stemnumber = cycleyear % 10 + 1
stemhan = celestial[stemnumber]
stempinyin = pinyin[stemhan]
elementnumber = div(stemnumber, 2) + 1
element = elements[elementnumber]
branchnumber = cycleyear % 12 + 1
branchhan = terrestrial[branchnumber]
branchpinyin = pinyin[branchhan]
animal = animals[branchnumber]
aspectnumber = cycleyear % 2 + 1
aspect = aspects[aspectnumber]
index = cycleyear % 60 + 1
return "$year: $stemhan$branchhan ($stempinyin-$branchpinyin, $element $animal; $aspect - year $index of the cycle)"
end
curryr = Dates.year(now())
yrs = [1935, 1938, 1968, 1972, 1976, curryr]
foreach(println, map(chinese, yrs))
- Output:
1935: 乙亥 (yĭ-hài, Fire Pig; yin - year 12 of the cycle) 1938: 戊寅 (wù-yín, Earth Tiger; yang - year 15 of the cycle) 1968: 戊申 (wù-shēn, Earth Monkey; yang - year 45 of the cycle) 1972: 壬子 (rén-zĭ, Water Rat; yang - year 49 of the cycle) 1976: 丙辰 (bĭng-chén, Fire Dragon; yang - year 53 of the cycle) 2018: 戊戌 (wù-xū, Earth Dog; yang - year 35 of the cycle)
Kotlin
// version 1.1.2
class ChineseZodiac(val year: Int) {
val stem : Char
val branch : Char
val sName : String
val bName : String
val element: String
val animal : String
val aspect : String
val cycle : Int
private companion object {
val animals = listOf("Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig")
val aspects = listOf("Yang","Yin")
val elements = listOf("Wood", "Fire", "Earth", "Metal", "Water")
val stems = listOf('甲', '乙', '丙', '丁', '戊', '己', '庚', '辛', '壬', '癸')
val branches = listOf('子', '丑', '寅', '卯', '辰', '巳', '午', '未', '申', '酉', '戌', '亥')
val sNames = listOf("jiă", "yĭ", "bĭng", "dīng", "wù", "jĭ", "gēng", "xīn", "rén", "gŭi")
val bNames = listOf("zĭ", "chŏu", "yín", "măo", "chén", "sì", "wŭ", "wèi", "shēn", "yŏu", "xū", "hài")
val fmt = "%d %c%c %-9s %-7s %-7s %-6s %02d/60"
}
init {
val y = year - 4
val s = y % 10
val b = y % 12
stem = stems[s]
branch = branches[b]
sName = sNames[s]
bName = bNames[b]
element = elements[s / 2]
animal = animals[b]
aspect = aspects[s % 2]
cycle = y % 60 + 1
}
override fun toString() =
fmt.format(year, stem, branch, sName + "-" + bName, element, animal, aspect, cycle)
}
fun main(args: Array<String>) {
val years = intArrayOf(1935, 1938, 1968, 1972, 1976, 1984, 2017)
println("Year Chinese Pinyin Element Animal Aspect Cycle")
println("---- ------- --------- ------- ------- ------ -----")
for (year in years) println(ChineseZodiac(year))
}
- Output:
Year Chinese Pinyin Element Animal Aspect Cycle ---- ------- --------- ------- ------- ------ ----- 1935 乙亥 yĭ-hài Wood Pig Yin 12/60 1938 戊寅 wù-yín Earth Tiger Yang 15/60 1968 戊申 wù-shēn Earth Monkey Yang 45/60 1972 壬子 rén-zĭ Water Rat Yang 49/60 1976 丙辰 bĭng-chén Fire Dragon Yang 53/60 1984 甲子 jiă-zĭ Wood Rat Yang 01/60 2017 丁酉 dīng-yŏu Fire Rooster Yin 34/60
Lua
local ANIMALS = {"Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"}
local ELEMENTS = {"Wood","Fire","Earth","Metal","Water"}
function element(year)
local idx = math.floor(((year - 4) % 10) / 2)
return ELEMENTS[idx + 1]
end
function animal(year)
local idx = (year - 4) % 12
return ANIMALS[idx + 1]
end
function yy(year)
if year % 2 == 0 then
return "yang"
else
return "yin"
end
end
function zodiac(year)
local e = element(year)
local a = animal(year)
local y = yy(year)
print(year.." is the year of the "..e.." "..a.." ("..y..")")
end
zodiac(1935)
zodiac(1938)
zodiac(1968)
zodiac(1972)
zodiac(1976)
zodiac(2017)
- Output:
1935 is the year of the Wood Pig (yin) 1938 is the year of the Earth Tiger (yang) 1968 is the year of the Earth Monkey (yang) 1972 is the year of the Water Rat (yang) 1976 is the year of the Fire Dragon (yang) 2017 is the year of the Fire Rooster (yin)
Maple
zodiac:=proc(year::integer)
local year60,yinyang,animal,element;
year60:= (year-3) mod 60;
yinyang:=["Yin","Yang"];
animal:=["Pig","Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog"];
element:=["Water","Wood","Wood","Fire","Fire","Earth","Earth","Metal","Metal","Water"];
return sprintf("%a",cat(year," is the year of the ",element[(year60 mod 10)+1]," ",animal[(year60 mod 12)+1]," (",yinyang[(year60 mod 2)+1],")"));
end proc:Mathematica / Wolfram Language
pinyin = <|"甲" -> "jiă", "乙" -> "yĭ", "丙" -> "bĭng", "丁" -> "dīng",
"戊" -> "wù", "己" -> "jĭ", "庚" -> "gēng", "辛" -> "xīn",
"壬" -> "rén", "癸" -> "gŭi", "子" -> "zĭ", "丑" -> "chŏu",
"寅" -> "yín", "卯" -> "măo", "辰" -> "chén", "巳" -> "sì",
"午" -> "wŭ", "未" -> "wèi", "申" -> "shēn", "酉" -> "yŏu",
"戌" -> "xū", "亥" -> "hài"|>;
animals = {"Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake", "Horse",
"Goat", "Monkey", "Rooster", "Dog", "Pig"};
elements = {"Wood", "Fire", "Earth", "Metal", "Water"};
celestial = {"甲", "乙", "丙", "丁", "戊", "己", "庚", "辛", "壬", "癸"};
terrestrial = {"子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌",
"亥"};
aspects = {"yang", "yin"};
ClearAll[calculate]
calculate[year_] := Module[{BASE, cycleyear, stemnumber, stempinyin, element,
elementnumber, branchnumber, branchhan, branchpinyin, animal,
aspectnumber, aspect, stemhan},
BASE = 4;
cycleyear = year - BASE;
stemnumber = Mod[cycleyear + 1, 10, 1];
stemhan = celestial[[stemnumber]];
stempinyin = pinyin[[stemhan]];
elementnumber = Floor[stemnumber/2 + 1/2];
element = elements[[elementnumber]];
branchnumber = Mod[cycleyear + 1, 12, 1];
branchhan = terrestrial[[branchnumber]];
branchpinyin = pinyin[[branchhan]];
animal = animals[[branchnumber]];
aspectnumber = Mod[cycleyear + 1, 2, 1];
aspect = aspects[[aspectnumber]];
Row@{year, ": ", stemhan, branchhan, " (", stempinyin, "-", branchpinyin, ", ", element, " ", animal, "; ", aspect, ")"}
]
calculate[1935]
calculate[1938]
calculate[1941]
calculate[1947]
calculate[1968]
calculate[1972]
calculate[1976]
- Output:
1935: 乙亥 (yĭ-hài, Wood Pig; yin) 1938: 戊寅 (wù-yín, Earth Tiger; yang) 1941: 辛巳 (xīn-sì, Metal Snake; yin) 1947: 丁亥 (dīng-hài, Fire Pig; yin) 1968: 戊申 (wù-shēn, Earth Monkey; yang) 1972: 壬子 (rén-zĭ, Water Rat; yang) 1976: 丙辰 (bĭng-chén, Fire Dragon; yang)
Modula-2
MODULE ChineseZodiac;
FROM FormatString IMPORT FormatString;
FROM Terminal IMPORT WriteString,ReadChar;
TYPE Str = ARRAY[0..7] OF CHAR;
TYPE AA = ARRAY[0..11] OF Str;
CONST ANIMALS = AA{"Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"};
TYPE EA = ARRAY[0..4] OF Str;
CONST ELEMENTS = EA{"Wood","Fire","Earth","Metal","Water"};
PROCEDURE element(year : INTEGER) : Str;
VAR idx : CARDINAL;
BEGIN
idx := ((year - 4) MOD 10) / 2;
RETURN ELEMENTS[idx];
END element;
PROCEDURE animal(year : INTEGER) : Str;
VAR idx : CARDINAL;
BEGIN
idx := (year - 4) MOD 12;
RETURN ANIMALS[idx];
END animal;
PROCEDURE yy(year : INTEGER) : Str;
BEGIN
IF year MOD 2 = 0 THEN
RETURN "yang"
ELSE
RETURN "yin"
END
END yy;
PROCEDURE print(year : INTEGER);
VAR buf : ARRAY[0..63] OF CHAR;
BEGIN
FormatString("%i is the year of the %s %s (%s)\n", buf, year, element(year), animal(year), yy(year));
WriteString(buf);
END print;
(* main *)
BEGIN
print(1935);
print(1938);
print(1968);
print(1972);
print(1976);
print(2017);
ReadChar
END ChineseZodiac.
Nim
import strformat
const ANIMALS: array[12, string] = ["Rat", "Ox",
"Tiger", "Rabbit",
"Dragon", "Snake",
"Horse", "Goat",
"Monkey", "Rooster",
"Dog", "Pig"]
const ASPECTS: array[2, string] = ["Yang", "Yin"]
const ELEMENTS: array[5, string] = ["Wood", "Fire",
"Earth", "Metal",
"Water"]
const STEMS: array[10, string] = ["甲", "乙", "丙", "丁", "戊",
"己", "庚", "辛", "壬", "癸"]
const BRANCHES: array[12, string] = ["子", "丑", "寅", "卯", "辰", "巳",
"午", "未", "申", "酉", "戌", "亥"]
const S_NAMES: array[10, string] = ["jiă", "yĭ", "bĭng", "dīng", "wù",
"jĭ", "gēng", "xīn", "rén", "gŭi"]
const B_NAMES: array[12, string] = ["zĭ", "chŏu", "yín", "măo", "chén", "sì",
"wŭ", "wèi", "shēn", "yŏu", "xū", "hài"]
proc chineseZodiac(year: int): string =
let y = year - 4
let s = y mod 10
let b = y mod 12
let stem = STEMS[s]
let branch = BRANCHES[b]
let name = S_NAMES[s] & "-" & B_NAMES[b]
let element = ELEMENTS[s div 2]
let animal = ANIMALS[b]
let aspect = ASPECTS[s mod 2]
let cycle = y mod 60 + 1
&"{year} {stem}{branch} {name:9} {element:7} {animal:7} {aspect:6} {cycle:02}/60"
let years = [1935, 1938, 1968, 1972, 1976, 1984, 2017, 2020]
echo "Year Chinese Pinyin Element Animal Aspect Cycle"
echo "---- ------- ------ ------- ------ ------ -----"
for year in years:
echo &"{chineseZodiac(year)}"
- Output:
Year Chinese Pinyin Element Animal Aspect Cycle ---- ------- ------ ------- ------ ------ ----- 1935 乙亥 yĭ-hài Wood Pig Yin 12/60 1938 戊寅 wù-yín Earth Tiger Yang 15/60 1968 戊申 wù-shēn Earth Monkey Yang 45/60 1972 壬子 rén-zĭ Water Rat Yang 49/60 1976 丙辰 bĭng-chén Fire Dragon Yang 53/60 1984 甲子 jiă-zĭ Wood Rat Yang 01/60 2017 丁酉 dīng-yŏu Fire Rooster Yin 34/60 2020 庚子 gēng-zĭ Metal Rat Yang 37/60
Pascal
The built-in functions pred and succ accepting a second (optional) parameter is an Extended Pascal (ISO 10206) extension, as well as the possibility of specifying record literals.
type
animalCycle = (rat, ox, tiger, rabbit, dragon, snake,
horse, goat, monkey, rooster, dog, pig);
elementCycle = (wood, fire, earth, metal, water);
aspectCycle = (yang, yin);
zodiac = record
animal: animalCycle;
element: elementCycle;
aspect: aspectCycle;
end;
function getZodiac(year: integer): zodiac;
begin
year := pred(year, 4);
getZodiac := zodiac[
animal: succ(rat, year mod 12);
element: succ(wood, year mod 10 div 2);
aspect: succ(yang, year mod 2);
]
end;
PascalABC.NET
const
ANIMALS: array of string = ('Rat', 'Ox', 'Tiger', 'Rabbit', 'Dragon', 'Snake', 'Horse', 'Goat', 'Monkey', 'Rooster', 'Dog', 'Pig');
ELEMENTS: array of string = ('Wood', 'Fire', 'Earth', 'Metal', 'Water');
ANIMAL_CHARS: array of char = ('子', '丑', '寅', '卯', '辰', '巳', '午', '未', '申', '酉', '戌', '亥');
ELEMENT_CHARS: array of array of char = (('甲', '丙', '戊', '庚', '壬'), ('乙', '丁', '己', '辛', '癸'));
function GetYY(year: Integer) := if year Mod 2 = 0 then 'yang' else 'yin';
begin
var years := |1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017|;
foreach var year in years do
begin
var ei := ((year - 4) Mod 10) div 2;
var ai := (year - 4) Mod 12;
var cycle := (year - 4) Mod 60 + 1;
WriteLn(year, ' is the year of the ', ELEMENTS[ei], ' ', ANIMALS[ai], ' (', GetYY(year), '). ',
ELEMENT_CHARS[year Mod 2, ei], ANIMAL_CHARS[(year - 4) Mod 12], ' - year ', cycle,' of the cycle');
end;
end.
- Output:
1935 is the year of the Wood Pig (yin). 乙亥 - year 12 of the cycle 1938 is the year of the Earth Tiger (yang). 戊寅 - year 15 of the cycle 1968 is the year of the Earth Monkey (yang). 戊申 - year 45 of the cycle 1972 is the year of the Water Rat (yang). 壬子 - year 49 of the cycle 1976 is the year of the Fire Dragon (yang). 丙辰 - year 53 of the cycle 1984 is the year of the Wood Rat (yang). 甲子 - year 1 of the cycle 1985 is the year of the Wood Ox (yin). 乙丑 - year 2 of the cycle 2017 is the year of the Fire Rooster (yin). 丁酉 - year 34 of the cycle
Perl
sub zodiac {
my $year = shift;
my @animals = qw/Rat Ox Tiger Rabbit Dragon Snake Horse Goat Monkey Rooster Dog Pig/;
my @elements = qw/Wood Fire Earth Metal Water/;
my @terrestrial_han = qw/子 丑 寅 卯 辰 巳 午 未 申 酉 戌 亥/;
my @terrestrial_pinyin = qw/zĭ chŏu yín măo chén sì wŭ wèi shēn yŏu xū hài/;
my @celestial_han = qw/甲 乙 丙 丁 戊 己 庚 辛 壬 癸/;
my @celestial_pinyin = qw/jiă yĭ bĭng dīng wù jĭ gēng xīn rén gŭi/;
my @aspect = qw/yang yin/;
my $cycle_year = ($year-4) % 60;
my($i2, $i10, $i12) = ($cycle_year % 2, $cycle_year % 10, $cycle_year % 12);
($year,
$celestial_han[$i10], $terrestrial_han[$i12],
$celestial_pinyin[$i10], $terrestrial_pinyin[$i12],
$elements[$i10 >> 1], $animals[$i12], $aspect[$i2], $cycle_year+1);
}
printf("%4d: %s%s (%s-%s) %s %s; %s - year %d of the cycle\n", zodiac($_))
for (1935, 1938, 1968, 1972, 1976, 2017);
- Output:
1935: 乙亥 (yĭ-hài) Wood Pig; yin - year 12 of the cycle 1938: 戊寅 (wù-yín) Earth Tiger; yang - year 15 of the cycle 1968: 戊申 (wù-shēn) Earth Monkey; yang - year 45 of the cycle 1972: 壬子 (rén-zĭ) Water Rat; yang - year 49 of the cycle 1976: 丙辰 (bĭng-chén) Fire Dragon; yang - year 53 of the cycle 2017: 丁酉 (dīng-yŏu) Fire Rooster; yin - year 34 of the cycle
Phix
with javascript_semantics constant animals = {"Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"}, elements = {"Wood","Fire","Earth","Metal","Water"}, yinyang = {"yang","yin"}, years = {1935,1938,1968,1972,1976,2018} for i=1 to length(years) do integer year = years[i], cycle = mod(year-4,60) string element = elements[floor(mod(cycle,10)/2)+1], animal = animals[mod(cycle,12)+1], yy = yinyang[mod(cycle,2)+1] printf(1,"%d: %s %s; %s, year %d of the cycle.\n", {year,element,animal,yy,cycle+1}) end for
- Output:
1935: Wood Pig; yin, year 12 of the cycle. 1938: Earth Tiger; yang, year 15 of the cycle. 1968: Earth Monkey; yang, year 45 of the cycle. 1972: Water Rat; yang, year 49 of the cycle. 1976: Fire Dragon; yang, year 53 of the cycle. 2018: Earth Dog; yang, year 35 of the cycle.
Picat
animals({"Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake", "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"}).
elements({"Wood", "Fire", "Earth", "Metal", "Water"}).
animal_chars({"子","丑","寅","卯","辰","巳","午","未","申","酉","戌","亥"}).
element_chars({{"甲", "丙", "戊", "庚", "壬"}, {"乙", "丁", "己", "辛", "癸"}}).
years({1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017}).
year_animal(Year) = Animal =>
I = ((Year - 4) mod 12) + 1,
animals(Animals),
Animal = Animals[I].
year_element(Year) = Element =>
I = ((Year - 4) mod 10) div 2 + 1,
elements(Elements),
Element = Elements[I].
year_animal_char(Year) = AnimalChar =>
I = (Year - 4) mod 12 + 1,
animal_chars(AnimalChars),
AnimalChar = AnimalChars[I].
year_element_char(Year) = ElementChar =>
I1 = Year mod 2 + 1,
element_chars(ElementChars),
ElementChars1 = ElementChars[I1],
I2 = (Year - 4) mod 10 div 2 + 1,
ElementChar = ElementChars1[I2].
year_yin_yang(Year) = YinYang =>
Year mod 2 == 0 -> YinYang = "yang" ; YinYang = "yin".
main :-
years(Years),
foreach (Year in Years)
Element = year_element(Year),
Animal = year_animal(Year),
YinYang = year_yin_yang(Year),
ElementChar = year_element_char(Year),
AnimalChar = year_animal_char(Year),
printf("%d is the year of the %w %w (%w). %w%w\n", Year, Element, Animal, YinYang, ElementChar, AnimalChar)
end.- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
PowerShell
function Get-ChineseZodiac
{
[CmdletBinding()]
[OutputType([PSCustomObject])]
Param
(
[Parameter(Mandatory=$false,
ValueFromPipeline=$true,
ValueFromPipelineByPropertyName=$true,
Position=0)]
[ValidateRange(1,9999)]
[int]
$Year = (Get-Date).Year
)
Begin
{
$pinyin = @{
'甲' = 'jiă'
'乙' = 'yĭ'
'丙' = 'bĭng'
'丁' = 'dīng'
'戊' = 'wù'
'己' = 'jĭ'
'庚' = 'gēng'
'辛' = 'xīn'
'壬' = 'rén'
'癸' = 'gŭi'
'子' = 'zĭ'
'丑' = 'chŏu'
'寅' = 'yín'
'卯' = 'măo'
'辰' = 'chén'
'巳' = 'sì'
'午' = 'wŭ'
'未' = 'wèi'
'申' = 'shēn'
'酉' = 'yŏu'
'戌' = 'xū'
'亥' = 'hài'
}
$celestial = '甲', '乙', '丙', '丁', '戊', '己', '庚', '辛', '壬', '癸'
$terrestrial = '子', '丑', '寅', '卯', '辰', '巳', '午', '未', '申', '酉', '戌', '亥'
$animals = 'Rat', 'Ox', 'Tiger', 'Rabbit', 'Dragon', 'Snake', 'Horse', 'Goat', 'Monkey', 'Rooster', 'Dog', 'Pig'
$elements = 'Wood', 'Fire', 'Earth', 'Metal', 'Water'
$aspects = 'yang', 'yin'
$base = 4
}
Process
{
foreach ($ce_year in $Year)
{
$cycle_year = $ce_year - $base
$stem_number = $cycle_year % 10
$stem_han = $celestial[$stem_number]
$stem_pinyin = $pinyin[$stem_han]
$element_number = [Math]::Floor($stem_number / 2)
$element = $elements[$element_number]
$branch_number = $cycle_year % 12
$branch_han = $terrestrial[$branch_number]
$branch_pinyin = $pinyin[$branch_han]
$animal = $animals[$branch_number]
$aspect_number = $cycle_year % 2
$aspect = $aspects[$aspect_number]
$index = $cycle_year % 60 + 1
[PSCustomObject]@{
Year = $Year
Element = $element
Animal = $animal
Aspect = $aspect
YearOfCycle = $index
ASCII = "$stem_pinyin-$branch_pinyin"
Chinese = "$stem_han$branch_han"
}
}
}
}
1935, 1938, 1968, 1972, 1976 | Get-ChineseZodiac | Format-Table
- Output:
Year Element Animal Aspect YearOfCycle ASCII Chinese ---- ------- ------ ------ ----------- ----- ------- 1935 Wood Pig yin 12 yĭ-hài 乙亥 1938 Earth Tiger yang 15 wù-yín 戊寅 1968 Earth Monkey yang 45 wù-shēn 戊申 1972 Water Rat yang 49 rén-zĭ 壬子 1976 Fire Dragon yang 53 bĭng-chén 丙辰
Defaults to the current year:
Get-ChineseZodiac
- Output:
Year : 2017 Element : Fire Animal : Rooster Aspect : yin YearOfCycle : 34 ASCII : dīng-yŏu Chinese : 丁酉
Using the Year property of a [DateTime] object:
Get-Date "11/8/2016" | Get-ChineseZodiac
- Output:
Year : 2016 Element : Fire Animal : Monkey Aspect : yang YearOfCycle : 33 ASCII : bĭng-shēn Chinese : 丙申
Emulate the Ruby script's output:
$zodiacs = 1935, 1938, 1968, 1972, 1976 | Get-ChineseZodiac
foreach ($zodiac in $zodiacs)
{
"{0}: {1} ({2}, {3} {4}; {5} - year {6} of the cycle)" -f $zodiac.Year,
$zodiac.Chinese,
$zodiac.ASCII,
$zodiac.Element,
$zodiac.Animal,
$zodiac.Aspect,
$zodiac.YearOfCycle
}
- Output:
1935: 乙亥 (yĭ-hài, Wood Pig; yin - year 12 of the cycle) 1938: 戊寅 (wù-yín, Earth Tiger; yang - year 15 of the cycle) 1968: 戊申 (wù-shēn, Earth Monkey; yang - year 45 of the cycle) 1972: 壬子 (rén-zĭ, Water Rat; yang - year 49 of the cycle) 1976: 丙辰 (bĭng-chén, Fire Dragon; yang - year 53 of the cycle)
Prolog
:- initialization(main).
animals(['Rat', 'Ox', 'Tiger', 'Rabbit', 'Dragon', 'Snake', 'Horse', 'Goat', 'Monkey', 'Rooster', 'Dog', 'Pig']).
elements(['Wood', 'Fire', 'Earth', 'Metal', 'Water']).
animal_chars(['子','丑','寅','卯','辰','巳','午','未','申','酉','戌','亥']).
element_chars([['甲', '丙', '戊', '庚', '壬'], ['乙', '丁', '己', '辛', '癸']]).
years([1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017]).
year_animal(Year, Animal) :-
I is ((Year - 4) mod 12) + 1,
animals(Animals),
nth(I, Animals, Animal).
year_element(Year, Element) :-
I is ((Year - 4) mod 10) div 2 + 1,
elements(Elements),
nth(I, Elements, Element).
year_animal_char(Year, AnimalChar) :-
I is (Year - 4) mod 12 + 1,
animal_chars(AnimalChars),
nth(I, AnimalChars, AnimalChar).
year_element_char(Year, ElementChar) :-
I1 is Year mod 2 + 1,
element_chars(ElementChars),
nth(I1, ElementChars, ElementChars1),
I2 is (Year - 4) mod 10 div 2 + 1,
nth(I2, ElementChars1, ElementChar).
year_yin_yang(Year, YinYang) :-
Year mod 2 =:= 0 -> YinYang = 'yang' ; YinYang = 'yin'.
main :-
years(Years),
forall(member(Year, Years), (
write(Year),
write(' is the year of the '),
year_element(Year, Element),
write(Element),
write(' '),
year_animal(Year, Animal),
write(Animal),
write(' '),
year_yin_yang(Year, YinYang),
write('('),
write(YinYang),
write('). '),
year_element_char(Year, ElementChar),
write(ElementChar),
year_animal_char(Year, AnimalChar),
write(AnimalChar),
nl
)).
- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
PureBasic
EnableExplicit
#BASE=4
#SPC=Chr(32)
Procedure.s ChineseZodiac(n.i)
Define cycle_year.i=n-#BASE,
stem_number.i = cycle_year%10+1,
element_number.i = Round(stem_number/2,#PB_Round_Nearest),
branch_number.i = cycle_year%12+1,
aspect_number.i = cycle_year%2+1,
index.i = cycle_year%60+1,
celestial$ = Chr(PeekU(?Celestial_stem+SizeOf(Character)*(stem_number-1))),
c_pinyin$ = StringField(PeekS(?Stem),stem_number,"\"),
element$ = StringField(PeekS(?Element),element_number,"\"),
branch_han$ = Chr(PeekU(?Terrestrial_branch+SizeOf(Character)*(branch_number-1))),
b_pinyin$ = StringField(PeekS(?Branch),branch_number,"\"),
animal$ = StringField(PeekS(?Zodiac_animal),branch_number,"\"),
aspect$ = StringField(PeekS(?Aspect),aspect_number,"\"),
YearOfCycle$ = Str(index)
ProcedureReturn Str(n)+#SPC+
LSet(element$,7,#SPC)+#SPC+
LSet(animal$,7,#SPC)+#SPC+
LSet(aspect$,6,#SPC)+#SPC+
RSet(YearOfCycle$,11)+#SPC+
LSet(c_pinyin$+"-"+b_pinyin$,9,#SPC)+#SPC+
celestial$+branch_han$
EndProcedure
LoadFont(0,"Consolas",12)
If OpenWindow(0,#PB_Ignore,#PB_Ignore,600,400,"Chinese Zodiac",#PB_Window_ScreenCentered|#PB_Window_SystemMenu)
EditorGadget(0, 8, 8, 600-16, 400-16) : SetGadgetFont(0,FontID(0))
Define header$="Year Element Animal Aspect YearOfCycle ASCII Chinese"
AddGadgetItem(0,-1,header$)
AddGadgetItem(0,-1,ChineseZodiac(1935))
AddGadgetItem(0,-1,ChineseZodiac(1938))
AddGadgetItem(0,-1,ChineseZodiac(1968))
AddGadgetItem(0,-1,ChineseZodiac(1972))
AddGadgetItem(0,-1,ChineseZodiac(1976))
AddGadgetItem(0,-1,ChineseZodiac(1984))
AddGadgetItem(0,-1,ChineseZodiac(Year(Date())))
Repeat : Until WaitWindowEvent() = #PB_Event_CloseWindow
EndIf
DataSection
Celestial_stem: : Data.u $7532, $4E59, $4E19, $4E01, $620A, $5DF1, $5E9A, $8F9B, $58EC, $7678
Terrestrial_branch: : Data.u $5B50, $4E11, $5BC5, $536F, $8FB0, $5DF3, $5348, $672A, $7533, $9149, $620C, $4EA5
Zodiac_animal: : Data.s "Rat\Ox\Tiger\Rabbit\Dragon\Snake\Horse\Goat\Monkey\Rooster\Dog\Pig"
Element: : Data.s "Wood\Fire\Earth\Metal\Water"
Aspect: : Data.s "yang\yin"
Stem: : Data.s "jiă\yĭ\bĭng\dīng\wù\jĭ\gēng\xīn\rén\gŭi"
Branch: : Data.s "zĭ\chŏu\yín\măo\chén\sì\wŭ\wèi\shēn\yŏu\xū\hài"
EndDataSection
- Output:
Year Element Animal Aspect YearOfCycle ASCII Chinese 1935 Wood Pig yin 12 yĭ-hài 乙亥 1938 Earth Tiger yang 15 wù-yín 戊寅 1968 Earth Monkey yang 45 wù-shēn 戊申 1972 Water Rat yang 49 rén-zĭ 壬子 1976 Fire Dragon yang 53 bĭng-chén 丙辰 1984 Wood Rat yang 1 jiă-zĭ 甲子 2017 Fire Rooster yin 34 dīng-yŏu 丁酉
Python
# coding: utf-8
from __future__ import print_function
from datetime import datetime
pinyin = {
'甲': 'jiă',
'乙': 'yĭ',
'丙': 'bĭng',
'丁': 'dīng',
'戊': 'wù',
'己': 'jĭ',
'庚': 'gēng',
'辛': 'xīn',
'壬': 'rén',
'癸': 'gŭi',
'子': 'zĭ',
'丑': 'chŏu',
'寅': 'yín',
'卯': 'măo',
'辰': 'chén',
'巳': 'sì',
'午': 'wŭ',
'未': 'wèi',
'申': 'shēn',
'酉': 'yŏu',
'戌': 'xū',
'亥': 'hài'
}
animals = ['Rat', 'Ox', 'Tiger', 'Rabbit', 'Dragon', 'Snake',
'Horse', 'Goat', 'Monkey', 'Rooster', 'Dog', 'Pig']
elements = ['Wood', 'Fire', 'Earth', 'Metal', 'Water']
celestial = ['甲', '乙', '丙', '丁', '戊', '己', '庚', '辛', '壬', '癸']
terrestrial = ['子', '丑', '寅', '卯', '辰', '巳', '午', '未', '申', '酉', '戌', '亥']
aspects = ['yang', 'yin']
def calculate(year):
BASE = 4
year = int(year)
cycle_year = year - BASE
stem_number = cycle_year % 10
stem_han = celestial[stem_number]
stem_pinyin = pinyin[stem_han]
element_number = stem_number // 2
element = elements[element_number]
branch_number = cycle_year % 12
branch_han = terrestrial[branch_number]
branch_pinyin = pinyin[branch_han]
animal = animals[branch_number]
aspect_number = cycle_year % 2
aspect = aspects[aspect_number]
index = cycle_year % 60 + 1
print("{}: {}{} ({}-{}, {} {}; {} - year {} of the cycle)"
.format(year, stem_han, branch_han,
stem_pinyin, branch_pinyin, element, animal, aspect, index))
current_year = datetime.now().year
years = [1935, 1938, 1968, 1972, 1976, current_year]
for year in years:
calculate(year)
Or, segmenting tokens just in time, and writing out wiki tables:
'''Chinese zodiac'''
from functools import (reduce)
from datetime import datetime
# TRADITIONAL STRINGS -------------------------------------
# zodiacNames :: Dict
def zodiacNames():
'''天干 tiangan – 10 heavenly stems
地支 dizhi – 12 terrestrial branches
五行 wuxing – 5 elements
生肖 shengxiao – 12 symbolic animals
阴阳 yinyang - dark and light
'''
return dict(
zip(
['tian', 'di', 'wu', 'sx', 'yy'],
map(
lambda tpl: list(
zip(* [tpl[0]] + list(
map(
lambda x: x.split(),
tpl[1:])
))
),
[
# 天干 tiangan – 10 heavenly stems
('甲乙丙丁戊己庚辛壬癸',
'jiă yĭ bĭng dīng wù jĭ gēng xīn rén gŭi'),
# 地支 dizhi – 12 terrestrial branches
('子丑寅卯辰巳午未申酉戌亥',
'zĭ chŏu yín măo chén sì wŭ wèi shēn yŏu xū hài'),
# 五行 wuxing – 5 elements
('木火土金水',
'mù huǒ tǔ jīn shuǐ',
'wood fire earth metal water'),
# 十二生肖 shengxiao – 12 symbolic animals
('鼠牛虎兔龍蛇馬羊猴鸡狗豬',
'shǔ niú hǔ tù lóng shé mǎ yáng hóu jī gǒu zhū',
'rat ox tiger rabbit dragon snake horse goat ' +
'monkey rooster dog pig'
),
# 阴阳 yinyang
('阳阴', 'yáng yīn')
]
)))
# zodiacYear :: Dict -> [[String]]
def zodiacYear(dct):
'''A string of strings containing the
Chinese zodiac tokens for a given year.
'''
def tokens(y):
iYear = y - 4
iStem = iYear % 10
iBranch = iYear % 12
(hStem, pStem) = dct['tian'][iStem]
(hBranch, pBranch) = dct['di'][iBranch]
yy = iYear % 2
return [
[str(y), '', ''],
[
hStem + hBranch,
pStem + pBranch,
str((iYear % 60) + 1) + '/60'
],
list(dct['wu'][iStem // 2]),
list(dct['sx'][iBranch]),
list(dct['yy'][int(yy)]) + ['dark' if yy else 'light']
]
return lambda year: tokens(year)
# TEST ----------------------------------------------------
# main :: IO ()
def main():
'''Writing out wiki tables displaying Chinese zodiac
details for a given list of years.
'''
print('\n'.join(
list(map(
zodiacTable(zodiacNames()),
[
1935, 1938, 1949,
1968, 1972, 1976,
datetime.now().year
]
))
))
# WIKI TABLES --------------------------------------------
# zodiacTable :: Dict -> Int -> String
def zodiacTable(tokens):
'''A wiki table displaying Chinese zodiac
details for a a given year.
'''
return lambda y: wikiTable({
'class': 'wikitable',
'colwidth': '70px'
})(transpose(zodiacYear(tokens)(y)))
# wikiTable :: Dict -> [[a]] -> String
def wikiTable(opts):
'''List of lists rendered as a wiki table string.'''
def colWidth():
return 'width:' + opts['colwidth'] + '; ' if (
'colwidth' in opts
) else ''
def cellStyle():
return opts['cell'] if 'cell' in opts else ''
return lambda rows: '{| ' + reduce(
lambda a, k: (
a + k + '="' + opts[k] + '" ' if k in opts else a
),
['class', 'style'],
''
) + '\n' + '\n|-\n'.join(
'\n'.join(
('|' if (0 != i and ('cell' not in opts)) else (
'|style="' + colWidth() + cellStyle() + '"|'
)) + (
str(x) or ' '
) for x in row
) for i, row in enumerate(rows)
) + '\n|}\n\n'
# GENERIC -------------------------------------------------
# transpose :: Matrix a -> Matrix a
def transpose(m):
'''The rows and columns of the argument transposed.
(The matrix containers and rows can be lists or tuples).'''
if m:
inner = type(m[0])
z = zip(*m)
return (type(m))(
map(inner, z) if tuple != inner else z
)
else:
return m
# MAIN ---
if __name__ == '__main__':
main()
- Output:
| 1935 | 乙亥 | 木 | 豬 | 阴 |
| yĭhài | mù | zhū | yīn | |
| 12/60 | wood | pig | dark |
| 1938 | 戊寅 | 土 | 虎 | 阳 |
| wùyín | tǔ | hǔ | yáng | |
| 15/60 | earth | tiger | light |
| 1949 | 己丑 | 土 | 牛 | 阴 |
| jĭchŏu | tǔ | niú | yīn | |
| 26/60 | earth | ox | dark |
| 1968 | 戊申 | 土 | 猴 | 阳 |
| wùshēn | tǔ | hóu | yáng | |
| 45/60 | earth | monkey | light |
| 1972 | 壬子 | 水 | 鼠 | 阳 |
| rénzĭ | shuǐ | shǔ | yáng | |
| 49/60 | water | rat | light |
| 1976 | 丙辰 | 火 | 龍 | 阳 |
| bĭngchén | huǒ | lóng | yáng | |
| 53/60 | fire | dragon | light |
| 2019 | 己亥 | 土 | 豬 | 阴 |
| jĭhài | tǔ | zhū | yīn | |
| 36/60 | earth | pig | dark |
Quackery
[ dup echo
say " is the year of the "
4 - dup 10 mod 2 /
[ table $ "Wood" $ "Fire" $ "Earth"
$ "Metal" $ "Water" ]
do echo$
sp
dup 12 mod
[ table
$ "Rat" $ "Ox" $ "Tiger" $ "Rabbit"
$ "Dragon" $ "Snake" $ "Horse" $ "Goat"
$ "Monkey" $ "Rooster" $ "Dog" $ "Pig" ]
do echo$
say " ("
2 mod
[ table $ "yang" $ "yin" ]
do echo$
say ")." cr ] is zodiac ( $ --> )
' [ 1935 1938 1968 1972 1976 1984 1985 2017 ]
witheach zodiac- Output:
1935 is the year of the Wood Pig (yin). 1938 is the year of the Earth Tiger (yang). 1968 is the year of the Earth Monkey (yang). 1972 is the year of the Water Rat (yang). 1976 is the year of the Fire Dragon (yang). 1984 is the year of the Wood Rat (yang). 1985 is the year of the Wood Ox (yin). 2017 is the year of the Fire Rooster (yin).
Racket
#lang racket
(require racket/date)
; Any CE Year that was the first of a 60-year cycle
(define base-year 1984)
(define celestial-stems '("甲" "乙" "丙" "丁" "戊" "己" "庚" "辛" "壬" "癸"))
(define terrestrial-branches '("子" "丑" "寅" "卯" "辰" "巳" "午" "未" "申" "酉" "戌" "亥"))
(define zodiac-animals
'("Rat" "Ox" "Tiger" "Rabbit" "Dragon" "Snake" "Horse" "Goat" "Monkey" "Rooster" "Dog" "Pig"))
(define elements '("Wood" "Fire" "Earth" "Metal" "Water"))
(define aspects '("yang" "yin"))
(define pinyin
(map cons
(append celestial-stems terrestrial-branches)
(list "jiă" "yĭ" "bĭng" "dīng" "wù" "jĭ" "gēng" "xīn" "rén" "gŭi"
"zĭ" "chŏu" "yín" "măo" "chén" "sì" "wŭ" "wèi" "shēn" "yŏu" "xū" "hài")))
(define (this-year) (date-year (current-date)))
(define (pinyin-for han) (cdr (assoc han pinyin)))
(define (han/pinyin-nth n hans) (let ((han (list-ref hans n))) (values han (pinyin-for han))))
(define (chinese-zodiac ce-year)
(let* ((cycle-year (- ce-year base-year))
(stem-number (modulo cycle-year (length celestial-stems)))
(element-number (quotient stem-number 2))
(aspect-number (modulo cycle-year (length aspects)))
(branch-number (modulo cycle-year (length terrestrial-branches)))
(element (list-ref elements element-number))
(zodiac-animal (list-ref zodiac-animals branch-number))
(aspect (list-ref aspects aspect-number)))
(let-values (([stem-han stem-pinyin] (han/pinyin-nth stem-number celestial-stems))
([branch-han branch-pinyin] (han/pinyin-nth branch-number terrestrial-branches)))
(list ce-year stem-han branch-han stem-pinyin branch-pinyin element zodiac-animal aspect))))
(module+ test
(for ((ce-year (in-list '(1935 1938 1941 1947 1968 1972 1976))))
(apply printf "~a: ~a~a (~a-~a, ~a ~a; ~a)~%" (chinese-zodiac ce-year))))
- Output:
1935: 乙亥 (yĭ-hài, Wood Pig; yin) 1938: 戊寅 (wù-yín, Earth Tiger; yang) 1941: 辛巳 (xīn-sì, Metal Snake; yin) 1947: 丁亥 (dīng-hài, Fire Pig; yin) 1968: 戊申 (wù-shēn, Earth Monkey; yang) 1972: 壬子 (rén-zĭ, Water Rat; yang) 1976: 丙辰 (bĭng-chén, Fire Dragon; yang)
Raku
(formerly Perl 6)
sub Chinese-zodiac ( Int $year ) {
my @heaven = <甲 jiă 乙 yĭ 丙 bĭng 丁 dīng 戊 wù 己 jĭ 庚 gēng 辛 xīn 壬 rén 癸 gŭi>.pairup;
my @earth = <子 zĭ 丑 chŏu 寅 yín 卯 măo 辰 chén 巳 sì 午 wŭ 未 wèi 申 shēn 酉 yŏu 戌 xū 亥 hài>.pairup;
my @animal = <Rat Ox Tiger Rabbit Dragon Snake Horse Goat Monkey Rooster Dog Pig>;
my @element = <Wood Fire Earth Metal Water>;
my @aspect = <yang yin>;
my $cycle_year = ($year - 4) % 60;
my $i2 = $cycle_year % 2;
my $i10 = $cycle_year % 10;
my $i12 = $cycle_year % 12;
%(
'Han' => @heaven[$i10].key ~ @earth[$i12].key,
'pinyin' => @heaven[$i10].value ~ @earth[$i12].value,
'heaven' => @heaven[$i10],
'earth' => @earth[$i12],
'element' => @element[$i10 div 2],
'animal' => @animal[$i12],
'aspect' => @aspect[$i2],
'cycle' => $cycle_year + 1
)
}
# TESTING
printf "%d: %s (%s, %s %s; %s - year %d in the cycle)\n",
$_, .&Chinese-zodiac<Han pinyin element animal aspect cycle>
for 1935, 1938, 1968, 1972, 1976, 1984, Date.today.year;
- Output:
1935: 乙亥 (yĭhài, Wood Pig; yin - year 12 in the cycle) 1938: 戊寅 (wùyín, Earth Tiger; yang - year 15 in the cycle) 1968: 戊申 (wùshēn, Earth Monkey; yang - year 45 in the cycle) 1972: 壬子 (rénzĭ, Water Rat; yang - year 49 in the cycle) 1976: 丙辰 (bĭngchén, Fire Dragon; yang - year 53 in the cycle) 1984: 甲子 (jiăzĭ, Wood Rat; yang - year 1 in the cycle) 2017: 丁酉 (dīngyŏu, Fire Rooster; yin - year 34 in the cycle)
Ring
yinyang = ["yang", "yin"]
elements = ["Wood", "Fire", "Earth", "Metal", "Water"]
animals = ["Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"]
years = [1801, 1861, 1984, 2020, 2186, 76543]
output = ""
for year in years
yy = year % 2 + 1
element = (year - 4) % 5 + 1
animal = (year - 4) % 12 + 1
output = string(year) + " is the year of the "
output += elements[element] + " " + animals[animal] + " (" + yinyang[yy] + ")."
? output
next- Output:
1801 is the year of the Earth Rooster (yin). 1861 is the year of the Earth Rooster (yin). 1984 is the year of the Wood Rat (yang). 2020 is the year of the Fire Rat (yang). 2186 is the year of the Earth Dog (yang). 76543 is the year of the Water Rabbit (yin).
RPL
≪ 4 -
{ "Wood " "Fire " "Earth " "Metal " "Water " }
OVER 10 MOD 1 + 2 / GET
{ "Rat" "Ox" "Tiger" "Rabbit" "Dragon" "Snake" "Horse" "Goat" "Monkey" "Rooster" "Dog" "Pig" }
3 PICK 12 MOD 1 + GET +
SWAP 2 MOD " (yin)" " (yang)" IFTE +
≫ 'CHZOD' STO
2022 CHZOD
- Output:
1: "Water Tiger (yang)"
Ruby
This is written as a command-line tool that takes a list of CE year numbers as arguments and outputs their information; if no arguments are supplied, it displays the information for the current year.
# encoding: utf-8
pinyin = {
'甲' => 'jiă',
'乙' => 'yĭ',
'丙' => 'bĭng',
'丁' => 'dīng',
'戊' => 'wù',
'己' => 'jĭ',
'庚' => 'gēng',
'辛' => 'xīn',
'壬' => 'rén',
'癸' => 'gŭi',
'子' => 'zĭ',
'丑' => 'chŏu',
'寅' => 'yín',
'卯' => 'măo',
'辰' => 'chén',
'巳' => 'sì',
'午' => 'wŭ',
'未' => 'wèi',
'申' => 'shēn',
'酉' => 'yŏu',
'戌' => 'xū',
'亥' => 'hài'
}
celestial = %w(甲 乙 丙 丁 戊 己 庚 辛 壬 癸)
terrestrial = %w(子 丑 寅 卯 辰 巳 午 未 申 酉 戌 亥)
animals = %w(Rat Ox Tiger Rabbit Dragon Snake
Horse Goat Monkey Rooster Dog Pig)
elements = %w(Wood Fire Earth Metal Water)
aspects = %w(yang yin)
BASE = 4
args = if !ARGV.empty?
ARGV
else
[Time.new.year]
end
args.each do |arg|
ce_year = Integer(arg)
print "#{ce_year}: " if ARGV.length > 1
cycle_year = ce_year - BASE
stem_number = cycle_year % 10
stem_han = celestial[stem_number]
stem_pinyin = pinyin[stem_han]
element_number = stem_number / 2
element = elements[element_number]
branch_number = cycle_year % 12
branch_han = terrestrial[branch_number]
branch_pinyin = pinyin[branch_han]
animal = animals[branch_number]
aspect_number = cycle_year % 2
aspect = aspects[aspect_number]
index = cycle_year % 60 + 1
print stem_han, branch_han
puts " (#{stem_pinyin}-#{branch_pinyin}, #{element} #{animal}; #{aspect} - year #{index} of the cycle)"
end
- Output:
Given arguments 1935 1938 1968 1972 1976:
1935: 乙亥 (yĭ-hài, Wood Pig; yin - year 12 of the cycle) 1938: 戊寅 (wù-yín, Earth Tiger; yang - year 15 of the cycle) 1968: 戊申 (wù-shēn, Earth Monkey; yang - year 45 of the cycle) 1972: 壬子 (rén-zĭ, Water Rat; yang - year 49 of the cycle) 1976: 丙辰 (bĭng-chén, Fire Dragon; yang - year 53 of the cycle)
Given no arguments and run during the year 2017:
丁酉 (dīng-yŏu, Fire Rooster; yin - year 34 of the cycle)
Rust
fn chinese_zodiac(year: usize) -> String {
static ANIMALS: [&str; 12] = [
"Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig",
];
static ASPECTS: [&str; 2] = ["Yang", "Yin"];
static ELEMENTS: [&str; 5] = ["Wood", "Fire", "Earth", "Metal", "Water"];
static STEMS: [char; 10] = [
'甲', '乙', '丙', '丁', '戊', '己', '庚', '辛', '壬', '癸',
];
static BRANCHES: [char; 12] = [
'子', '丑', '寅', '卯', '辰', '巳', '午', '未', '申', '酉', '戌', '亥',
];
static S_NAMES: [&str; 10] = [
"jiă", "yĭ", "bĭng", "dīng", "wù", "jĭ", "gēng", "xīn", "rén", "gŭi",
];
static B_NAMES: [&str; 12] = [
"zĭ", "chŏu", "yín", "măo", "chén", "sì",
"wŭ", "wèi", "shēn", "yŏu", "xū", "hài",
];
let y = year - 4;
let s = y % 10;
let b = y % 12;
let stem = STEMS[s];
let branch = BRANCHES[b];
let s_name = S_NAMES[s];
let b_name = B_NAMES[b];
let element = ELEMENTS[s / 2];
let animal = ANIMALS[b];
let aspect = ASPECTS[s % 2];
let cycle = y % 60 + 1;
format!(
"{} {}{} {:9} {:7} {:7} {:6} {:02}/60",
year,
stem,
branch,
format!("{}-{}", s_name, b_name),
element,
animal,
aspect,
cycle
)
}
fn main() {
let years = [1935, 1938, 1968, 1972, 1976, 1984, 2017];
println!("Year Chinese Pinyin Element Animal Aspect Cycle");
println!("---- ------- --------- ------- ------- ------ -----");
for &year in &years {
println!("{}", chinese_zodiac(year));
}
}
- Output:
Year Chinese Pinyin Element Animal Aspect Cycle ---- ------- --------- ------- ------- ------ ----- 1935 乙亥 yĭ-hài Wood Pig Yin 12/60 1938 戊寅 wù-yín Earth Tiger Yang 15/60 1968 戊申 wù-shēn Earth Monkey Yang 45/60 1972 壬子 rén-zĭ Water Rat Yang 49/60 1976 丙辰 bĭng-chén Fire Dragon Yang 53/60 1984 甲子 jiă-zĭ Wood Rat Yang 01/60 2017 丁酉 dīng-yŏu Fire Rooster Yin 34/60
Scala
object Zodiac extends App {
val years = Seq(1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017, 2018)
private def animals =
Seq("Rat",
"Ox",
"Tiger",
"Rabbit",
"Dragon",
"Snake",
"Horse",
"Goat",
"Monkey",
"Rooster",
"Dog",
"Pig")
private def animalChars =
Seq("子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥")
private def elements = Seq("Wood", "Fire", "Earth", "Metal", "Water")
private def elementChars =
Seq(Array("甲", "丙", "戊", "庚", "壬"), Array("乙", "丁", "己", "辛", "癸"))
private def getYY(year: Int) = if (year % 2 == 0) "yang" else "yin"
for (year <- years) {
println(year
+ " is the year of the " + elements(math.floor((year - 4) % 10 / 2).toInt) + " "
+ animals((year - 4) % 12)
+ " (" + getYY(year) + "). "
+ elementChars(year % 2)(math.floor((year - 4) % 10 / 2).toInt)
+ animalChars((year - 4) % 12))
}
}
- Output:
See it in running in your browser by ScalaFiddle (JavaScript) or by Scastie (JVM).
Seed7
The standard output file of Seed7 accepts only Latin-1 (byte) output. Therefore the output with the chinese characters is written to STD_CONSOLE. The library console.s7i defines STD_CONSOLE.
$ include "seed7_05.s7i";
include "console.s7i";
const array string: animals is [0] ("Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake", "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig");
const array string: elements is [0] ("Wood", "Fire", "Earth", "Metal", "Water");
const array string: animalChars is [0] ("子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥");
const array array string: elementChars is [0] ([0] ("甲", "丙", "戊", "庚", "壬"), [0] ("乙", "丁", "己", "辛", "癸"));
const proc: main is func
local
var integer: year is 0;
var integer: eIdx is 0;
var integer: aIdx is 0;
begin
OUT := STD_CONSOLE;
for year range {1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017} do
eIdx := (year - 4) rem 10 div 2;
aIdx := (year - 4) rem 12;
writeln(year <& " is the year of the " <& elements[eIdx] <& " " <& animals[aIdx] <& " (" <&
([0] ("yang", "yin"))[year rem 2] <& "). " <& elementChars[year rem 2][eIdx] <& animalChars[aIdx]);
end for;
end func;- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
Sidef
func zodiac(year) {
var animals = %w(Rat Ox Tiger Rabbit Dragon Snake Horse Goat Monkey Rooster Dog Pig)
var elements = %w(Wood Fire Earth Metal Water)
var terrestrial_han = %w(子 丑 寅 卯 辰 巳 午 未 申 酉 戌 亥)
var terrestrial_pinyin = %w(zĭ chŏu yín măo chén sì wŭ wèi shēn yŏu xū hài)
var celestial_han = %w(甲 乙 丙 丁 戊 己 庚 辛 壬 癸)
var celestial_pinyin = %w(jiă yĭ bĭng dīng wù jĭ gēng xīn rén gŭi)
var aspect = %w(yang yin)
var cycle_year = ((year-4) % 60)
var (i2, i10, i12) = (cycle_year%2, cycle_year%10, cycle_year%12)
(year,
celestial_han[i10], terrestrial_han[i12],
celestial_pinyin[i10], terrestrial_pinyin[i12],
elements[i10 >> 1], animals[i12], aspect[i2], cycle_year+1)
}
[1935, 1938, 1968, 1972, 1976, 2017].each { |year|
printf("%4d: %s%s (%s-%s) %s %s; %s - year %d of the cycle\n", zodiac(year))
}
- Output:
1935: 乙亥 (yĭ-hài) Wood Pig; yin - year 12 of the cycle 1938: 戊寅 (wù-yín) Earth Tiger; yang - year 15 of the cycle 1968: 戊申 (wù-shēn) Earth Monkey; yang - year 45 of the cycle 1972: 壬子 (rén-zĭ) Water Rat; yang - year 49 of the cycle 1976: 丙辰 (bĭng-chén) Fire Dragon; yang - year 53 of the cycle 2017: 丁酉 (dīng-yŏu) Fire Rooster; yin - year 34 of the cycle
tbas
DATA "甲","乙","丙","丁","戊","己","庚","辛","壬","癸"
DECLARE celestial$(10)
MAT READ celestial$
DATA "子","丑","寅","卯","辰","巳","午","未","申","酉","戌","亥"
DECLARE terrestrial$(12)
MAT READ terrestrial$
DATA "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"
DECLARE animals$(12)
MAT READ animals$
DATA "Wood","Fire","Earth","Metal","Water"
DECLARE elements$(5)
MAT READ elements$
DATA "yang","yin"
DECLARE aspects$(2)
MAT READ aspects$
DATA "jiă","yĭ","bĭng","dīng","wù","jĭ","gēng","xīn","rén","gŭi"
DATA "zĭ","chŏu","yín","măo","chén","sì","wŭ","wèi","shēn","yŏu","xū","hài"
DECLARE celestialpinyin$(UBOUND(celestial$(),1))
DECLARE terrestrialpinyin$(UBOUND(terrestrial$(),1))
MAT READ celestialpinyin$
MAT READ terrestrialpinyin$
DATA 1935,1938,1931,1961,1963,1991,1993,1996,2001
DECLARE years(9)
MAT READ years
DECLARE _base = 4
DECLARE _year
DECLARE cycleyear
DECLARE stemnumber
DECLARE stemhan$
DECLARE stempinyin$
DECLARE elementnumber
DECLARE element$
DECLARE branchnumber
DECLARE branchhan$
DECLARE branchpinyin$
DECLARE animal$
DECLARE aspectnumber
DECLARE aspect$
DECLARE index
DECLARE i
DECLARE top = ubound(years(),1)
FOR i = 1 TO top
_year = years(i)
cycleyear = _year - _base
stemnumber = MOD(cycleyear, 10)
stemhan$ = celestial$(stemnumber + 1)
stempinyin$ = celestialpinyin$(stemnumber + 1)
elementnumber = div(stemnumber, 2) + 1
element$ = elements$(elementnumber)
branchnumber = MOD(cycleyear, 12)
branchhan$ = terrestrial$(branchnumber + 1)
branchpinyin$ = terrestrialpinyin$(branchnumber + 1)
animal$ = animals$(branchnumber + 1)
aspectnumber = MOD(cycleyear, 2)
aspect$ = aspects$(aspectnumber + 1)
index = MOD(cycleyear, 60) + 1
PRINT _year;
PRINT TAB(5);stemhan$+branchhan$;
PRINT TAB(12);stempinyin$;"-";branchpinyin$;
PRINT TAB(25);element$;" ";animal$;" ("+aspect$+")";
PRINT TAB(50);"year";index;"of the cycle"
NEXT
$ tbas chinZod.bas 1935 乙亥 yĭ-hài Wood Pig (yin) year 12 of the cycle 1938 戊寅 wù-yín Earth Tiger (yang) year 15 of the cycle 1931 辛未 xīn-wèi Metal Goat (yin) year 8 of the cycle 1961 辛丑 xīn-chŏu Metal Ox (yin) year 38 of the cycle 1963 癸卯 gŭi-măo Water Rabbit (yin) year 40 of the cycle 1991 辛未 xīn-wèi Metal Goat (yin) year 8 of the cycle 1993 癸酉 gŭi-yŏu Water Rooster (yin) year 10 of the cycle 1996 丙子 bĭng-zĭ Fire Rat (yang) year 13 of the cycle 2001 辛巳 xīn-sì Metal Snake (yin) year 18 of the cycle
Tcl
proc cn_zodiac year {
set year0 [expr $year-4]
set animals {Rat Ox Tiger Rabbit Dragon Snake Horse Goat Monkey Rooster Dog Pig}
set elements {Wood Fire Earth Metal Water}
set stems {jia3 yi3 bing3 ding1 wu4 ji3 geng1 xin1 ren2 gui3}
set gan {\u7532 \u4E59 \u4E19 \u4E01 \u620A \u5DF1 \u5E9A \u8F9B \u58EC \u7678}
set branches {zi3 chou3 yin2 mao3 chen2 si4 wu3 wei4 shen1 you3 xu1 hai4}
set zhi {\u5B50 \u4E11 \u5BC5 \u536F \u8FB0 \u5DF3 \u5348 \u672A \u7533 \u9149 \u620C \u4EA5}
set m10 [expr $year0%10]
set m12 [expr $year0%12]
set res [lindex $gan $m10][lindex $zhi $m12]
lappend res [lindex $stems $m10]-[lindex $branches $m12]
lappend res [lindex $elements [expr $m10/2]]
lappend res [lindex $animals $m12] ([expr {$year0%2 ? "yin" : "yang"}])
lappend res year [expr $year0%60+1]
return $res
}
% cn_zodiac 1984 甲子 jia3-zi3 Wood Rat (yang) year 1 % cn_zodiac 2017 丁酉 ding1-you3 Fire Rooster (yin) year 34
uBasic/4tH
dim @y(2) ' yin or yang
dim @e(5) ' the elements
dim @a(12) ' the animals
Push "yang", "yin" ' fill Ying/Yang table
For i = 1 to 0 Step -1 : @y(i) = Pop() : Next i
' fill Elements table
Push "Wood", "Fire", "Earth", "Metal", "Water"
For i = 4 to 0 Step -1 : @e(i) = Pop() : Next i
' fill Animals table
Push "Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake"
Push "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"
For i = 11 to 0 step -1 : @a(i) = Pop() : Next i
' now push all the test years
Push 76543, 2186, 2020, 1984, 1861, 1801
' and process them all
Do While Used() ' until the stack is empty
Print Show(FUNC(_Chinese(Pop()))) ' call function
Loop
End
_Chinese ' compose string
Param (1)
Local (3)
b@ = a@ % 2
c@ = (a@ - 4) % 5
d@ = (a@ - 4) % 12
Return (Join(Str (a@), " is the year of the ", @e(c@), " ", @a(d@), " (", @y(b@), ")."))
Output:
1801 is the year of the Earth Rooster (yin). 1861 is the year of the Earth Rooster (yin). 1984 is the year of the Wood Rat (yang). 2020 is the year of the Fire Rat (yang). 2186 is the year of the Earth Dog (yang). 76543 is the year of the Water Rabbit (yin). 0 OK, 0:1047
UNIX Shell
The required versions introduced support for associative arrays.
#!/usr/bin/env bash
declare -A pinyin=(
[甲]='jiă'
[乙]='yĭ'
[丙]='bĭng'
[丁]='dīng'
[戊]='wù'
[己]='jĭ'
[庚]='gēng'
[辛]='xīn'
[壬]='rén'
[癸]='gŭi'
[子]='zĭ'
[丑]='chŏu'
[寅]='yín'
[卯]='măo'
[辰]='chén'
[巳]='sì'
[午]='wŭ'
[未]='wèi'
[申]='shén'
[酉]='yŏu'
[戌]='xū'
[亥]='hài'
)
celestial=(甲 乙 丙 丁 戊 己 庚 辛 壬 癸)
terrestrial=(子 丑 寅 卯 辰 巳 午 未 申 酉 戌 亥)
animals=(Rat Ox Tiger Rabbit Dragon Snake
Horse Goat Monkey Rooster Dog Pig)
elements=(Wood Fire Earth Metal Water)
aspects=(yang yin)
BaseYear=4
function main {
if (( !$# )); then
set -- $(date +%Y)
fi
local year
for year; do
if (( $# > 1 )); then
printf '%s:' "$year"
fi
local -i cycle_year=year-BaseYear
local -i stem_number=$cycle_year%${#celestial[@]}
local stem_han=${celestial[$stem_number]}
local stem_pinyin=${pinyin[$stem_han]}
local -i element_number=stem_number/2
local element=${elements[$element_number]}
local -i branch_number=$cycle_year%${#terrestrial[@]}
local branch_han=${terrestrial[$branch_number]}
local branch_pinyin=${pinyin[$branch_han]}
local animal=${animals[$branch_number]}
local -i aspect_number=$cycle_year%${#aspects[@]}
local aspect=${aspects[$aspect_number]}
printf '%s%s' $stem_han $branch_han
printf '(%s-%s, %s %s; %s)\n' $stem_pinyin $branch_pinyin $element $animal $aspect
done
}
main "$@"
Version required for associative array initialization syntax. Main difference from bash is that we number everything starting at 1 instead of 0.
#!/usr/bin/env zsh
declare -A pinyin=(
[甲]='jiă'
[乙]='yĭ'
[丙]='bĭng'
[丁]='dīng'
[戊]='wù'
[己]='jĭ'
[庚]='gēng'
[辛]='xīn'
[壬]='rén'
[癸]='gŭi'
[子]='zĭ'
[丑]='chŏu'
[寅]='yín'
[卯]='măo'
[辰]='chén'
[巳]='sì'
[午]='wŭ'
[未]='wèi'
[申]='shén'
[酉]='yŏu'
[戌]='xū'
[亥]='hài'
)
celestial=(甲 乙 丙 丁 戊 己 庚 辛 壬 癸)
terrestrial=(子 丑 寅 卯 辰 巳 午 未 申 酉 戌 亥)
animals=(Rat Ox Tiger Rabbit Dragon Snake
Horse Goat Monkey Rooster Dog Pig)
elements=(Wood Fire Earth Metal Water)
aspects=(yang yin)
BaseYear=4
main() {
if (( !$# )); then
set -- $(date +%Y)
fi
local year
for year; do
if (( $# > 1 )); then
printf '%s:' "$year"
fi
local -i cycle_year=year-BaseYear+1
local -i stem_number=$(amod $cycle_year ${#celestial[@]})
local stem_han=$celestial[$stem_number]
local stem_pinyin=$pinyin[$stem_han]
local -i element_number
(( element_number = (stem_number-1)/2+1 ))
local element=$elements[$element_number]
local -i branch_number=$(amod $cycle_year ${#terrestrial[@]})
local branch_han=$terrestrial[$branch_number]
local branch_pinyin=$pinyin[$branch_han]
local animal=$animals[$branch_number]
local -i aspect_number=$(amod $cycle_year ${#aspects[@]})
local aspect=$aspects[$aspect_number]
printf '%s%s' $stem_han $branch_han
printf '(%s-%s, %s %s; %s)\n' $stem_pinyin $branch_pinyin $element $animal $aspect
done
}
amod() {
local -i m=$1 n=$2
printf '%d\n' $(( (m + n - 1) % n + 1 ))
}
main "$@"
- Output:
Output is the same for both versions:
$ cz 1935 1938 1968 1972 1976: 1935:乙亥(yĭ-hài, Wood Pig; yin) 1938:戊寅(wù-yín, Earth Tiger; yang) 1968:戊申(wù-shén, Earth Monkey; yang) 1972:壬子(rén-zĭ, Water Rat; yang) 1976:丙辰(bĭng-chén, Fire Dragon; yang)
UTFool
···
http://rosettacode.org/wiki/Chinese_zodiac
···
■ ChineseZodiac
§ static
tiangan⦂ String[][]: ¤ · 10 celestial stems
¤ "甲", "乙", "丙", "丁", "戊", "己", "庚", "辛", "壬", "癸"
¤ "jiă", "yĭ", "bĭng", "dīng", "wù", "jĭ", "gēng", "xīn", "rén", "gŭi"
dizhi⦂ String[][]: ¤ · 12 terrestrial branches
¤ "子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"
¤ "zĭ", "chŏu", "yín", "măo", "chén", "sì", "wŭ", "wèi", "shēn", "yŏu", "xū", "hài"
wuxing⦂ String[][]: ¤ · 5 traditional elements
¤ "木", "火", "土", "金", "水"
¤ "mù", "huǒ", "tǔ", "jīn", "shuǐ"
¤ "wood", "fire", "earth", "metal", "water"
shengxiao⦂ String[][]: ¤ · 12 animal deities
¤ "鼠", "牛", "虎", "兔", "龍", "蛇", "馬", "羊", "猴", "鸡", "狗", "豬"
¤ "shǔ", "niú", "hǔ", "tù", "lóng", "shé", "mǎ", "yáng", "hóu", "jī", "gǒu", "zhū"
¤ "rat", "ox", "tiger", "rabbit", "dragon", "snake", "horse", "goat", "monkey", "rooster", "dog", "pig"
yinyang⦂ String[][]: ¤ · 2 fundamental principles
¤ "阳", "阴"
¤ "yáng", "yīn"
▶ main
• args⦂ String[]
for each year ∈ [1935, 1938, 1968, 1972, 1976, 1984, 1985, 1986, 2017]⦂ int
cycle⦂ int: year - 4
stem⦂ int: cycle \ 10
branch⦂ int: cycle \ 12
System.out.printf "%4s %-8s %-6s %-6s %s\n", year, tiangan[0][stem] ⊕ dizhi[0][branch],
wuxing[0][stem / 2], shengxiao[0][branch], yinyang[0][year \ 2]
System.out.printf " %-9s %-7s %-7s %s\n", tiangan[1][stem] ⊕ dizhi[1][branch],
wuxing[1][stem / 2], shengxiao[1][branch], yinyang[1][year \ 2]
System.out.printf " %-2s/60 %-7s %s\n\n", cycle \ 60 + 1,
wuxing[2][stem / 2], shengxiao[2][branch]VBScript
To run in console mode with cscript.
' Chinese zodiac - VBS
Animals = array( "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig" )
Elements = array( "Wood","Fire","Earth","Metal","Water" )
YinYang = array( "Yang","Yin" )
Years = array( 1935, 1938, 1968, 1972, 1976, 1984, 2017 )
for i = LBound(Years) to UBound(Years)
xYear = Years(i)
yElement = Elements(((xYear - 4) mod 10) \ 2)
yAnimal = Animals( (xYear - 4) mod 12 )
yYinYang = YinYang( xYear mod 2 )
nn = ((xYear - 4) mod 60) + 1
msgbox xYear & " is the year of the " & yElement & " " & yAnimal & " (" & yYinYang & ").",, _
xYear & " : " & nn & "/60"
next
- Output:
1935 is the year of the Wood Pig (Yin). 1938 is the year of the Earth Tiger (Yang). 1968 is the year of the Earth Monkey (Yang). 1972 is the year of the Water Rat (Yang). 1976 is the year of the Fire Dragon (Yang). 1984 is the year of the Wood Rat (Yang). 2017 is the year of the Fire Rooster (Yin).
Visual Basic .NET
Module Module1
ReadOnly ANIMALS As String() = {"Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake", "Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"}
ReadOnly ELEMENTS As String() = {"Wood", "Fire", "Earth", "Metal", "Water"}
ReadOnly ANIMAL_CHARS As String() = {"子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"}
ReadOnly ELEMENT_CHARS As String(,) = {{"甲", "丙", "戊", "庚", "壬"}, {"乙", "丁", "己", "辛", "癸"}}
Function GetYY(year As Integer) As String
If year Mod 2 = 0 Then
Return "yang"
End If
Return "yin"
End Function
Sub Main()
Console.OutputEncoding = System.Text.Encoding.UTF8
Dim years = {1935, 1938, 1968, 1972, 1976, 1984, 1985, 2017}
For i = 0 To years.Length - 1
Dim t0 = years(i)
Dim t1 = t0 - 4.0
Dim t2 = t1 Mod 10
Dim t3 = t2 / 2
Dim t4 = Math.Floor(t3)
Dim ei As Integer = Math.Floor(((years(i) - 4.0) Mod 10) / 2)
Dim ai = (years(i) - 4) Mod 12
Console.WriteLine("{0} is the year of the {1} {2} ({3}). {4}{5}", years(i), ELEMENTS(ei), ANIMALS(ai), GetYY(years(i)), ELEMENT_CHARS(years(i) Mod 2, ei), ANIMAL_CHARS((years(i) - 4) Mod 12))
Next
End Sub
End Module
- Output:
1935 is the year of the Wood Pig (yin). 乙亥 1938 is the year of the Earth Tiger (yang). 戊寅 1968 is the year of the Earth Monkey (yang). 戊申 1972 is the year of the Water Rat (yang). 壬子 1976 is the year of the Fire Dragon (yang). 丙辰 1984 is the year of the Wood Rat (yang). 甲子 1985 is the year of the Wood Ox (yin). 乙丑 2017 is the year of the Fire Rooster (yin). 丁酉
V (Vlang)
const (
animal_string = ["Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"]
stem_yy_string = ["Yang", "Yin"]
element_string = ["Wood", "Fire", "Earth", "Metal", "Water"]
stem_ch = "甲乙丙丁戊己庚辛壬癸".split('')
branch_ch = "子丑寅卯辰巳午未申酉戌亥".split('')
)
fn cz(y int) (string, string, string, string, int) {
yr := y-4
stem := yr % 10
branch := yr % 12
return animal_string[branch],
stem_yy_string[stem%2],
element_string[stem/2],
[stem_ch[stem], branch_ch[branch]].join(''),
yr%60 + 1
}
fn main() {
for yr in [1935, 1938, 1968, 1972, 1976] {
a, yy, e, sb, cy := cz(yr)
println("$yr: $e $a, $yy, Cycle year $cy $sb")
}
}- Output:
Same as Go entry
Wren
import "./fmt" for Fmt
class ChineseZodiac {
static init() {
__animals = ["Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"]
__aspects = ["Yang","Yin"]
__elements = ["Wood", "Fire", "Earth", "Metal", "Water"]
__stems = ["甲", "乙", "丙", "丁", "戊", "己", "庚", "辛", "壬", "癸"]
__branches = ["子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"]
__sNames = ["jiă", "yĭ", "bĭng", "dīng", "wù", "jĭ", "gēng", "xīn", "rén", "gŭi"]
__bNames = ["zĭ", "chŏu", "yín", "măo", "chén", "sì", "wŭ", "wèi", "shēn", "yŏu", "xū", "hài"]
}
construct new(year) {
var y = year - 4
var s = y % 10
var b = y % 12
_year = year
_stem = __stems[s]
_branch = __branches[b]
_sName = __sNames[s]
_bName = __bNames[b]
_element = __elements[(s/2).floor]
_animal = __animals[b]
_aspect = __aspects[s % 2]
_cycle = y % 60 + 1
}
toString {
var name = Fmt.s(-9, _sName + "-" + _bName)
var elem = Fmt.s(-7, _element)
var anim = Fmt.s(-7, _animal)
var aspt = Fmt.s(-6, _aspect)
var cycl = Fmt.dz(2, _cycle) + "/60"
return "%(_year) %(_stem)%(_branch) %(name) %(elem) %(anim) %(aspt) %(cycl)"
}
}
var years = [1935, 1938, 1968, 1972, 1976, 1984, 2017, 2020]
System.print("Year Chinese Pinyin Element Animal Aspect Cycle")
System.print("---- ------- --------- ------- ------- ------ -----")
ChineseZodiac.init()
for (year in years) System.print(ChineseZodiac.new(year))
- Output:
Year Chinese Pinyin Element Animal Aspect Cycle ---- ------- --------- ------- ------- ------ ----- 1935 乙亥 yĭ-hài Wood Pig Yin 12/60 1938 戊寅 wù-yín Earth Tiger Yang 15/60 1968 戊申 wù-shēn Earth Monkey Yang 45/60 1972 壬子 rén-zĭ Water Rat Yang 49/60 1976 丙辰 bĭng-chén Fire Dragon Yang 53/60 1984 甲子 jiă-zĭ Wood Rat Yang 01/60 2017 丁酉 dīng-yŏu Fire Rooster Yin 34/60 2020 庚子 gēng-zĭ Metal Rat Yang 37/60
XPL0
include xpllib; \for Print
int Animals, Elements;
func GetElement(Year);
int Year, Element;
[Element:= rem((Year-4)/10) / 2;
return Elements(Element);
];
func GetAnimal(Year);
int Year;
return Animals(rem((Year-4)/12));
func GetYY(Year);
int Year;
if rem(Year/2) = 0 then return "yang"
else return "yin";
int Year, Years, I;
[Years:= [ 1935, 1938, 1968, 1972, 1976, 2017 ];
Animals:= [ "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig" ];
Elements:= [ "Wood","Fire","Earth","Metal","Water" ];
for I:= 0 to 6-1 do
[Year:= Years(I);
Print("%d is the year of the %s %s (%s).\n", Year, GetElement(Year), GetAnimal(Year), GetYY(Year));
]
]- Output:
1935 is the year of the Wood Pig (yin). 1938 is the year of the Earth Tiger (yang). 1968 is the year of the Earth Monkey (yang). 1972 is the year of the Water Rat (yang). 1976 is the year of the Fire Dragon (yang). 2017 is the year of the Fire Rooster (yin).
Yabasic
dim Animals$(12) : for a = 0 to 11 : read Animals$(a) : next a
dim Elements$(5) : for a = 0 to 4 : read Elements$(a): next a
dim YinYang$(2) : for a = 0 to 1 : read YinYang$(a) : next a
dim Years(7) : for a = 0 to 6 : read Years(a) : next a
for i = 0 to arraysize(Years(),1)-1
xYear = Years(i)
yElement$ = Elements$((Mod((xYear - 4), 10)) / 2)
yAnimal$ = Animals$( Mod((xYear - 4), 12))
yYinYang$ = YinYang$( Mod(xYear, 2) )
nn = ( Mod((xYear - 4), 60)) + 1
print xYear, " is the year of the ", yElement$, " ", yAnimal$, " (", yYinYang$, ")."
next i
print
end
data "Rat","Ox","Tiger","Rabbit","Dragon","Snake","Horse","Goat","Monkey","Rooster","Dog","Pig"
data "Wood","Fire","Earth","Metal","Water"
data "Yang","Yin"
data 1935, 1938, 1968, 1972, 1976, 1984, 2017- Output:
1935 is the year of the Wood Pig (Yin). 1938 is the year of the Earth Tiger (Yang). 1968 is the year of the Earth Monkey (Yang). 1972 is the year of the Water Rat (Yang). 1976 is the year of the Fire Dragon (Yang). 1984 is the year of the Wood Rat (Yang). 2017 is the year of the Fire Rooster (Yin).
zkl
fcn ceToChineseZodiac(ce_year){ // --> list of strings
# encoding: utf-8
var [const] pinyin=SD( // create some static variables, SD is small fixed dictionary
"甲","jiă", "乙","yĭ", "丙","bĭng", "丁","dīng", "戊","wù", "己","jĭ",
"庚","gēng", "辛","xīn", "壬","rén", "癸","gŭi",
"子","zĭ", "丑","chŏu", "寅","yín", "卯","măo", "辰","chén", "巳","sì",
"午","wŭ", "未","wèi", "申","shén","酉","yŏu", "戌","xū", "亥","hài"
),
celestial =T("甲", "乙", "丙", "丁", "戊", "己", "庚", "辛", "壬", "癸"),
terrestrial=T("子", "丑", "寅", "卯", "辰", "巳", "午", "未", "申", "酉", "戌", "亥"),
animals =T("Rat", "Ox", "Tiger", "Rabbit", "Dragon", "Snake",
"Horse", "Goat", "Monkey", "Rooster", "Dog", "Pig"),
elements =T("Wood", "Fire", "Earth", "Metal", "Water"),
aspects =T("yang","yin"),
;
const BASE=4;
cycle_year:=ce_year - BASE;
cycle_year,aspect := ce_year - BASE, aspects[cycle_year%2];
stem_number,element := cycle_year%10, elements[stem_number/2];
stem_han,stem_pinyin := celestial[stem_number], pinyin[stem_han];
branch_number,animal := cycle_year%12, animals[branch_number];
branch_han,branch_pinyin := terrestrial[branch_number], pinyin[branch_han];
return(stem_han,branch_han,
stem_pinyin,branch_pinyin, element,animal,aspect)
}foreach ce_year in (T(1935,1938,1968,1972,1976,Time.Clock.UTC[0])){
println("%d: %s%s (%s-%s, %s %s; %s)"
.fmt(ce_year,ceToChineseZodiac(ce_year).xplode()));
}- Output:
1935: 乙亥 (yĭ-hài, Wood Pig; yin) 1938: 戊寅 (wù-yín, Earth Tiger; yang) 1968: 戊申 (wù-shén, Earth Monkey; yang) 1972: 壬子 (rén-zĭ, Water Rat; yang) 1976: 丙辰 (bĭng-chén, Fire Dragon; yang) 2017: 丁酉 (dīng-yŏu, Fire Rooster; yin)
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