area denotes a khandi of wet land.
The following- therefore are the estabhshed standards : —
Gram Pleasure.
4 Chattaks
=
I Pavu
2 Pavus
=
I Payili or Padi
2 Padi or Payili
=
I Seer
2 Seers
=
I Balla
4 Ballas
=
I Kolaga or Kudu
20 Kolagas or Kudus
=
I Khandaga or Khancli
Land Measure.
Equivalent area
3f land.
CJuantity of seed sown.
Square
yaids.
Acres.'
Guntas.
Sq. yards.
Dry Land —
I Payili or Padi ...
200
—
I
79
2 ,, =1 Seer...
400
—
3
37
2 Seers =1 I Balla
800
6
74
4 Ballas = I Kudu
3,200
26
54
20 Kudus= Khandaga or Khandi
64,000
13
8
112
]Vct and Garden Land —
I Payili or Padi
3ii
—
—
31I
2 ,, =1 Seer
62^
—
—
62i
2 Seers := i Balla
125
I
4
4 Ballas = I Kudu
500
4
16
20 Kudus = I Khandaga or Khand'
10,000
2
2
78
' Acres consist of 40 Guntas, each Gunta being 121 square yards.
CALENDAR 8ii
Measures of Time.
Eras. — By the Hindus in Mysore the Saka era, afterwards called (see
p. 293) the S'dlivdhana S'aka, or era of S'ahvdhana (a corruption of S'dtavd-
hana),' dating (with sometimes a variation of two or three years) from
78 A.D., has always been and still is universally employed. Occasionally
the era of Kali Yuga, 3101 B.C., is used.
An attempt was made by Vikramdditya, the most powerful of the
Ch^lukya kings, to introduce a new era, dating from his accession to the
throne, and called the Chalukya Vikrama s'aka. The near coincidence of
the end of the first millennium of SVilivahana with the commencement of
his reign, and the correspondence of his name with that of the era reckoned
from 57 B.c , in universal use in the north of India, doubtless suggested
the innovation, in conjunction with the usual motives of ambition. The
Chalukya Vikrama era dates from 1076 A.D., and continued in use in
inscriptions throughout their dominions as long as the power of the
Chdlukyas was in the ascendant, though several of Vikramaditya's succes-
sors copied his example and sometimes dated from their own eras.-
By the Aluhammadans the era of the Hijra, or Flight, of Muhammad
from Mecca to Medina, is universally employed. It dates from 622 .A.D.,
reckoning by lunar years.^
Tipu Sultan, with that love of innovation which characterised his rule,
and from his ambition to establish a new order of things originating with
himself, made a reformation of the calendar ; in this also, as in so many
other particulars, the transactions of the French Revolution finding an echo
or parody in Mysore. Tipu's new system, which ended with his life, was
introduced with the 1200th year of the Hijra, or 1784 a.d., but was revised
four years afterwards. The new era, in opposition to the practice of the
whole Muhammadan world, dated from the Maulud, or Birth, i.e. as sup-
posed, of Muhammad. But the difference between Tipu's new Mauludi era
and that of the Hijra was only about twelve years, whereas Muhammad
was fifty-one years of age at the time of the Hijra. The Maulud may
therefore perhaps be supposed to have some possible reference to the origin
of Islam, counting it from the period when Muhammad first formed the
conception of his prophetic mission, which is said to have been at forty
years of age. Thus much is necessary to state on the subject in order to
e.xplain the apparent discrepancy of the dates on his coins, &c. Another
? I have actually found an inscription, of ilic time of I5ukk:i Raya of \'ijayanagar,
dated in the S' atavdhana s'aka.
- From confounding the Chalukya Vikrama era with the northern era of \'ikra-
maditya, the Administration Report for 1869-70 contains the announcement that
inscriptions had been deciphered and translated bearing date as far back as the year
one!
^ The following formula given by Sir H. Nicolas will be found useful in converting
Hijra into Anno -Domini dates. Multiply the years elapsed by 97D203 ; cut o(T six
decimals; add 622'S4, and the sum will he the year of the Christian era. — Chroii. of
Hist., 17.
5i2 APPENDIX i
feature of the new scheme was that the numbers were written from right to
left, instead of in the usual manner of left to right according to the decimal
system.
Years. — The Bnhaspali Chakra or Cycle of Jupiter, of 60 years, is the
common and general mode of reckoning. Each year has a special name
{see below), which alone it is usual to mention, without its number according
to any era.
The year commences with new moon in Chaitra, which falls in March. J
It is divided into 12 lunar months (for names see p. 10 1), of 30 and 29 daysl
alternately, making altogether 354 days. As this is eleven days less thanl
the solar year, the Chandramd,na or luni-solar calendar was invented to
reconcile the difference. For this purpose a cycle of 19 solar years was
adopted as being equal, or nearly so, to 235 lunations, and in each cycle of
19 years there are added seven intercalary months, namely, in the 3rd, 5th,
8th, nth, 14th, i6th, and 19th years. The name and position of the
intercalary month are determined in the following manner : — When two
new moons fall within the same solar month, the corresponding lunar
month is repeated. The extra month is placed before the ordinary one and
called by the same name, but distinguished as adhika, or added, the normal
month being called the nija or true one.'
Each month is divided into iwo paks/ia—ih.& s'ukla paksha, or s'ltdda, the
bright fortnight from new moon to full moon ; and the krishna paksha or
bahula, the dark fortnight from full moon to new moon. Each paksha
contains 15 tithi or lunar days, which are reckoned from amdvdse (new
moon), or purnanii (full moon), as the case may be. The dajs of the
week are named from the planets, on the usual system. The day of 24
English hours is divided into 60 ghalige or Indian hours, each equal to 24
minutes : 7^ ghalige or 3 English hours make one Jama or watch.
As Marsden has said {N'nm. Or.), many Eastern nations, as well as the
Greeks and Romans, have been in the practice of expressing numbers, and
dates in particular, by means of letters of the alphabet, to each of which a
certain value is assigned. These may be either employed simply like other
ciphers, or, being distributed among the words of a sentence, may form
what is called a chronogram. In carrying out the system the Arabs did
not adhere to the direct order of the letters in their own alphabet as it now
exists, but followed the old order of the Hebrew alphabet. They thus
formed the scheme called abjad from the first four letters, a, b,J, d. Tipu
Sultan at first followed this system, which is universally employed by the
Muhammadans, but four years afterwards introduced one based on the
order of the letters in the modern Arabic alphabet, which was therefore, on
a similar principle, called abtas, but named by himself zar. Recognising,
at the same time, some advantage in the Hindu cycle of sixty years, he
invented names for them, formed at first according to the abjad, and four
years afterwards according to the abtas, the addition of the numerical value
of the letters in which (except for the first and second years) gave the
number of the cycle year.
' Sec Cunningham's Boo/: of Indian Eras.
CYCLE OF YEARS
813
For convenience of reference the following list is inserted of the Hindu
names, together with Tipu's names for the same.' The cycle now current
began in March 1867 A.D.
Names of Years.
Sultdni
Suliiini
No.
Hindu.
No.
Hindu
by abjad.
by abtas.
31
by abjad.
by abtas.
I
Prabhava
ahad
ahad
Hevilambi
kiya
zdr
2
Vibhava
ahniad
ah mad
32
^'ilamb^
kaln'id
buzar
3
S'ukla
ab^
ab
33
\'ikari
aljal
zar.-il)
4
I'ramoduta
alxi
aba
' 34
S'arvari
dil
said
5
Prajoti^atti
baba
bah
35
Plava
dal
zandb
6
A'ngirasa
baja
tab
36
S'ul)hakrit
jabal
rabtar
7
S'rimukha
abad
taba
37
S'olihakrit
zaki
sakh
8
Bhava
abad
baja
38
Krodhi
azal
sakha
9
Vuva
jah
taj
39
^'is'vavasu
jalu
dardz
10
Dhatu
auj
tabat
40
Paral)hava
dalu
da.sad
II
I 's' vara
haj
aliad
41
Plavanga
ma
sha
12
Bahudhanya
jaliad
adal)
42
Kilaka
kabak
sdra
13
Pramathi
jahad
bar
43
Saumya
jam
sardl}
14
Vikrama
vajah
hajib
44
Sadharana
jam
shitd
15
Vishu
yad
jar^
45
\'ir()dhikrit
adam
zaljarjad
16
Chitral)hanu
zahad
rija
46
Paridhavi
vali
sahar
17
Svaljhdnu
jauzah
har
47
Praniadicha
vali
sdhar
18
Tarana
haiy
dar
48
A'nanda
kaukab
rdsikh
19
Parthiva
viihid
dar
49
Raksha.sa
kavakab
shdd
20
Vyaya
Iniduh
rahat
50
Nala
yam
hard.sal
21
Sarvajit
tayab
Ijarid
SI
Pingala
davam
sdz
22
Sarvadhari
tayab
charkh
52
Kalayukti
hamd
shdddb
23
Virodhi
yauz
khirai
53
Siddharthi
hamid
barish
24
Vikriti
kad
tdz
54
Raudri
jan
rasldr
25
Khara
havi
khirad
55
Durmali
odan
bushtar
26
Nandana
kaljad
badarlab
56
Dundubhi
hamayi
bashdrat
27
Vijaya
dgah
dartaj
57
Rudhirodgari
majid
sharah
28
Jaya
vahid
dadar
58
Raktakshi
kohal
rashad
29
Manmatha
yahi
zad '
59
Krodhana
jahan
saliah
30
Durmukhi
kaiy
zar
60
Kshaya
majiz
irshdd
Tipii Sultan s Names for the Months.
(By abjad) ahniadi lialidri j'dfari ddrdi hdshami vas'di zabarjadi liaidari tului yusufi
yczidi baydsi.
(By abtas) ahmadi balidri takhi sliumii j'dfari haidari khusravi diiii zakiri rahnidiii
rdzi rubdni.
I But as his system did not ovitiast him, and he reigned for only seventeen years,
the names actually used are only the four from zaki to dalu of the abjad and the
thirteen years .f//rt to (^rtr/.f/i of the ablas. The former are 119710 1200 Hijri, and
the latter 121 5 to 1227 Mauludi.
Sr
ADDENDA et CORRIGENDA
Page
I
line
17
65 15
66 Note '
67
104
180
194
205
14
14
After " scale " add, " The exact area by Revenue survey is 18,795,075
acres, or 29,367 square miles 195 acres."
With reference to "general dryness," add (as foot-note), '"The relative
mean annual humidity of the Mysore State is given as 66 by Mr.
Blanford."
Add, "After all the other factors have been considered, the jxDsition
of the year in the sun-spot cycle may be taken as an index of the
steadiness or variability of its general characteristics. Thus, in years
of maximum sun-spot the monsoon is distributed more evenly, and
local anomalies are less exaggerated. The years about the epoch t f
minimum are characterised by greater local contrasts and irregulari-
ties." — Douglas Archibald, in Nature, 1896.
After "31 Dec. 1881," add, "at about 7 A.M. There was also an
earthquake at Bangalore on the 13th April 1882, at 9.30 I'.M.
With reference to " nakshatras," add (as foot-note), "•'The leading
stars {yoga) of the nakshatras correspond with the following stars in
European catalogues : —
Rcgulus
;3 Leonis
Denib
13. 5 Corvi
14. Spica
Arcturus
24 Libri
j8 Scorpii
Anlares.
206. Also sec IV, 150, and XIV, 43
1. jS Arietis.
2. 35 Arietis
3. 7j Tauri
4. Aldel)aran
5. 1 16 Tauri
6. 133 Tauri
7. Pollux
8. 5 Cancri
9. 49 Cancri
K. L. Chatre, in Ind. Ant.
10.
II.
12.
15-
16.
17-
18.
III.
19.
34 Scorpii
20.
5 Sagittarii
21.
(f) Sagittarii
22.
Altair
23-
Dclphini
24.
X Aquarii
25-
Markab
26.
Alpherab
27-
f I'iscium
15 Add, " 1892 . . . 5-01 ; 1S93 • • • 5"39-"
Note ' Add, " And at the end of 1895, his successor, the Earl of Elgin, visited
the keddahs."
13 After " the lasar silkworm," add, ^'(anthema paphia)."
38 To "river Krishna," add (as foot-note), "^Thc llullu is also called
Gauli ; and the Chokatu or Chakati is also called Choli and Chuli."
208 15 To " Australia," a