######################################################################
##LUACH: Save this file as LUACH   To use it, stay in the            #
##same directory, get into Maple (by typing: maple <Enter> )         #
##and then type:  read LUACH : <Enter>                               #
##Then follow the instructions given there                           #
##                                                                   #
##Written by Doron Zeilberger, Rutgers University ,                  #
#zeilberg at math dot rutgers dot edu                                #
######################################################################
 
#First Created: Tishrei 8, 5768
#This version: Tevet 3, 5772
 
print(`First Created: 8 Tishrei , 5768`):
print(`This version: 3 Tevet, 5772 [Adding procedure ChrCha(y);]`):
print(``):
print(` This is LUACH `):
print(`to convert from the Hebrew to the Gregorian Calendars`):
print(`and vice versa, and make-up yearly Hebrew calendars`):
print(`by Doron Zeilberger`):
print(`It accompanies Doron Zeilberger's lecture`):
print(`Why Erev Yom Kippur is never on Thursday Evening`):
print(`given on 5:00pm, Tishrei 8, 5768, at the Rutgers University`):
print(`Experimental Mathematics Seminar.`):
print(``):
print(`Please report bugs to zeilberg at math dot rutgers dot edu`):
print(``):
 print(`The most current version of this  package and paper`):
 print(` are  available from`):
 print(`http://www.math.rutgers.edu/~zeilberg  .`):
 print(`For a list of the procedures type ezra();, for help with`):
 print(`a specific procedure, type ezra(procedure_name);   .`):
 print(``):
 print(`Mukdash le-gimel baribua` ):
with(combinat):

ezra1:=proc()

if args=NULL then
 print(` The supporting procedures are: DayOfTheWeekG`):
 print(`DayToGreg1 `):
 print( ` ExtraDaysInPeriod, IsGregLeapYear, KamaYamim, KamaYamim1 `):
print(` KamaYamim1G, KamaYamimG `):
 print(` NextGregDate, Per1, RevKamaYamimG `):
else
ezra(args):
fi:

end:



ezra:=proc()

if args=NULL then
 print(`The main procedures are: Chagim, ChrCha, ChrChaF, ChrChaSeq`):
print(`ChrChaSeqF, ChrSukF, ChrSukSeq, ChrSukSeqF`):
print(`ChrHD, ChrHDpc, ChrHDseq, Conway, FirstRosh, `):
print(` GregToHebrew `):
 print(` HebrewToGreg, LuachShana, Molad `):
 print(` Min, Min1, Molad , NextHebrewDate, Sidra,`):
 print(` SipurHanukkah,  SipurSukkot, Yom `):


elif nops([args])=1 and op(1,[args])=Chagim then    
print(`Chagim(i): All the Civil dates of the Jewish`):
print(`Holidays of Hebrew  year i`):
print(`For example, to get all the Civil dates of the Hebrew year`):
print(` 5716, type: Chagim(5716); `):

elif nops([args])=1 and op(1,[args])=ChrCha then    
print(`ChrCha(y): enters a Gregorian Year and outputs`):
print(`true if Christmas is in Chanuka, otherwise it outputs false`):
print(`For example, try: ChrCha(2011);`):

elif nops([args])=1 and op(1,[args])=ChrChaF then    
print(`ChrChaF(y): fast version of ChrCha(y)`):
print(`for y between 1801 and 25000`):
print(`For example, try: ChrChaF(2011);`):

elif nops([args])=1 and op(1,[args])=ChrSuk then    
print(`ChrSuk(y): enters a Gregorian Year and outputs`):
print(`true if Christmas is in Sukkot, otherwise it outputs false`):
print(`For example, try: ChrSuk(2011);`):

elif nops([args])=1 and op(1,[args])=ChrSukF then    
print(`ChrSukF(y): fast version of ChrSuk(y)`):
print(`for y between 1801 and 25000`):
print(`For example, try: ChrSukF(2011);`):

elif nops([args])=1 and op(1,[args])=ChrChaSeq then    
print(`ChrChaSeq(Y,a): The sequence of years, starting at`):
print(`Gregorian year Y and ending at year Y+a where`):
print(`Christmas in in Chanuka; For example, do`):
print(`ChrChaSeq(2500,10);`):

elif nops([args])=1 and op(1,[args])=ChrChaSeqF then    
print(`ChrChaSeqF(Y,a): Like ChrChaSeq(Y,a) but faster`):
print(`using pre-computed data for Y>=1801 and Y+a<=25000`):
print(`For example, do`):
print(`ChrChaSeqF(2000,10);`):


elif nops([args])=1 and op(1,[args])=ChrHD then    
print(`ChrHD(y): enters a Gregorian Year and outputs`):
print(`the Hebrew Date of Christmas for that year`):
print(`For example, try: `):
print(`ChrHD(2011);`):

elif nops([args])=1 and op(1,[args])=ChrHDpc then    
print(`ChrHDpc(y): A pre-computed version of ChrHD(y)`):
print(`for y between 1801 and 15000`):
print(`For example, try: `):
print(`ChrHDpc(2011);`):

elif nops([args])=1 and op(1,[args])=ChrHDseq then    
print(`ChrHDseq(y1,y2): The sequence of Hebrew Dates`):
print(`of Chritmass from year y1 to year y2. The output`):
print(` is an ordered list of pairs [Year,HebrewDateOfChristmasOfThatYear]`):
print(`For example, try:`):
print(`ChrHDseq(2000,2010);`):

elif nops([args])=1 and op(1,[args])=ChrSukSeq then    
print(`ChrSukSeq(Y,a): The sequence of years, starting at`):
print(`Gregorian year Y and ending at year Y+a where`):
print(`Christmas in in Sukkot; For example, do`):
print(`ChrSukSeq(2000,10);`):

elif nops([args])=1 and op(1,[args])=ChrSukSeqF then    
print(`ChrSukSeqF(Y,a): Like ChrSukSeq(Y,a) but faster`):
print(`using pre-computed data for Y>=1801 and Y+a<=25000`):
print(`For example, do`):
print(`ChrSukSeqF(2000,10);`):

elif nops([args])=1 and op(1,[args])=Conway then    
print(`Conway(Y): The Conway formula for the Gregorian date of`):
print(`Rosh Hashana of year Y. For example, try: Conway(1955);`):

elif nops([args])=1 and op(1,[args])=Conway1 then    
print(`Conway1(Y): The Conway formula for the Gregorian date (in September)`):
print(`of Rosh Hashana, for the years between 1900 and 2099. For `):
print(`example, try: Conway1(1955);`):

elif nops([args])=1 and op(1,[args])=DayOfTheWeekG then    
print(`DayOfTheWeekG(D1,M1,Y1): Given a Gregorian date`):
print(`after Jan. 1, 1800, finds the day of the week`):
print(`For example, try:`):
print(`DayOfTheWeekG(8,12,1955);`):

elif nops([args])=1 and op(1,[args])=DayToGreg1 then    
print(`DayToGreg1(D1): Given the day from the creation of the world`):
print(`computes the Gregorian date. So far we need D1>=2030500`):
print(`(after [1,1,1800]). For example, try:`):
print(`DayToGreg1(2030500);`):

elif nops([args])=1 and op(1,[args])=ExtraDaysInPeriod then    
print(`ExtraDaysInPeriod(i): the number of days in Period i `):
print(`(i.e. years 19*(i-1)+1 to 19*(i-1)+19 to`):
print(`the creation of the world. For example, try:`):
print(`ExtraDaysInPeriod(3);`):


elif nops([args])=1 and op(1,[args])=FirstRosh then    
print(`FirstRosh(D1,M1): when is the first year where Rosh Hashana will`):
print(`be on Gregorian date Date. For example, to find the first year`):
print(`when Rosh Hashana will be on Christmas, type:`):
print(`FirstRosh(25,12);`):


elif nops([args])=1 and op(1,[args])=GregToHebrew then    
print(`GregToHebrew(D1,M1,Y1): Given any date after Jan. 1, 1800`):
print(`figures out the Hebrew Date. For example`):
print(`try: GregToHebrew(8,12,1955); `):

elif nops([args])=1 and op(1,[args])=HebrewToGreg then    
print(`HebrewToGreg(D1,M1,Y1): Inputs the Hebrew Date`):
print(`Day,Month,Year, and outputs the Gregorian Date.`):
print(`For example, try: HebrewToGreg(23,3,5716);`):

elif nops([args])=1 and op(1,[args])=IsGregLeapYear then    
print(`IsGregLeapYear(Y1): is Gregorian year Y1 a leap year?`):
print(`For example, try: IsGregLeapYear(1955);`):

elif nops([args])=1 and op(1,[args])=KamaYamim then    
print(`KamaYamim(D1,M1,Y1): How many days, since the Creation`):
print(`of the World, is Hebrew Date [D1,M1,Y1]`):
print(`where D1 is the day of the month, M1 is the month of the`):
print(`year, and Y1 is the year. (Note in leap years: AdarI =6`):
print(`Adar II=6+1/2 .)`):
print(`For example, try:`):
print(`KamaYamim(23,3,5716);`):

elif nops([args])=1 and op(1,[args])=KamaYamimG then    
print(`KamaYamimG(D1,M1,Y1): How many days, since Jan. 1, 1800`):
print(`is the Gregorian Date [D1,M1,Y1]`):
print(`where D1 is the day of the month, M1 is the month of the`):
print(`year, and Y1 is the year. `):
print(`For example, try:`):
print(`KamaYamimG(8,12,1955);`):

elif nops([args])=1 and op(1,[args])=KamaYamim1 then    
print(`KamaYamim1(Y): How many days since the Creation`):
print(`of the World BEFORE 1 Tishri, year Y?`):
print(`For example, try: KamaYamim1(5716);`):


elif nops([args])=1 and op(1,[args])=KamaYamim1G then    
print(`KamaYamim1G(Y): How many days since Jan. 1, 1800`):
print(`Before Jan.1, year Y (Gregorian)`):
print(`For example, try: KamaYamim1G(1955);`):

elif nops([args])=1 and op(1,[args])=LuachShana then    
print(`LuachShana(i): prints out the Hebrew Calendar for`):
print(`Hebrew Year i, for example, try: LuachShana(5716);`):

elif nops([args])=1 and op(1,[args])=Min then    
print(`Min(Shana): inputs the Hebrew year Shana and returns`):
print(`the triple [DayOfTheWeekOfRoshHashana,IsItSimple,WhatType]`):
print(`Where IsItSimple is 1 if it is a simple year and`):
print(`0 if it is a leap year, and WhatType is `):
print(`-1: if Heshvan and Kislev have both 29 days (a short year)`):
print(`0: if Heshvan has 29 days and  Kislev has 30 days (a regular year)`):
print(`1: if Heshvan and Kislev have both 30 days (a long year)`):
print(`For example, try: Min(5716);`):

elif nops([args])=1 and op(1,[args])=Min1 then
print(`Min1(Shana): inputs the Hebrew year Shana and returns`):
print(`what type of year it is (Full (shlema) (+1), Regular`):
print(`(kesidra) (0), or khasera (-1)`):
print(`For example, try: Min1(5716);`):

elif nops([args])=1 and op(1,[args])=Molad then
print(`Molad(Shana): Given a Hebrew Year, Shana, computes the`):
print(`time day of the week and time of the Molad of`):
print(`Tishri, year Y. For example, try: Molad(5716);`):

elif nops([args])=1 and op(1,[args])=NextGregDate then
print(`NextGregDate(mu): Given a Gregorian date mu=[D,M,Y],`):
print(`computes the Gregorian date of the day after. `):
print(`Warning: European style NOT American Style.`):
print(`For example, try:`):
print(`NextGregDate([8,12,1955]);`):

elif nops([args])=1 and op(1,[args])=NextHebrewDate then
print(`NextHebrewDate(mu): Given a Hebrew date mu=[D,M,Y]`):
print(`computes the Hebrew date of the day after. `):
print(`For example, try:`):
print(`NextHebrewDate([23,3,5716]);`):

elif nops([args])=1 and op(1,[args])=Per1 then
print(`Per1(L): Given a list L,decides whether it ends`):
print(`with a period (repeat), and returns it.`):
print(`If it fails,it returns FAIL.`):
print(`For example, try: `):
print(` Per1([3,4,1,3,2,1,3,2]); `):

elif nops([args])=1 and op(1,[args])=RevKamaYamimG then
print(`RevKamaYamimG(d): the reverse of KamaYamimG. Inputs`):
print(`the number of days after Jan. 1, 1800 and outputs the`):
print(`date. `):

elif nops([args])=1 and op(1,[args])=Sidra then
print(`Sidra(A,B): The sequence of types of Hebrew Years from`):
print(`year A to year B`):
print(`period. Do: Sidra(1,100);`):

elif nops([args])=1 and op(1,[args])=SipurHanukkah then
print(`SipurHanukkah(): The story of another Hanukkah miracle`):

elif nops([args])=1 and op(1,[args])=SipurSukkot then
print(`SipurSukkot(): The story of Christmas in Sokkot`):

elif nops([args])=1 and op(1,[args])=Yom then
print(`Yom(Shana): Computes the day of the week of Rosh Hashana`):
print(`of Hebrew year Shana. For example, try: Yom(5716);`):


else
print(`There is no ezra for`,args):
fi:
 
end:




#Molad(Shana): Given a Hebrew Year, Shana, computes the
#time day of the week and time of the Molad of
#Tishri, year Shana. For example, try: Molad(5768);
Molad:=proc(Shana) local a,a0,f,Khod,MM,T0:

MM:=29+12/24+793/1080/24;

T0:=(5+11/60+20/60/60)/24;

Khod:=12*(Shana-1)+trunc((7*Shana-6)/19):

a:=2+T0+MM*Khod:
a0:=trunc(a):

f:=(a-a0)*24:

[a0 mod 7, f]:

end:


#Yom(Shana): Computes the day of the week of Rosh Hashana
#of Hebrew year Shana. For example, try: Yom(5768);
Yom:=proc(Shana) local gu,yom,rega,pshuta,pshutaP:

if member(Shana mod 19, {3,6,8,11,14,17,0}) then
  pshuta:=0:
else
  pshuta:=1:
fi:

gu:=Molad(Shana):

yom:=gu[1]: rega:=gu[2]:
 
if yom=1 or yom=4 or yom=6 then
  RETURN(yom+1):
fi:

 if rega>=18 then
  yom:=yom+1:

  if yom=1 or yom=4 or yom=6 then
   yom:=yom+1:
  fi:
  RETURN(yom):
 fi:


  if yom=3 and pshuta=1 and rega>=9+204/1080 then
      RETURN(5):
  fi:

if member(Shana-1 mod 19, {3,6,8,11,14,17,0}) then
  pshutaP:=0:
else
  pshutaP:=1:
fi:


if pshuta=1 and pshutaP=0 and yom=2 and rega>=15+589/1080 then
     RETURN(3):
fi:

if yom=0 then
 yom:=7:
fi:

yom:
end:


#Min1(Shana): what type of year is it (Full (shlema) (+1), Regular
#(kesidra) (0), or khasera (-1)
Min1:=proc(Shana) local pshuta,yom0,yom1,hefresh:

if member(Shana mod 19, {3,6,8,11,14,17,0}) then
  pshuta:=0:
else
  pshuta:=1:
fi:

yom0:=Yom(Shana):

yom1:=Yom(Shana+1):


hefresh:=yom1-yom0:

if hefresh<=0 then
  hefresh:=hefresh+7:
fi:

if pshuta=1 then
 if hefresh=3 then
   RETURN(-1):
 elif hefresh=4 then
    RETURN(0):
  elif hefresh=5 then
    RETURN(1):
 else
  ERROR(`Something is wrong`):
fi:


elif pshuta=0 then
 if hefresh=5 then
   RETURN(-1):
 elif hefresh=6 then
    RETURN(0):
  elif hefresh=7 then
    RETURN(1):
 else
  ERROR(`Something is wrong`):
 fi:

fi:

end:


    
#Min(Shana): inputs the Hebrew year Shana and returns
#the triple [DayOfTheWeekOfRoshHashana,IsItSimple,WhatType]
#Where IsItSimple is 1 if it is a simple year and
#0 if it is a leap year, and WhatType is 
#-1: if Heshvan and Kislev have both 29 days (a short year)
#0: if Heshvan has 29 days and  Kislev has 30 days (a regular year)
#1: if Heshvan and Kislev have both 30 days (a long year)
#For example, try: Min(5768);
Min:=proc(Shana) local pshuta:
option remember:

if member(Shana mod 19, {3,6,8,11,14,17,0}) then
  pshuta:=0:
else
  pshuta:=1:
fi:

[Yom(Shana),pshuta, Min1(Shana)]:

end:





#ExtraDaysInPeriod(i): the number of days in Period i 
#(i.e. years 19*(i-1)+1 to 19*(i-1)+19 to
#the creation of the world. For example, try:
#DaysInPeriod(3);
ExtraDaysInPeriod:=proc(i) local j:
option remember:

add(Min(j)[3], j=19*(i-1)+1..19*(i-1)+19):

end:


#KamaYamim1(Y): How many days since the Creation
#of the World BEFORE 1 Tishri, year Y?
#For example, try: KamaYamim1(5768);
KamaYamim1:=proc(Y) local gu,p,sher,i,Y1:
Y1:=Y-1:
p:=trunc((Y1-1)/19):
sher:=Y1-19*p:

gu:=(354*19+30*7)*p+add(ExtraDaysInPeriod(i),i=1..p):

gu:=gu+354*sher+add(Min(i)[3],i=p*19+1..p*19+sher):

for i from p*19+1 to p*19+sher do
 if Min(i)[2]=0 then
   gu:=gu+30:
 fi:
od:

gu:

end:





#KamaYamim(D1,M1,Y1): How many days, since the Creation
#of the World, is Hebrew Date [D1,M1,Y1]
#where D1 is the day of the month, M1 is the month of the
#year, and Y1 is the year. (Note in leap years: AdarI =6
#Adar II=6+1/2 .)
#For example, try:
#KamaYamim(17,9,5710);
KamaYamim:=proc(D1,M1,Y1) local gu,lu:
gu:=KamaYamim1(Y1):

lu:=Min(Y1):

if lu[2]=1 then

if M1=1 then
  RETURN(gu+D1):
elif M1=2 then
   RETURN(gu+30+D1):

elif M1=3 then
  if lu[3]<>1 then
   RETURN(gu+30+29+D1):
  else
      RETURN(gu+30+30+D1):
  fi:

elif M1=4 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+D1):
  else
   RETURN(gu+30+30+30+D1):
  fi:



elif M1=5 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+D1):
  else
   RETURN(gu+30+30+30+29+D1):
  fi:

elif M1=6 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+D1):
  else
   RETURN(gu+30+30+30+29+30+D1):
  fi:

elif M1=7 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+D1):
  else
   RETURN(gu+30+30+30+29+30+29+D1):
  fi:

elif M1=8 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+D1):
  else
   RETURN(gu+30+30+30+29+30+29+30+D1):
  fi:

elif M1=9 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+D1):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+D1):
  fi:

elif M1=10 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+30+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+30+D1):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+30+D1):
  fi:

elif M1=11 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+30+29+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+30+29+D1):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+30+29+D1):
  fi:

elif M1=12 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+30+29+30+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+30+29+30+D1):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+30+29+30+D1):
  fi:


  fi:



else


if M1=1 then
  RETURN(gu+D1):
elif M1=2 then
   RETURN(gu+30+D1):

elif M1=3 then
  if lu[3]<>1 then
   RETURN(gu+30+29+D1):
  else
      RETURN(gu+30+30+D1):
  fi:

elif M1=4 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+D1):
  else
   RETURN(gu+30+30+30+D1):
  fi:



elif M1=5 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+D1):
  else
   RETURN(gu+30+30+30+29+D1):
  fi:

elif M1=6 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+D1):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+D1):
  else
   RETURN(gu+30+30+30+29+30+D1):
  fi:


elif M1=6+1/2 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+D1+30):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+D1+30):
  else
   RETURN(gu+30+30+30+29+30+D1+30):
  fi:


elif M1=7 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+D1+30):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+D1+30):
  else
   RETURN(gu+30+30+30+29+30+29+D1+30):
  fi:

elif M1=8 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+D1+30):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+D1+30):
  else
   RETURN(gu+30+30+30+29+30+29+30+D1+30):
  fi:

elif M1=9 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+D1+30):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+D1+30):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+D1+30):
  fi:

elif M1=10 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+30+D1+30):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+30+D1+30):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+30+D1+30):
  fi:

elif M1=11 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+30+29+D1+30):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+30+29+D1+30):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+30+29+D1+30):
  fi:

elif M1=12 then
  if lu[3]=-1 then
   RETURN(gu+30+29+29+29+30+29+30+29+30+29+30+D1+30):
  elif lu[3]=0 then
   RETURN(gu+30+29+30+29+30+29+30+29+30+29+30+D1+30):
  else
   RETURN(gu+30+30+30+29+30+29+30+29+30+29+30+D1+30):
  fi:


  fi:


fi:

end:


#IsGregLeapYear(Y1): is Gregorian year Y1 a leap year?
#For example, try: IsGregLeapYear(2000);
IsGregLeapYear:=proc(Y1):

if Y1 mod 4=0 then
 if Y1 mod 100=0 then
    if Y1 mod 400=0 then
       RETURN(true):
    else
       RETURN(false):
    fi:
  
  else
    RETURN(true):
 fi:

else
  RETURN(false):
fi:

end:

#DayToGreg11(D1): Given the day from the creation of the world
#computes the Gregorian date. So far we need D1>=2030500
#(after [1,1,1800]). For example, try:
#DayToGreg11(2030500);
DayToGreg11:=proc(D1) local mu:
option remember:

 if D1<2030500 then
  ERROR(`Not yet implemented`):
 fi:

if D1=2030500 then
  RETURN([1,1,1800]):
fi:

mu:=DayToGreg11(D1-1):

NextGregDate(mu):

end:





#HebrewToGreg(D1,M1,Y1): Inputs the Hebrew Date
#Day,Month,Year, and outputs the Gregorian Date.
#For example, try: HebrewToGreg(17,9,5710);
HebrewToGreg:=proc(D1,M1,Y1):
DayToGreg(KamaYamim(D1,M1,Y1)):
end:


#NextGregDate(mu): Given a Gregorian date mu=[D,M,Y]
#computes the Gregorian date of the day after. 
#(after [1,1,1800]). For example, try:
#NextGregDate([18,9,2007]);
NextGregDate:=proc(mu):


if mu[1]<28 then
 RETURN([mu[1]+1,mu[2],mu[3]]):

elif mu[2]<>2 and mu[1]<29 then
 RETURN([mu[1]+1,mu[2],mu[3]]):

elif member(mu[2],{1,3,5,7,8,10,12}) and mu[1]<31 then
 RETURN([mu[1]+1,mu[2],mu[3]]):

elif member(mu[2],{4,6,9,11}) and mu[1]<30 then
 RETURN([mu[1]+1,mu[2],mu[3]]):

elif mu[2]=2 and mu[1]=28  then
  if not IsGregLeapYear(mu[3]) then
    RETURN([1,3,mu[3]]):
  else
     RETURN([29,2,mu[3]]):
  fi:

elif mu[2]=2 and mu[1]=29  then
    RETURN([1,3,mu[3]]):


elif member(mu[2],{1,3,5,7,8,10}) and mu[1]=31 then
 RETURN([1,mu[2]+1,mu[3]]):

elif mu[2]=12 and mu[1]=31 then
 RETURN([1,1,mu[3]+1]):

elif member(mu[2],{4,6,9,11}) and mu[1]=30 then
 RETURN([1,mu[2]+1,mu[3]]):
fi:


end:



#DayToGreg1(D1): Given the day from the creation of the world
#computes the Gregorian date. So far we need D1>=2030500
#(after [1,1,1800]). For example, try:
#DayToGreg1(2030500);
DayToGreg1:=proc(D1) local i,gu:

for i from 2030500 to D1 do
 gu:=DayToGreg11(i):
od:
gu:
end:









#KamaYamim1G(Y): How many days since Jan. 1, 1800
#Before Jan.1, year Y (Gregorian)
#For example, try: KamaYamim1G(2000):
KamaYamim1G:=proc(Y) local gu,Y1:

Y1:=Y-1800:
gu:=365*Y1:
gu:=gu+trunc((Y1-1)/4):
gu:=gu-trunc((Y1-1)/100):
if Y1>=201 then
 gu:=gu+trunc((Y1-201)/400)+1:
fi:
gu:
end:

DayOfTheWeekG:=proc(D1,M1,Y1): KamaYamimG(D1,M1,Y1)+3 mod 7: end:

#KamaYamimG(D1,M1,Y1): How many days, since Jan. 1, 1800
#is the Gregorian Date [D1,M1,Y1]
#where D1 is the day of the month, M1 is the month of the
#year, and Y1 is the year. 
#For example, try:
#KamaYamimG(2,7,1950);
KamaYamimG:=proc(D1,M1,Y1) local gu:
gu:=KamaYamim1G(Y1):
gu:=gu+30*(M1-1)+D1:


if not IsGregLeapYear(Y1) then

if M1=2 then
 gu:=gu+1:
elif M1=3 then
 gu:=gu+1-2:
elif M1=4 then
 gu:=gu+1-2+1:
elif M1=5 then
 gu:=gu+1-2+1+0:
elif M1=6 then
 gu:=gu+1-2+1+0+1:
elif M1=7 then
 gu:=gu+1-2+1+0+1+0:
elif M1=8 then
 gu:=gu+1-2+1+0+1+0+1:
elif M1=9 then
 gu:=gu+1-2+1+0+1+0+1+1:
elif M1=10 then
 gu:=gu+1-2+1+0+1+0+1+1+0:
elif M1=11 then
 gu:=gu+1-2+1+0+1+0+1+1+0+1:
elif M1=12 then
 gu:=gu+1-2+1+0+1+0+1+1+0+1+0:
fi:

else

if M1=2 then
 gu:=gu+1:
elif M1=3 then
 gu:=1+gu+1-2:
elif M1=4 then
 gu:=1+gu+1-2+1:
elif M1=5 then
 gu:=1+gu+1-2+1+0:
elif M1=6 then
 gu:=1+gu+1-2+1+0+1:
elif M1=7 then
 gu:=1+gu+1-2+1+0+1+0:
elif M1=8 then
 gu:=1+gu+1-2+1+0+1+0+1:
elif M1=9 then
 gu:=1+gu+1-2+1+0+1+0+1+1:
elif M1=10 then
 gu:=1+gu+1-2+1+0+1+0+1+1+0:
elif M1=11 then
 gu:=1+gu+1-2+1+0+1+0+1+1+0+1:
elif M1=12 then
 gu:=1+gu+1-2+1+0+1+0+1+1+0+1+0:

fi:

fi:

gu:

end:






#DayToGreg(D1): Given the day from the creation of the world
#computes the Gregorian date. So far we need D1>=2030500
#(after [1,1,1800]). For example, try:
#DayToGreg(2030500);
DayToGreg:=proc(D1) local mu,gu,Y1:
option remember:

 if D1<2030500 then
  ERROR(`Not yet implemented`):
 fi:

if D1=2030500 then
  RETURN([1,1,1800]):
fi:


gu:=D1-2030500:

Y1:=trunc(gu/365.25):

mu:=[1,1,Y1+1800]:

while KamaYamimG(op(mu))<>gu do
 mu:=NextGregDate(mu):
od:
NextGregDate(mu):
end:


#Conway1(Y): The Conway formula for the Gregorian date (in September)
#of Rosh Hashana, for the years between 1900 and 2099. For 
#example, try: Conway1(2007);
Conway1:=proc(Y) local G,gu,y,d,f,F,dw:

if Y<1900 or Y>=2100 then
 print(`This formula is only good for Y in [1900,2099]`):
 RETURN(FAIL):
fi:

G:= Y mod 19 +1:

F:=12*G mod 19:

y:=Y-1900:

gu:=6+3/2*F+(F+1)/18+ (y mod 4)/4-2*y/630:

d:=trunc(gu): f:=gu-d:

if d<=30 then
 dw:=DayOfTheWeekG(d,9,Y):
else
 dw:=DayOfTheWeekG(d-30,10,Y):
fi:

if dw=1 or dw=4 or dw=6 then
   d:=d+1:
elif dw=3 and f>=.633 and F>6 then
  d:=d+2:

elif dw=2 and f>=.898 and F>11 then
 d:=d+1:
fi:

d:

if d>30 then
 RETURN([d-30,10,Y]):
else
 RETURN([d,9,Y]):
fi:

end:




#Conway(Y): The Conway formula for all Gregorian dates 
#of Rosh Hashana, For example, try: 
#Conway(2007);
Conway:=proc(Y) local y0,G,gu,y,d,f,F,dw,mu:

y0:=trunc(Y/100)-trunc(Y/400)-9:

G:= Y mod 19 +1:

F:=12*G mod 19:

y:=Y-1900:

gu:=y0+3/2*F+(F+1)/18+ (y mod 4)/4
-(2*(Y-1900)-1)/630-F/760+(11*(2100-Y)+7*(F-1))/3447360:

d:=trunc(gu): f:=gu-d:


 dw:=DayOfTheWeekG(d,9,Y):

if dw=1 or dw=4 or dw=6 then
   d:=d+1:
elif dw=3 and f>=1367/2160 and F>6 then
  d:=d+2:

elif dw=2 and f>=23269/25920 and F>11 then
 d:=d+1:
fi:


mu:=[d,9,Y]:

if d>30 then
mu:=RevKamaYamimG(KamaYamimG(op(mu))):
fi:
mu:

end:






#NextHebrewDate(mu): Given a Hebrew date mu=[D,M,Y]
#computes the Hebrew date of the day after. 
#For example, try:
#NextHebrewDate([1,1,1]);
NextHebrewDate:=proc(mu) local m:

m:=Min(mu[3]):

if mu[1]<=28 then
RETURN([mu[1]+1,mu[2],mu[3]]):
fi:

if mu[2]=12 and mu[1]=29 then
 RETURN([1,1,mu[3]+1]):
fi:

if  m[2]=0 and mu[2]=6 and mu[1]=29 then
 RETURN([30,6,mu[3]]):
fi:

if  m[2]=0 and mu[2]=6 and mu[1]=30 then
 RETURN([1,6+1/2,mu[3]]):
fi:

if  m[2]=0 and mu[2]=6+1/2 and mu[1]=29 then
 RETURN([1,7,mu[3]]):
fi:


if  m[2]=1 and mu[2]=6 and mu[1]=29 then
 RETURN([1,7,mu[3]]):
fi:


if mu[1]=29 and member(mu[2],{4,6,8,10}) then
 RETURN([1,mu[2]+1,mu[3]]):
elif mu[1]=30 and member(mu[2],{1,5,7,9,11}) then
 RETURN([1,mu[2]+1,mu[3]]):
fi:

if m[3]=-1 then
 if mu[1]=29 and member(mu[2],{2,3}) then
   RETURN([1,mu[2]+1,mu[3]]):
 fi:
elif m[3]=0 then
  if mu[1]=29 and mu[2]=2 then
    RETURN([1,3,mu[3]]):
  elif mu[1]=30 and mu[2]=3 then
     RETURN([1,4,mu[3]]):
   fi:
elif m[3]=1 then
 if mu[1]=30 and member(mu[2],{2,3}) then
   RETURN([1,mu[2]+1,mu[3]]):
 fi:
fi:


[mu[1]+1,mu[2],mu[3]]:
 

end:






#RevKamaYamimG(d): the reverse of KamaYamimG. Inputs
#the number of days after Jan. 1, 1800 and outputs the
#date. 
RevKamaYamimG:=proc(d) local Y1,mu,i:

Y1:=1800+trunc(d/365):

mu:=[1,1,Y1]:

while KamaYamimG(op(mu))>d  do
mu:=[1,1,mu[3]-1]:
od:

for i from 1 do

if KamaYamimG(op(mu))=d then
 RETURN(mu):
else
 mu:=NextGregDate(mu):
fi:

od:

end:


#FirstRosh(D1,M1): when is the first year where Rosh Hashana will
#be on Gregorian date Date. For example, to find the first year
#when Rosh Hashana will be on Christmas, type:
#FirstRosh(25,12);
FirstRosh:=proc(D1,M1) local i:

for i from 1 do
if KamaYamimG(op(Conway(i)))>=KamaYamimG(D1,M1,i) then
 RETURN(i):
fi:
od:

end:


#GregToHebrew(D1,M1,Y1): Given any date after Jan. 1, 1800
#figures out the Hebrew Date. For example
#try: GregToHebrew(8,12,1955)
GregToHebrew:=proc(D1,M1,Y1) local gu,y,y1:
if Y1<=1800 or not (M1>=1 and M1<=12) or not (D1>=1 and D1<=31) then
 ERROR(`Bad input`):
fi:

gu:=KamaYamimG(D1,M1,Y1):
y:=trunc(gu/365)+5560:


for y1 from y by -1 while HebrewToGreg(1,1,y1)[3]>=Y1 do 
od:


gu:=[1,1,y1]:


while HebrewToGreg(op(gu))<>[D1,M1,Y1] do 
gu:=NextHebrewDate(gu):
od:
gu:

end:






RoshChrist:=proc() local i:

for i from 1 do
if Conway(i)[1]>=116 then
 RETURN(i):
fi:
od:

end:




#Sidra(A,B): The sequence of types of Hebrew Years from
#year A to year B
#period. Do: Sidra(1,100);
Sidra:=proc(A,B) local i,gu,mu,T:

gu:=[]:

for i from A to B do
 gu:=[op(gu),Min(i)]:
od:

mu:=convert(convert(gu,set),list):
for i from 1 to nops(mu) do
 T[mu[i]]:=i:
od:



[seq(T[gu[i]],i=1..nops(gu))],mu:

end:

EzeKhodesh:=proc(mu) local i,m:

i:=mu[2]:
m:=Min(mu[1])[2]:

if i=1 then
 Tishrei:
elif i=2 then
 Heshvan:
elif i=3 then
 Kislev:
elif i=4 then
 Tevet:
elif i=5 then
 Shvat:

elif i=6  then
if m=1 then
 Adar:
else
  AdarAlef:
fi:

elif i=6+1/2 then
 AdarBet:

elif i=7 then
 Nissan:

elif i=8 then
 Iyar:

elif  i=9 then
  Sivan:

elif i=10 then
  Tamuz:

elif i=11 then
 Av:

elif i=12 then
 Elul:
fi:

end:

EzeYom:=proc(j) :
if j=0 or j=7 then
 RETURN(Saturday):
elif j=1 then
 RETURN(Sunday):
elif j=2 then
 RETURN(Monday):
elif j=3 then
 RETURN(Tuesday):
elif j=4 then
 RETURN(Wedensday):
elif j=5 then
 RETURN(Thursday):
elif j=6 then
 RETURN(Friday):
fi:

end:



MonthG:=proc(i):
if i=1 then
 January:
elif i=2 then
 February:
elif i=3 then
 March:
elif i=4 then
 April:
elif i=5 then
 May:
elif i=6 then
 June:
elif i=7 then
 July:
elif i=8 then
 August:
elif i=9 then
 September:
elif i=10 then
 October:
elif i=11 then
 November:
elif i=12 then
 December:
else
 ERROR(`Bad input `):
fi:

end:

#LuachShana(i): prints out the Hebrew Calendar for
#Hebrew Year i, for example, try: LuachShana(5768);

LuachShana:=proc(i) local gu,mu,j,m,d,gd,gu1:
mu:=[1,1,i]:

gd:=HebrewToGreg(op(mu)):

gu:=[]:
gu1:=[]:
while mu[3]=i do
 gu:=[op(gu),mu]:
 gu1:=[op(gu1),gd]:
 mu:=NextHebrewDate(mu):
 gd:=NextGregDate(gd):
od:

print(`The Hebrew Calendar for the Year`, i):

m:=Min(i):
d:=m[1]:
print(` Tishrei `):
print(1, EzeYom(d) ):

for j from 2 to nops(gu) do
d:=d+1 mod 7:
if gu[j][2]=gu[j-1][2] then
print(gu[j][1], EzeYom(d),`:`, gu1[j][1], MonthG(gu1[j][2]), gu1[j][3] ):
else
 print(EzeKhodesh(gu[j])):
print(gu[j][1], EzeYom(d),`:`, gu1[j][1], MonthG(gu1[j][2]), gu1[j][3] ):
fi:

od:

end:


#Chagim(i): All the Civil dates of the Holidays of Hebrew  year i
Chagim:=proc(i) local gu,mu:
print(`In the Hebrew Year`, i, `the holidays are as follows`):


gu:=[1,1,i]:
mu:=HebrewToGreg(op(gu)):
print(`Rosh Hashana is on`, mu[1], MonthG(mu[2]), mu[3]):
gu:=[10,1,i]:
mu:=HebrewToGreg(op(gu)):
print(`Yom Kippur is on`, mu[1], MonthG(mu[2]), mu[3]):
gu:=[15,1,i]:
mu:=HebrewToGreg(op(gu)):
print(`Sukkot is on`, mu[1], MonthG(mu[2]), mu[3]):
gu:=[25,3,i]:
mu:=HebrewToGreg(op(gu)):
print(`Chanukka is on`, mu[1], MonthG(mu[2]), mu[3]):
gu:=[15,5,i]:
mu:=HebrewToGreg(op(gu)):
print(`TuBishvat is on`, mu[1], MonthG(mu[2]), mu[3]):
if Min(i)[2]=1 then
gu:=[15,6,i]:
mu:=HebrewToGreg(op(gu)):
print(`Purim is on`, mu[1], MonthG(mu[2]), mu[3]):

else
gu:=[15,6+1/2,i]:
mu:=HebrewToGreg(op(gu)):
print(`Purim is on`, mu[1], MonthG(mu[2]), mu[3]):
fi:

gu:=[15,7,i]:
mu:=HebrewToGreg(op(gu)):
print(`First Day of Pesach is on`, mu[1], MonthG(mu[2]), mu[3]):

gu:=[6,9,i]:
mu:=HebrewToGreg(op(gu)):
print(`Shavuot is on`, mu[1], MonthG(mu[2]), mu[3]):

gu:=[9,11,i]:
mu:=HebrewToGreg(op(gu)):
print(`TishaBeAv is on`, mu[1], MonthG(mu[2]), mu[3]):



end:

#IsKislevMale(y): Does the Hebrew year y have Kislev with 30 days?
#For example, try:
#IsKislevMale(5772);
IsKislevMale:=proc(y):
not evalb(HebrewToGreg(30,3,y)=HebrewToGreg(1,4,y)):
end:

#ChrCha(y): enters a Gregorian Year and outputs
#true if Christmas is in Chanuka, otherwise it outputs false
#For example, try: ChrCha(2011);
ChrCha:=proc(y) local gu:
gu:=GregToHebrew(25,12,y):

if IsKislevMale(gu[3]) then

if (gu[2]=3 and gu[1]>=25) or (gu[2]=4 and gu[1]<=2) then
 RETURN(true):
else
 RETURN(false):
fi:

else

if (gu[2]=3 and gu[1]>=25) or (gu[2]=4 and gu[1]<=3) then
 RETURN(true):
else
 RETURN(false):
fi:

fi:
end:

#ChrChaSeq(Y,a): The sequence of years, starting at
#Gregorian year Y and ending at year Y+a where
#Christmas in in Chanuka; For example, do
#ChrChaSeq(2000,10);
ChrChaSeq:=proc(Y,a) local gu,y:

gu:=[]:

for y from Y to Y+a-1 do
 if ChrCha(y) then
  gu:=[op(gu),y]:
 fi:
od:

gu:

end:

#ChrChaSeqF(Y,a): Like ChrChaSeq(Y,a) but faster, using pre-computed data
#The sequence of years, starting at
#Gregorian year Y and ending at year Y+a where
#Christmas in in Chanuka; For example, do
#ChrChaSeqF(2000,10);
ChrChaSeqF:=proc(Y,a) local gu,y:

gu:=[]:

for y from Y to Y+a-1 do
 if ChrChaF(y) then
  gu:=[op(gu),y]:
 fi:
od:

gu:

end:


#ChrSukSeq(Y,a): 
#The sequence of years, starting at
#Gregorian year Y and ending at year Y+a where
#Christmas in in Sukkot; For example, do
#ChrSukSeq(2000,10);
ChrSukSeq:=proc(Y,a) local gu,y:

gu:=[]:

for y from Y to Y+a-1 do
 if ChrSuk(y) then
  gu:=[op(gu),y]:
 fi:
od:

gu:

end:

#ChrSukSeqF(Y,a): Like ChrSukSeq(Y,a) but faster, using pre-computed data
#The sequence of years, starting at
#Gregorian year Y and ending at year Y+a where
#Christmas in in Sukkot; For example, do
#ChrSukSeqF(2000,10);
ChrSukSeqF:=proc(Y,a) local gu,y:

gu:=[]:

for y from Y to Y+a-1 do
 if ChrSukF(y) then
  gu:=[op(gu),y]:
 fi:
od:

gu:

end:





#ChrHD(y): enters a Gregorian Year and outputs
#the Hebrew Date of Christmas for that year
#For example, try: 
#ChrHD(2011);
ChrHD:=proc(y)
GregToHebrew(25,12,y):
end:


#ChrHDseq(y1,y2): The sequence of Hebrew Dates
#of Chritmass from year y1 to year y2. The output
# is an ordered list of pairs [Year,HebrewDateOfChristmasOfThatYear]
#For example, try:
#ChrHDseq(2000,2010);
ChrHDseq:=proc(y1,y2) local y:
[seq([y,ChrHD(y)],y=y1..y2)]:
end:






#ChrHDpc(y):  Pre-computed (and hence much faster)
#version of ChrHD(y): y must be between 1801 and 25000
#For example, try: 
#ChrHD(2011);
#The list [y,HebrewDateOfChristmasForYear y] for 1801<=y<=25000

ChrHDpc:=proc(y) local CHDs:  

if y<1801 or y>25000 then
print(`Not pre-computed`, ChrHD(y)):
fi:

CHDs:=
[[1801, [20, 4, 5562]], [1802, [30, 3, 5563]], [1803, [10, 4, 5564]], [1804, [
23, 4, 5565]], [1805, [4, 4, 5566]], [1806, [14, 4, 5567]], [1807, [24, 3, 5568
]], [1808, [6, 4, 5569]], [1809, [18, 4, 5570]], [1810, [28, 3, 5571]], [1811,
[9, 4, 5572]], [1812, [22, 4, 5573]], [1813, [2, 4, 5574]], [1814, [12, 4, 5575
]], [1815, [23, 3, 5576]], [1816, [6, 4, 5577]], [1817, [16, 4, 5578]], [1818,
[27, 3, 5579]], [1819, [7, 4, 5580]], [1820, [20, 4, 5581]], [1821, [1, 4, 5582
]], [1822, [11, 4, 5583]], [1823, [23, 4, 5584]], [1824, [4, 4, 5585]], [1825,
[15, 4, 5586]], [1826, [25, 3, 5587]], [1827, [7, 4, 5588]], [1828, [19, 4, 
5589]], [1829, [29, 3, 5590]], [1830, [9, 4, 5591]], [1831, [21, 4, 5592]], [
1832, [3, 4, 5593]], [1833, [13, 4, 5594]], [1834, [23, 3, 5595]], [1835, [4, 4
, 5596]], [1836, [17, 4, 5597]], [1837, [27, 3, 5598]], [1838, [8, 4, 5599]], [
1839, [18, 4, 5600]], [1840, [1, 4, 5601]], [1841, [12, 4, 5602]], [1842, [22,
4, 5603]], [1843, [2, 4, 5604]], [1844, [15, 4, 5605]], [1845, [26, 3, 5606]],
[1846, [6, 4, 5607]], [1847, [18, 4, 5608]], [1848, [30, 3, 5609]], [1849, [10,
4, 5610]], [1850, [20, 4, 5611]], [1851, [2, 4, 5612]], [1852, [14, 4, 5613]],
[1853, [24, 3, 5614]], [1854, [4, 4, 5615]], [1855, [16, 4, 5616]], [1856, [28,
3, 5617]], [1857, [8, 4, 5618]], [1858, [18, 4, 5619]], [1859, [29, 3, 5620]],
[1860, [12, 4, 5621]], [1861, [22, 4, 5622]], [1862, [3, 4, 5623]], [1863, [15,
4, 5624]], [1864, [26, 3, 5625]], [1865, [7, 4, 5626]], [1866, [17, 4, 5627]],
[1867, [28, 3, 5628]], [1868, [11, 4, 5629]], [1869, [21, 4, 5630]], [1870, [1,
4, 5631]], [1871, [13, 4, 5632]], [1872, [25, 3, 5633]], [1873, [5, 4, 5634]],
[1874, [17, 4, 5635]], [1875, [27, 3, 5636]], [1876, [9, 4, 5637]], [1877, [19,
4, 5638]], [1878, [29, 3, 5639]], [1879, [10, 4, 5640]], [1880, [23, 4, 5641]],
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28688]], [24928, [23, 12, 28688]], [24929, [4, 1, 28690]], [24930, [13, 12, 
28690]], [24931, [24, 12, 28691]], [24932, [8, 1, 28693]], [24933, [17, 12, 
28693]], [24934, [28, 12, 28694]], [24935, [9, 1, 28696]], [24936, [21, 12, 
28696]], [24937, [3, 1, 28698]], [24938, [12, 12, 28698]], [24939, [24, 12, 
28699]], [24940, [6, 1, 28701]], [24941, [16, 12, 28701]], [24942, [26, 12, 
28702]], [24943, [9, 1, 28704]], [24944, [20, 12, 28704]], [24945, [1, 1, 28706
]], [24946, [11, 1, 28707]], [24947, [22, 12, 28707]], [24948, [5, 1, 28709]],
[24949, [14, 12, 28709]], [24950, [24, 12, 28710]], [24951, [6, 1, 28712]], [
24952, [18, 12, 28712]], [24953, [28, 12, 28713]], [24954, [10, 1, 28715]], [
24955, [21, 12, 28715]], [24956, [3, 1, 28717]], [24957, [12, 12, 28717]], [
24958, [23, 12, 28718]], [24959, [6, 1, 28720]], [24960, [16, 12, 28720]], [
24961, [27, 12, 28721]], [24962, [8, 1, 28723]], [24963, [19, 12, 28723]], [
24964, [2, 1, 28725]], [24965, [12, 1, 28726]], [24966, [23, 12, 28726]], [
24967, [4, 1, 28728]], [24968, [15, 12, 28728]], [24969, [25, 12, 28729]], [
24970, [8, 1, 28731]], [24971, [18, 12, 28731]], [24972, [29, 12, 28732]], [
24973, [10, 1, 28734]], [24974, [21, 12, 28734]], [24975, [3, 1, 28736]], [
24976, [13, 12, 28736]], [24977, [23, 12, 28737]], [24978, [5, 1, 28739]], [
24979, [16, 12, 28739]], [24980, [27, 12, 28740]], [24981, [9, 1, 28742]], [
24982, [20, 12, 28742]], [24983, [1, 1, 28744]], [24984, [13, 1, 28745]], [
24985, [22, 12, 28745]], [24986, [5, 1, 28747]], [24987, [14, 12, 28747]], [
24988, [26, 12, 28748]], [24989, [7, 1, 28750]], [24990, [18, 12, 28750]], [
24991, [29, 12, 28751]], [24992, [11, 1, 28753]], [24993, [20, 12, 28753]], [
24994, [3, 1, 28755]], [24995, [13, 12, 28755]], [24996, [24, 12, 28756]], [
24997, [5, 1, 28758]], [24998, [16, 12, 28758]], [24999, [27, 12, 28759]], [
25000, [8, 1, 28761]]
]:

CHDs[y-1800][2]:
end:



#ChrChaF(y): enters a Gregorian Year between 1801 and 25000
#and outputs
#true if Christmas is in Chanuka, otherwise it outputs false
#it does it the fast way
#For example, try: ChrChaF(2011);
ChrChaF:=proc(y) local gu:
gu:=ChrHDpc(y):

if (gu[2]=3 and gu[1]>=25) or (gu[2]=4 and gu[1]<=2) then
 RETURN(true):
fi:


if gu[2]=4 and gu[1] =3 then

  if not IsKislevMale(gu[3]) then
        RETURN(true):
  fi:
fi:

false:

end:


#ChrSuk(y): enters a Gregorian Year 
#and outputs
#true if Christmas is in Sukkot, otherwise it outputs false
#it does it the fast way
#For example, try: ChrSukF(2011);
ChrSuk:=proc(y) local gu:
gu:=ChrHD(y):

if gu[2]=1 and gu[1]>=15 and gu[1]<=21 then
 RETURN(true):
else
 RETURN(false):
fi:


end:

#ChrSukF(y): enters a Gregorian Year between 1801 and 25000
#and outputs
#true if Christmas is in Sukkot, otherwise it outputs false
#it does it the fast way
#For example, try: ChrSukF(2011);
ChrSukF:=proc(y) local gu:
gu:=ChrHDpc(y):

if gu[2]=1 and gu[1]>=15 and gu[1]<=21 then
 RETURN(true):
else
 RETURN(false):
fi:


end:



        


#SipurHanukkah(): The story of another Hanukkah miracle
SipurHanukkah:=proc() local lu,mu,i1:

print(`In What Years Do We Light a Menorah on Christmas Eve?`):
print(`By Shalosh B. Ekhad `):

lu:=ChrChaSeqF(1801,20000-1801):

print(`In the following Gregorian years, starting at 1801 and ending`):
print(`at 20000, Christmas happens to be in Hanukkah`):
print(lu):
print(`As you can see the last year when that happens is`):
print(lu[nops(lu)]):
print(`After that Christmas is always after the last day of Hanukkah`):
print(`for very many years, and definitely until 20000`):
mu:=[seq(lu[i1+1]-lu[i1],i1=1..nops(lu)-1)]:
print(`The gaps between successive Christmas-in-Hanukka years is`):
print(mu):

for i1 from 1 while member(mu[i1],{2,3,5,8}) do od:

print(`Until the year`, lu[i1-1], `the gaps are always in the set`):
print(`of Fibonacci numbers less than 10 and larger than 1`):
print(` namely `):
print({op(1..i1-1,mu)}):

end:


#SipurSukkot(): The story of Sukkot
SipurSukkot:=proc() local lu,mu,i1:

print(`In What Years Do We Sit in a Sukkah on Christmas Eve?`):
print(`By Shalosh B. Ekhad `):

lu:=ChrSukSeqF(1801,20000-1801):

print(`In the following Gregorian years, starting at 1801 and ending`):
print(`at 20000, Christmas happens to be in Sukkot`):
print(lu):
print(`As you can see the first year when that happens is`):
print(lu[1]):
mu:=[seq(lu[i1+1]-lu[i1],i1=1..nops(lu)-1)]:
print(`The gaps between successive Christmas-in-Sukkot years is`):
print(mu):

for i1 from nops(mu) by -1 to 1 while member(mu[i1],{2,3,5,8}) do od:

print(`Starting at the year`, lu[i1+1], `the gaps are always in the set`):
print(`of Fibonacci numbers less than 10 and larger than 1`):
print(` namely `):
print({op(i1+1..nops(mu),mu)}):

end: