Tesserarum Sisciae Sylloge

Acia m( )
(ha)ematin(us, a, um)
Ӿ s

Acia m( )
(ha)ematin(us, a, um)
Ӿ s

Acia m( )
(ha)ematin(us, a, um)
Ӿ s

Acia m( )
(ha)ematin(us, a, um)
Ӿ s

Acia m( )
(ha)ematin(us, a, um)
Ӿ s

Acia m( )
(ha)ematin(us, a, um)
Ӿ s

Acia m( )
(ha)ematin(us, a, um)
Ӿ s

Aeli(i)
Tasti

ḷodicem
murtiolaṃ
p(ondo) vi s
Ӿ vi s

Aeli(i)
Tasti

ḷodicem
murtiolaṃ
p(ondo) vi s
Ӿ vi s

Aeli(i)
Tasti

ḷodicem
murtiolaṃ
p(ondo) vi s
Ӿ vi s

Aeli(i)
Tasti

ḷodicem
murtiolaṃ
p(ondo) vi s
Ӿ vi s

Aeli(i)
Tasti

ḷodicem
murtiolaṃ
p(ondo) vi s
Ӿ vi s

Aeli(i)
Tasti

ḷodicem
murtiolaṃ
p(ondo) vi s
Ӿ vi s

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p ̣annu(m)
(h)ạem(atinum) nar(dinum)
t( ) ị ṣ( ) r( ) i f̣( ) i r( ) m( )
Ӿ v s £

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

p( ) i Ӿ i £
sene no
mine

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Inḍuri
to silạ
ḍium ra
ḷ(l)um puṛga ou puḷḷa
tum Ӿ iii

Nigeṛ
Egirus
Speratụs

fortis(s)ime
reg.l...ss.
me cum
te ẹssẹ

Nigeṛ
Egirus
Speratụs

fortis(s)ime
reg.l...ss.
me cum
te ẹssẹ

Nigeṛ
Egirus
Speratụs

fortis(s)ime
reg.l...ss.
me cum
te ẹssẹ

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

C̣otus
ṛaios (rallos ?) c( ) v
ị q( ) viii p( ) vị v( ) ou ị qui ii puḷ
atos

duo f̣er(r)
uginịos
murtiu(m)
unum

pan(num) pac( )

pan(num) pac( )

pan(num) pac( )

pan(num) pac( )

pan(num) pac( )

pan(num) pac( )

pan(num) pac( )

pan(num) pac( )

pan(num) pac( )

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Atẹṛ
ivs

la(na) p(ondo) i
cor(ticea)
Ӿ =− £

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Vale
rius lis
Martia

ḷạ(na) pi
peri
na
Ӿ ii

Cupiti
sag(a)
p(ondo) xxiii

Cupiti
sag(a)
p(ondo) xxiii

Cupiti
sag(a)
p(ondo) xxiii

Cupiti
sag(a)
p(ondo) xxiii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

saṛ(cina ?) p( ) iii
ca( ) Ӿ ii s =−
ạccepti
xii

vel(lera)
Nigrị
Ӿ =−

vel(lera)
Nigrị
Ӿ =−

vel(lera)
Nigrị
Ӿ =−

Sabin
us

pal(lium)
cor(ticeum) i
Ӿ i

Sabin
us

pal(lium)
cor(ticeum) i
Ӿ i

Sabin
us

pal(lium)
cor(ticeum) i
Ӿ i

ban(ata) coc̣(cina)
Ӿ vii s

raturé

ban(ata) coc̣(cina)
Ӿ vii s

raturé

c( ) b( ) i m( ) Ӿ vii
Cla(u)dius
Vale(n)s

c( ) b( ) i m( ) Ӿ vii
Cla(u)dius
Vale(n)s

c( ) b( ) i m( ) Ӿ vii
Cla(u)dius
Vale(n)s

c( ) b( ) i m( ) Ӿ vii
Cla(u)dius
Vale(n)s

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Ius
ta

f̣( ) vi
caer(ulei, ae, a)
Ӿ s =−

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

Masto
lo(dix) cand(ida)

r( ) p( ) p( )
Ӿ ii

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

p( ) iii
Ӿ ii s

Ara

p(annum) cor(ticeum)
Ӿ s £

Ara

p(annum) cor(ticeum)
Ӿ s £

Ara

p(annum) cor(ticeum)
Ӿ s £

Ara

p(annum) cor(ticeum)
Ӿ s £

Ara

p(annum) cor(ticeum)
Ӿ s £

Ara

p(annum) cor(ticeum)
Ӿ s £

Ava
Ḷeṛia
p( ) i m( )

Ava
Ḷeṛia
p( ) i m( )

Ava
Ḷeṛia
p( ) i m( )

Ava
Ḷeṛia
p( ) i m( )

Ava
Ḷeṛia
p( ) i m( )

Ava
Ḷeṛia
p( ) i m( )

Ava
Ḷeṛia
p( ) i m( )

C(h)lora
Liccaia

p( ) r( ) ị
Ӿ iii s

C(h)lora
Liccaia

p( ) r( ) ị
Ӿ iii s

C(h)lora
Liccaia

p( ) r( ) ị
Ӿ iii s

C(h)lora
Liccaia

p( ) r( ) ị
Ӿ iii s

C(h)lora
Liccaia

p( ) r( ) ị
Ӿ iii s

C(h)lora
Liccaia

p( ) r( ) ị
Ӿ iii s

p( ) r( ) i m( )
Ӿ i

p( ) r( ) i m( )
Ӿ i

p( ) r( ) c( )
Ӿ s

p( ) r( ) c( )
Ӿ s

p( ) r( ) c( )
Ӿ s

Ӿ iii

r( ) xi

Ӿ iii

r( ) xi

Ӿ iii

r( ) xi

Ӿ iii

r( ) xi

Ӿ iii

r( ) xi

Ӿ iii

r( ) xi

Ӿ iii

r( ) xi

Ӿ iii

r( ) xi

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Laurio
r( ) c(a)er(ulei, ae, a)
iii Ӿ i =−

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

Silia Ce(n)so
rina

r( ) m( ) iii
Ӿ i

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) m( ) i p( ) ii
gal( ) i (ha)eṃ(atinus, a um)

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

r( ) v m( ) p(ondo) i s
Ӿ ii
Mucci

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

F E R
D E B E T

R V I I
V C A E R
I I F I I I

PLATỌR A
SIDONIVS

PLATỌR A
SIDONIVS

Cupi
ṭus Ḅṛeuc̣i

p( ) x
. . . . . .
. . . .

P P̣ I (denarius) S(emis) £

m u . t n a
Ӿ Ӿ x̣ i s (à l’envers)
iii . . . r p

p( ) r( ) . m ạ t i ṇ ạ
d o . t v m
m
Ӿ i =− £̣

m u . t n a
Ӿ Ӿ x̣ i s (à l’envers)
iii . . . r p

p( ) r( ) . m ạ t i ṇ ạ
d o . t v m
m
Ӿ i =− £̣

m u . t n a
Ӿ Ӿ x̣ i s (à l’envers)
iii . . . r p

p( ) r( ) . m ạ t i ṇ ạ
d o . t v m
m
Ӿ i =− £̣

m u . t n a
Ӿ Ӿ x̣ i s (à l’envers)
iii . . . r p

p( ) r( ) . m ạ t i ṇ ạ
d o . t v m
m
Ӿ i =− £̣

m u . t n a
Ӿ Ӿ x̣ i s (à l’envers)
iii . . . r p

p( ) r( ) . m ạ t i ṇ ạ
d o . t v m
m
Ӿ i =− £̣

m u . t n a
Ӿ Ӿ x̣ i s (à l’envers)
iii . . . r p

p( ) r( ) . m ạ t i ṇ ạ
d o . t v m
m
Ӿ i =− £̣

SCA . . . .
LVS ATRV
MA . . .

R III
DD
P R CA
(denarius) S(emis)

SCA . . . .
LVS ATRV
MA . . .

R III
DD
P R CA
(denarius) S(emis)

SCA . . . .
LVS ATRV
MA . . .

R III
DD
P R CA
(denarius) S(emis)

CIINS . .
. . . . . .
. . . . .

R F̣
(denarii) VII

CIINS . .
. . . . . .
. . . . .

R F̣
(denarii) VII

TITIV
S

R M . .

TITIV
S

R M . .

TITIV
S

R M . .

TITIV
S

R M . .

TITIV
S

R M . .

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

. ṿ i a . . i s
r ii m i
. . . . c̣aḷ .
i i ạ . . .

r m ị i i
. n . i s
x
ṃ s ṛ i ṃ s
r iii ṛ o (à l’envers)

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

m m . . .
ṛ c̣ ạ s ị c̣ i
i i i i

Racụs ṇ i i
s c . i Ӿ i s
Ӿ s i i

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii

. . . ị . n
m i s iiii
Ӿ . i . i

r m iiiị
.
m . v s
i . ii