Dataset Viewer
Auto-converted to Parquet Duplicate
row_id
int64
0
7.62k
tablet
stringclasses
279 values
column
stringclasses
8 values
line
int64
1
79
ref
stringlengths
11
15
text
stringlengths
0
85
ugaritic_text
stringlengths
0
85
text_html
stringlengths
0
1.71k
ugaritic_text_html
stringlengths
0
1.71k
0
KTU 1.1
II
1
KTU 1.1 II 1
[αΈ₯Ε‘k . ΚΏαΉ£k . ΚΏbαΉ£k . ΚΏ]my . pΚΏnk
[πŽˆπŽŒπŽ‹ 𐎟 πŽ“πŽ•πŽ‹ 𐎟 πŽ“πŽπŽ•πŽ‹ 𐎟 πŽ“]𐎎𐎊 𐎟 πŽ”πŽ“πŽπŽ‹
<span class="bracket">[</span><span class="uncertain">αΈ₯Ε‘k</span> . <span class="uncertain">ΚΏαΉ£k</span> . <span class="uncertain">ΚΏbαΉ£k</span> . <span class="uncertain">ΚΏ</span><span class="bracket">]</span><span class="uncertain">m</span>y . <span class="uncertain">pΚΏnk</span>
<span class="bracket">[</span><span class="uncertain">πŽˆπŽŒπŽ‹</span> 𐎟 <span class="uncertain">πŽ“πŽ•πŽ‹</span> 𐎟 <span class="uncertain">πŽ“πŽπŽ•πŽ‹</span> 𐎟 <span class="uncertain">πŽ“</span><span class="bracket">]</span><span class="uncertain">𐎎</span>𐎊 𐎟 <span class="uncertain">πŽ”πŽ“πŽπŽ‹</span>
1
KTU 1.1
II
2
KTU 1.1 II 2
[tlsmn . ΚΏmy . twt]αΈ₯ . iΕ‘dk
[πŽšπŽπŽ’πŽŽπŽ 𐎟 πŽ“πŽŽπŽŠ 𐎟 πŽšπŽ†πŽš]𐎈 𐎟 πŽ›πŽŒπŽ„πŽ‹
<span class="bracket">[</span><span class="uncertain">tlsmn</span> . <span class="uncertain">ΚΏmy</span> . <span class="uncertain">twt</span><span class="bracket">]</span><span class="uncertain">αΈ₯</span> . iΕ‘dk
<span class="bracket">[</span><span class="uncertain">πŽšπŽπŽ’πŽŽπŽ</span> 𐎟 <span class="uncertain">πŽ“πŽŽπŽŠ</span> 𐎟 <span class="uncertain">πŽšπŽ†πŽš</span><span class="bracket">]</span><span class="uncertain">𐎈</span> 𐎟 πŽ›πŽŒπŽ„πŽ‹
2
KTU 1.1
II
3
KTU 1.1 II 3
[tk . αΈ«rΕ‘n]r . [t]αΈ₯mk . w Ε‘t
[πŽšπŽ‹ 𐎟 πŽƒπŽ—πŽŒπŽ]πŽ— 𐎟 [𐎚]πŽˆπŽŽπŽ‹ 𐎟 πŽ† 𐎌𐎚
<span class="bracket">[</span><span class="uncertain">tk</span> . <span class="uncertain">αΈ«rΕ‘n</span><span class="bracket">]</span>r . <span class="bracket">[</span><span class="uncertain">t</span><span class="bracket">]</span>αΈ₯mk . w Ε‘t
<span class="bracket">[</span><span class="uncertain">πŽšπŽ‹</span> 𐎟 <span class="uncertain">πŽƒπŽ—πŽŒπŽ</span><span class="bracket">]</span>πŽ— 𐎟 <span class="bracket">[</span><span class="uncertain">𐎚</span><span class="bracket">]</span>πŽˆπŽŽπŽ‹ 𐎟 πŽ† 𐎌𐎚
3
KTU 1.1
II
4
KTU 1.1 II 4
l αΊ“r . rdyk
𐎍 πŽ‘πŽ— 𐎟 πŽ—πŽ„πŽŠπŽ‹
<span class="uncertain">l</span> αΊ“<span class="uncertain">r</span> . rdyk
<span class="uncertain">𐎍</span> πŽ‘<span class="uncertain">πŽ—</span> 𐎟 πŽ—πŽ„πŽŠπŽ‹
4
KTU 1.1
II
5
KTU 1.1 II 5
[i]qnim
[πŽ›]πŽ–πŽπŽ›πŽŽ
<span class="bracket">[</span><span class="uncertain">i</span><span class="bracket">]</span><span class="uncertain">q</span>nim
<span class="bracket">[</span><span class="uncertain">πŽ›</span><span class="bracket">]</span><span class="uncertain">πŽ–</span>πŽπŽ›πŽŽ
5
KTU 1.1
II
6
KTU 1.1 II 6
[y]Ε‘u . b qrb
[𐎊]𐎌𐎜 𐎟 𐎁 πŽ–πŽ—πŽ
<span class="bracket">[</span><span class="uncertain">y</span><span class="bracket">]</span><span class="uncertain">Ε‘</span>u . b qrb
<span class="bracket">[</span><span class="uncertain">𐎊</span><span class="bracket">]</span><span class="uncertain">𐎌</span>𐎜 𐎟 𐎁 πŽ–πŽ—πŽ
6
KTU 1.1
II
7
KTU 1.1 II 7
x . asr
x 𐎟 πŽ€πŽ’πŽ—
<span class="uncertain">x</span> . asr
<span class="uncertain">x</span> 𐎟 πŽ€πŽ’πŽ—
7
KTU 1.1
II
8
KTU 1.1 II 8
tm . ymtm
𐎚𐎎 𐎟 𐎊𐎎𐎚𐎎
<span class="uncertain">t</span>m . ymtm
<span class="uncertain">𐎚</span>𐎎 𐎟 𐎊𐎎𐎚𐎎
8
KTU 1.1
II
9
KTU 1.1 II 9
[np]Ε‘[h] w iαΉ―l
[πŽπŽ”]𐎌[πŽ…] πŽ† πŽ›πŽ˜πŽ
<span class="bracket">[</span><span class="uncertain">np</span><span class="bracket">]</span><span class="uncertain">Ε‘</span><span class="bracket">[</span><span class="uncertain">h</span><span class="bracket">]</span> w iαΉ―l
<span class="bracket">[</span><span class="uncertain">πŽπŽ”</span><span class="bracket">]</span><span class="uncertain">𐎌</span><span class="bracket">[</span><span class="uncertain">πŽ…</span><span class="bracket">]</span> πŽ† πŽ›πŽ˜πŽ
9
KTU 1.1
II
10
KTU 1.1 II 10
[αΈ₯r]Ε‘m . ΚΏdb . l arαΉ£
[πŽˆπŽ—]𐎌𐎎 𐎟 πŽ“πŽ„πŽ 𐎟 𐎍 πŽ€πŽ—πŽ•
<span class="bracket">[</span><span class="uncertain">αΈ₯r</span><span class="bracket">]</span><span class="uncertain">Ε‘</span>m . ΚΏdb . l arαΉ£
<span class="bracket">[</span><span class="uncertain">πŽˆπŽ—</span><span class="bracket">]</span><span class="uncertain">𐎌</span>𐎎 𐎟 πŽ“πŽ„πŽ 𐎟 𐎍 πŽ€πŽ—πŽ•
10
KTU 1.1
II
11
KTU 1.1 II 11
x . Ε‘pm . ΚΏdb
x 𐎟 πŽŒπŽ”πŽŽ 𐎟 πŽ“πŽ„πŽ
<span class="uncertain">x</span> . Ε‘pm . ΚΏdb
<span class="uncertain">x</span> 𐎟 πŽŒπŽ”πŽŽ 𐎟 πŽ“πŽ„πŽ
11
KTU 1.1
II
12
KTU 1.1 II 12
. tΚΏtqn
𐎟 πŽšπŽ“πŽšπŽ–πŽ
. tΚΏtqn
𐎟 πŽšπŽ“πŽšπŽ–πŽ
12
KTU 1.1
II
13
KTU 1.1 II 13
Ε‘b . ilk
𐎌𐎁 𐎟 πŽ›πŽπŽ‹
<span class="uncertain">Ε‘</span>b . ilk
<span class="uncertain">𐎌</span>𐎁 𐎟 πŽ›πŽπŽ‹
13
KTU 1.1
II
14
KTU 1.1 II 14
in . bb . b alp αΈ₯αΊ“r
πŽ›πŽ 𐎟 𐎁𐎁 𐎟 𐎁 πŽ€πŽπŽ” πŽˆπŽ‘πŽ—
<span class="uncertain">i</span>n<span title="redundant"> . </span>bb . b alp αΈ₯αΊ“r
<span class="uncertain">πŽ›</span>𐎐<span title="redundant"> 𐎟 </span>𐎁𐎁 𐎟 𐎁 πŽ€πŽπŽ” πŽˆπŽ‘πŽ—
14
KTU 1.1
II
15
KTU 1.1 II 15
[l] [p]ΚΏn . ΚΏnt
[𐎍] [πŽ”]πŽ“πŽ 𐎟 πŽ“πŽπŽš
<span class="bracket">[</span><span class="uncertain">l</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">p</span><span class="bracket">]</span>ΚΏn . ΚΏnt
<span class="bracket">[</span><span class="uncertain">𐎍</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ”</span><span class="bracket">]</span>πŽ“πŽ 𐎟 πŽ“πŽπŽš
15
KTU 1.1
II
16
KTU 1.1 II 16
[yhbr . w] [yql . yΕ‘t]αΈ₯wyn . w y
[πŽŠπŽ…πŽπŽ— 𐎟 πŽ†] [πŽŠπŽ–πŽ 𐎟 𐎊𐎌𐎚]πŽˆπŽ†πŽŠπŽ 𐎟 πŽ† 𐎊
<span class="bracket">[</span><span class="uncertain">yhbr</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">yql</span> . <span class="uncertain">yΕ‘t</span><span class="bracket">]</span><span class="uncertain">αΈ₯</span>wyn . w y
<span class="bracket">[</span><span class="uncertain">πŽŠπŽ…πŽπŽ—</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽŠπŽ–πŽ</span> 𐎟 <span class="uncertain">𐎊𐎌𐎚</span><span class="bracket">]</span><span class="uncertain">𐎈</span>πŽ†πŽŠπŽ 𐎟 πŽ†...
16
KTU 1.1
II
17
KTU 1.1 II 17
[kbdnh . yΕ‘u . gh . w] [y]αΉ£αΈ₯ . tαΈ₯m
[πŽ‹πŽπŽ„πŽπŽ… 𐎟 𐎊𐎌𐎜 𐎟 πŽ‚πŽ… 𐎟 πŽ†] [𐎊]πŽ•πŽˆ 𐎟 𐎚𐎈𐎎
<span class="bracket">[</span><span class="uncertain">kbdnh</span> . <span class="uncertain">yΕ‘u</span> . <span class="uncertain">gh</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">y</span><span class="bracket">]</span><span class="uncertain"...
<span class="bracket">[</span><span class="uncertain">πŽ‹πŽπŽ„πŽπŽ…</span> 𐎟 <span class="uncertain">𐎊𐎌𐎜</span> 𐎟 <span class="uncertain">πŽ‚πŽ…</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">𐎊</span><span class="bracket">]</span><span cl...
17
KTU 1.1
II
18
KTU 1.1 II 18
[αΉ―r . il . abk . hwt . l]αΉ―pn . αΈ₯tkk
[πŽ˜πŽ— 𐎟 πŽ›πŽ 𐎟 πŽ€πŽπŽ‹ 𐎟 πŽ…πŽ†πŽš 𐎟 𐎍]πŽ˜πŽ”πŽ 𐎟 πŽˆπŽšπŽ‹πŽ‹
<span class="bracket">[</span><span class="uncertain">αΉ―r</span> . <span class="uncertain">il</span> . <span class="uncertain">abk</span> . <span class="uncertain">hwt</span> . <span class="uncertain">l</span><span class="bracket">]</span><span class="uncertain">αΉ―</span>pn . αΈ₯tkk
<span class="bracket">[</span><span class="uncertain">πŽ˜πŽ—</span> 𐎟 <span class="uncertain">πŽ›πŽ</span> 𐎟 <span class="uncertain">πŽ€πŽπŽ‹</span> 𐎟 <span class="uncertain">πŽ…πŽ†πŽš</span> 𐎟 <span class="uncertain">𐎍</span><span class="bracket">]</span><span class="uncertain">𐎘</span>πŽ”πŽ 𐎟 πŽˆπŽšπŽ‹πŽ‹
18
KTU 1.1
II
19
KTU 1.1 II 19
[qryy . b] [arαΉ£ . mlαΈ₯]mt . Ε‘t b ΚΏp
[πŽ–πŽ—πŽŠπŽŠ 𐎟 𐎁] [πŽ€πŽ—πŽ• 𐎟 𐎎𐎍𐎈]𐎎𐎚 𐎟 𐎌𐎚 𐎁 πŽ“πŽ”
<span class="bracket">[</span><span class="uncertain">qryy</span> . <span class="uncertain">b</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">arαΉ£</span> . <span class="uncertain">mlαΈ₯</span><span class="bracket">]</span><span class="uncertain">m</span>t . Ε‘t b ΚΏp
<span class="bracket">[</span><span class="uncertain">πŽ–πŽ—πŽŠπŽŠ</span> 𐎟 <span class="uncertain">𐎁</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ€πŽ—πŽ•</span> 𐎟 <span class="uncertain">𐎎𐎍𐎈</span><span class="bracket">]</span><span class="uncertain">𐎎</span>𐎚 𐎟 𐎌𐎚 οΏ½...
19
KTU 1.1
II
20
KTU 1.1 II 20
[rm . ddym . sk . Ε‘lm] . l kbd . arαΉ£
[πŽ—πŽŽ 𐎟 πŽ„πŽ„πŽŠπŽŽ 𐎟 πŽ’πŽ‹ 𐎟 𐎌𐎍𐎎] 𐎟 𐎍 πŽ‹πŽπŽ„ 𐎟 πŽ€πŽ—πŽ•
<span class="bracket">[</span><span class="uncertain">rm</span> . <span class="uncertain">ddym</span> . <span class="uncertain">sk</span> . <span class="uncertain">Ε‘lm</span><span class="bracket">]</span> . l kbd . arαΉ£
<span class="bracket">[</span><span class="uncertain">πŽ—πŽŽ</span> 𐎟 <span class="uncertain">πŽ„πŽ„πŽŠπŽŽ</span> 𐎟 <span class="uncertain">πŽ’πŽ‹</span> 𐎟 <span class="uncertain">𐎌𐎍𐎎</span><span class="bracket">]</span> 𐎟 𐎍 πŽ‹πŽπŽ„ 𐎟 πŽ€πŽ—πŽ•
20
KTU 1.1
II
21
KTU 1.1 II 21
[arbdd . l] [kbd . Ε‘]dm . αΈ₯Ε‘k
[πŽ€πŽ—πŽπŽ„πŽ„ 𐎟 𐎍] [πŽ‹πŽπŽ„ 𐎟 𐎌]πŽ„πŽŽ 𐎟 πŽˆπŽŒπŽ‹
<span class="bracket">[</span><span class="uncertain">arbdd</span> . <span class="uncertain">l</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">kbd</span> . <span class="uncertain">Ε‘</span><span class="bracket">]</span><span class="uncertain">d</span>m . αΈ₯Ε‘k
<span class="bracket">[</span><span class="uncertain">πŽ€πŽ—πŽπŽ„πŽ„</span> 𐎟 <span class="uncertain">𐎍</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ‹πŽπŽ„</span> 𐎟 <span class="uncertain">𐎌</span><span class="bracket">]</span><span class="uncertain">πŽ„</span>𐎎 𐎟 πŽˆπŽŒπŽ‹
21
KTU 1.1
II
22
KTU 1.1 II 22
[ΚΏαΉ£k . ΚΏbαΉ£k . ΚΏmy . pΚΏ]nk . tlsmn
[πŽ“πŽ•πŽ‹ 𐎟 πŽ“πŽπŽ•πŽ‹ 𐎟 πŽ“πŽŽπŽŠ 𐎟 πŽ”πŽ“]πŽπŽ‹ 𐎟 πŽšπŽπŽ’πŽŽπŽ
<span class="bracket">[</span><span class="uncertain">ΚΏαΉ£k</span> . <span class="uncertain">ΚΏbαΉ£k</span> . <span class="uncertain">ΚΏmy</span> . <span class="uncertain">pΚΏ</span><span class="bracket">]</span><span class="uncertain">n</span>k . tlsmn
<span class="bracket">[</span><span class="uncertain">πŽ“πŽ•πŽ‹</span> 𐎟 <span class="uncertain">πŽ“πŽπŽ•πŽ‹</span> 𐎟 <span class="uncertain">πŽ“πŽŽπŽŠ</span> 𐎟 <span class="uncertain">πŽ”πŽ“</span><span class="bracket">]</span><span class="uncertain">𐎐</span>πŽ‹ 𐎟 πŽšπŽπŽ’πŽŽπŽ
22
KTU 1.1
II
23
KTU 1.1 II 23
[ΚΏmy . twtαΈ₯ . iΕ‘d]k . tk . αΈ«rΕ‘n
[πŽ“πŽŽπŽŠ 𐎟 πŽšπŽ†πŽšπŽˆ 𐎟 πŽ›πŽŒπŽ„]πŽ‹ 𐎟 πŽšπŽ‹ 𐎟 πŽƒπŽ—πŽŒπŽ
<span class="bracket">[</span><span class="uncertain">ΚΏmy</span> . <span class="uncertain">twtαΈ₯</span> . <span class="uncertain">iΕ‘d</span><span class="bracket">]</span><span class="uncertain">k</span> . tk . αΈ«rΕ‘n
<span class="bracket">[</span><span class="uncertain">πŽ“πŽŽπŽŠ</span> 𐎟 <span class="uncertain">πŽšπŽ†πŽšπŽˆ</span> 𐎟 <span class="uncertain">πŽ›πŽŒπŽ„</span><span class="bracket">]</span><span class="uncertain">πŽ‹</span> 𐎟 πŽšπŽ‹ 𐎟 πŽƒπŽ—πŽŒπŽ
23
KTU 1.1
II
24
KTU 1.1 II 24
bdk . spr
πŽπŽ„πŽ‹ 𐎟 πŽ’πŽ”πŽ—
<span class="uncertain">b</span>dk . spr
<span class="uncertain">𐎁</span>πŽ„πŽ‹ 𐎟 πŽ’πŽ”πŽ—
24
KTU 1.1
II
25
KTU 1.1 II 25
[y]mnk
[𐎊]πŽŽπŽπŽ‹
<span class="bracket">[</span><span class="uncertain">y</span><span class="bracket">]</span><span class="uncertain">m</span>nk
<span class="bracket">[</span><span class="uncertain">𐎊</span><span class="bracket">]</span><span class="uncertain">𐎎</span>πŽπŽ‹
25
KTU 1.1
II
26
KTU 1.1 II 26
x
x
<span class="uncertain">x</span>
<span class="uncertain">x</span>
26
KTU 1.1
II
27
KTU 1.1 II 27
x
x
<span class="uncertain">x</span>
<span class="uncertain">x</span>
27
KTU 1.1
III
1
KTU 1.1 III 1
[kp]tr . ksu[ . αΉ―bth . αΈ₯kpt . arαΉ£ . nαΈ₯lth]
[πŽ‹πŽ”]πŽšπŽ— 𐎟 πŽ‹πŽ’πŽœ[ 𐎟 πŽ˜πŽπŽšπŽ… 𐎟 πŽˆπŽ‹πŽ”πŽš 𐎟 πŽ€πŽ—πŽ• 𐎟 πŽπŽˆπŽπŽšπŽ…]
<span class="bracket">[</span><span class="uncertain">kp</span><span class="bracket">]</span><span class="uncertain">tr</span> . ks<span class="uncertain">u</span><span class="bracket">[</span> . <span class="uncertain">αΉ―bth</span> . <span class="uncertain">αΈ₯kpt</span> . <span class="uncertain">arαΉ£</span> . <span class...
<span class="bracket">[</span><span class="uncertain">πŽ‹πŽ”</span><span class="bracket">]</span><span class="uncertain">πŽšπŽ—</span> 𐎟 πŽ‹πŽ’<span class="uncertain">𐎜</span><span class="bracket">[</span> 𐎟 <span class="uncertain">πŽ˜πŽπŽšπŽ…</span> 𐎟 <span class="uncertain">πŽˆπŽ‹πŽ”πŽš</span> 𐎟 <span class="uncertain">πŽ€πŽ—οΏ½...
28
KTU 1.1
III
2
KTU 1.1 III 2
b alp . Ε‘d . r[bt . kmn . l] [pΚΏn . kαΉ―r]
𐎁 πŽ€πŽπŽ” 𐎟 πŽŒπŽ„ 𐎟 πŽ—[𐎁𐎚 𐎟 πŽ‹πŽŽπŽ 𐎟 𐎍] [πŽ”πŽ“πŽ 𐎟 πŽ‹πŽ˜πŽ—]
<span class="uncertain">b</span> <span class="uncertain">a</span>lp . Ε‘d . <span class="uncertain">r</span><span class="bracket">[</span><span class="uncertain">bt</span> . <span class="uncertain">kmn</span> . <span class="uncertain">l</span><span class="bracket">]</span> <span class="bracket">[</span><span class="unce...
<span class="uncertain">𐎁</span> <span class="uncertain">πŽ€</span>πŽπŽ” 𐎟 πŽŒπŽ„ 𐎟 <span class="uncertain">πŽ—</span><span class="bracket">[</span><span class="uncertain">𐎁𐎚</span> 𐎟 <span class="uncertain">πŽ‹πŽŽπŽ</span> 𐎟 <span class="uncertain">𐎍</span><span class="bracket">]</span> <span class="bracket">[</span>...
29
KTU 1.1
III
3
KTU 1.1 III 3
hbr . w ql . t[Ε‘tαΈ₯wy . w] [kbd . hwt]
πŽ…πŽπŽ— 𐎟 πŽ† πŽ–πŽ 𐎟 𐎚[πŽŒπŽšπŽˆπŽ†πŽŠ 𐎟 πŽ†] [πŽ‹πŽπŽ„ 𐎟 πŽ…πŽ†πŽš]
<span class="uncertain">h</span>br . w ql . <span class="uncertain">t</span><span class="bracket">[</span><span class="uncertain">Ε‘tαΈ₯wy</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">kbd</span> . <span class="uncertain">hwt</span><span class...
<span class="uncertain">πŽ…</span>πŽπŽ— 𐎟 πŽ† πŽ–πŽ 𐎟 <span class="uncertain">𐎚</span><span class="bracket">[</span><span class="uncertain">πŽŒπŽšπŽˆπŽ†πŽŠ</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ‹πŽπŽ„</span> 𐎟 <span class="uncertain">οΏ½...
30
KTU 1.1
III
4
KTU 1.1 III 4
w . rgm . l kαΉ―[r . w] [αΈ«ss . αΉ―ny . l] [hyn]
πŽ† 𐎟 πŽ—πŽ‚πŽŽ 𐎟 𐎍 πŽ‹πŽ˜[πŽ— 𐎟 πŽ†] [πŽƒπŽ’πŽ’ 𐎟 𐎘𐎐𐎊 𐎟 𐎍] [πŽ…πŽŠπŽ]
w . rgm . l k<span class="uncertain">αΉ―</span><span class="bracket">[</span><span class="uncertain">r</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">αΈ«ss</span> . <span class="uncertain">αΉ―ny</span> . <span class="uncertain">l</span><span class...
πŽ† 𐎟 πŽ—πŽ‚πŽŽ 𐎟 𐎍 πŽ‹<span class="uncertain">𐎘</span><span class="bracket">[</span><span class="uncertain">πŽ—</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽƒπŽ’πŽ’</span> 𐎟 <span class="uncertain">𐎘𐎐𐎊</span> 𐎟 <span class="uncertain"...
31
KTU 1.1
III
5
KTU 1.1 III 5
d αΈ₯rΕ‘ . y[dm . tαΈ₯m . αΉ―r . il . ab]
πŽ„ πŽˆπŽ—πŽŒ 𐎟 𐎊[πŽ„πŽŽ 𐎟 𐎚𐎈𐎎 𐎟 πŽ˜πŽ— 𐎟 πŽ›πŽ 𐎟 πŽ€πŽ]
d αΈ₯rΕ‘ . y<span class="bracket">[</span><span class="uncertain">dm</span> . <span class="uncertain">tαΈ₯m</span> . <span class="uncertain">αΉ―r</span> . <span class="uncertain">il</span> . <span class="uncertain">ab</span><span class="bracket">]</span>
πŽ„ πŽˆπŽ—πŽŒ 𐎟 𐎊<span class="bracket">[</span><span class="uncertain">πŽ„πŽŽ</span> 𐎟 <span class="uncertain">𐎚𐎈𐎎</span> 𐎟 <span class="uncertain">πŽ˜πŽ—</span> 𐎟 <span class="uncertain">πŽ›πŽ</span> 𐎟 <span class="uncertain">πŽ€πŽ</span><span class="bracket">]</span>
32
KTU 1.1
III
6
KTU 1.1 III 6
hwt . lαΉ―pn[ . αΈ₯tk]
πŽ…πŽ†πŽš 𐎟 πŽπŽ˜πŽ”πŽ[ 𐎟 πŽˆπŽšπŽ‹]
hwt . lαΉ―p<span class="uncertain">n</span><span class="bracket">[</span> . <span class="uncertain">αΈ₯tk</span><span class="bracket">]</span>
πŽ…πŽ†πŽš 𐎟 πŽπŽ˜πŽ”<span class="uncertain">𐎐</span><span class="bracket">[</span> 𐎟 <span class="uncertain">πŽˆπŽšπŽ‹</span><span class="bracket">]</span>
33
KTU 1.1
III
7
KTU 1.1 III 7
yh . kαΉ―r . bn
πŽŠπŽ… 𐎟 πŽ‹πŽ˜πŽ— 𐎟 𐎁𐎐
yh . kαΉ―r . b<span class="uncertain">n</span>
πŽŠπŽ… 𐎟 πŽ‹πŽ˜πŽ— 𐎟 𐎁<span class="uncertain">𐎐</span>
34
KTU 1.1
III
8
KTU 1.1 III 8
Ε‘t . l skt . n
𐎌𐎚 𐎟 𐎍 πŽ’πŽ‹πŽš 𐎟 𐎐
Ε‘t . l skt . <span class="uncertain">n</span>
𐎌𐎚 𐎟 𐎍 πŽ’πŽ‹πŽš 𐎟 <span class="uncertain">𐎐</span>
35
KTU 1.1
III
9
KTU 1.1 III 9
ΚΏdb . b Δ‘rt . αΉ―[bt]
πŽ“πŽ„πŽ 𐎟 𐎁 πŽ™πŽ—πŽš 𐎟 𐎘[𐎁𐎚]
ΚΏdb . b Δ‘rt . αΉ―<span class="bracket">[</span><span class="uncertain">bt</span><span class="bracket">]</span>
πŽ“πŽ„πŽ 𐎟 𐎁 πŽ™πŽ—πŽš 𐎟 𐎘<span class="bracket">[</span><span class="uncertain">𐎁𐎚</span><span class="bracket">]</span>
36
KTU 1.1
III
10
KTU 1.1 III 10
αΈ₯Ε‘qk . ΚΏαΉ£k . ΚΏb[αΉ£k . ΚΏmy . pΚΏnk . tlsmn]
πŽˆπŽŒπŽ–πŽ‹ 𐎟 πŽ“πŽ•πŽ‹ 𐎟 πŽ“πŽ[πŽ•πŽ‹ 𐎟 πŽ“πŽŽπŽŠ 𐎟 πŽ”πŽ“πŽπŽ‹ 𐎟 πŽšπŽπŽ’πŽŽπŽ]
αΈ₯Ε‘<span class="uncertain excised">q</span>k . ΚΏαΉ£k . ΚΏ<span class="uncertain">b</span><span class="bracket">[</span><span class="uncertain">αΉ£k</span> . <span class="uncertain">ΚΏmy</span> . <span class="uncertain">pΚΏnk</span> . <span class="uncertain">tlsmn</span><span class="bracket">]</span>
𐎈𐎌<span class="uncertain excised">πŽ–</span>πŽ‹ 𐎟 πŽ“πŽ•πŽ‹ 𐎟 πŽ“<span class="uncertain">𐎁</span><span class="bracket">[</span><span class="uncertain">πŽ•πŽ‹</span> 𐎟 <span class="uncertain">πŽ“πŽŽπŽŠ</span> 𐎟 <span class="uncertain">πŽ”πŽ“πŽπŽ‹</span> 𐎟 <span class="uncertain">πŽšπŽπŽ’πŽŽπŽ</span><span class="bracket">]</span>
37
KTU 1.1
III
11
KTU 1.1 III 11
ΚΏmy tkwtαΈ₯ . iΕ‘[dk . tk . αΈ«rΕ‘n]
πŽ“πŽŽπŽŠ πŽšπŽ‹πŽ†πŽšπŽˆ 𐎟 πŽ›πŽŒ[πŽ„πŽ‹ 𐎟 πŽšπŽ‹ 𐎟 πŽƒπŽ—πŽŒπŽ]
ΚΏmy t<span class="uncertain excised">k</span>wtαΈ₯ . i<span class="uncertain">Ε‘</span><span class="bracket">[</span><span class="uncertain">dk</span> . <span class="uncertain">tk</span> . <span class="uncertain">αΈ«rΕ‘n</span><span class="bracket">]</span>
πŽ“πŽŽπŽŠ 𐎚<span class="uncertain excised">πŽ‹</span>πŽ†πŽšπŽˆ 𐎟 πŽ›<span class="uncertain">𐎌</span><span class="bracket">[</span><span class="uncertain">πŽ„πŽ‹</span> 𐎟 <span class="uncertain">πŽšπŽ‹</span> 𐎟 <span class="uncertain">πŽƒπŽ—πŽŒπŽ</span><span class="bracket">]</span>
38
KTU 1.1
III
12
KTU 1.1 III 12
Δ‘r . ks . dm . rg[m . iαΉ― . ly . w] [argmk]
πŽ™πŽ— 𐎟 πŽ‹πŽ’ 𐎟 πŽ„πŽŽ 𐎟 πŽ—πŽ‚[𐎎 𐎟 πŽ›πŽ˜ 𐎟 𐎍𐎊 𐎟 πŽ†] [πŽ€πŽ—πŽ‚πŽŽπŽ‹]
Δ‘r . ks . dm . r<span class="uncertain">g</span><span class="bracket">[</span><span class="uncertain">m</span> . <span class="uncertain">iαΉ―</span> . <span class="uncertain">ly</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">argmk</span><span ...
πŽ™πŽ— 𐎟 πŽ‹πŽ’ 𐎟 πŽ„πŽŽ 𐎟 πŽ—<span class="uncertain">πŽ‚</span><span class="bracket">[</span><span class="uncertain">𐎎</span> 𐎟 <span class="uncertain">πŽ›πŽ˜</span> 𐎟 <span class="uncertain">𐎍𐎊</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain...
39
KTU 1.1
III
13
KTU 1.1 III 13
hwt . wαΉ―aαΉ―nyk[ . rgm . ΚΏαΉ£ . w] [lαΈ«Ε‘t . abn]
πŽ…πŽ†πŽš 𐎟 πŽ†πŽ˜πŽ€πŽ˜πŽπŽŠπŽ‹[ 𐎟 πŽ—πŽ‚πŽŽ 𐎟 πŽ“πŽ• 𐎟 πŽ†] [πŽπŽƒπŽŒπŽš 𐎟 πŽ€πŽπŽ]
hwt . w<span class="uncertain excised">αΉ―</span>aαΉ―ny<span class="uncertain">k</span><span class="bracket">[</span> . <span class="uncertain">rgm</span> . <span class="uncertain">ΚΏαΉ£</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">lαΈ«Ε‘t</span> . ...
πŽ…πŽ†πŽš 𐎟 πŽ†<span class="uncertain excised">𐎘</span>πŽ€πŽ˜πŽπŽŠ<span class="uncertain">πŽ‹</span><span class="bracket">[</span> 𐎟 <span class="uncertain">πŽ—πŽ‚πŽŽ</span> 𐎟 <span class="uncertain">πŽ“πŽ•</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncer...
40
KTU 1.1
III
14
KTU 1.1 III 14
tunt . Ε‘mm . ΚΏm[ . arαΉ£ . thmt . ΚΏmn . kbkbm]
𐎚𐎜𐎐𐎚 𐎟 𐎌𐎎𐎎 𐎟 πŽ“πŽŽ[ 𐎟 πŽ€πŽ—πŽ• 𐎟 πŽšπŽ…πŽŽπŽš 𐎟 πŽ“πŽŽπŽ 𐎟 πŽ‹πŽπŽ‹πŽπŽŽ]
tunt . Ε‘mm . ΚΏm<span class="bracket">[</span> . <span class="uncertain">arαΉ£</span> . <span class="uncertain">thmt</span> . <span class="uncertain">ΚΏmn</span> . <span class="uncertain">kbkbm</span><span class="bracket">]</span>
𐎚𐎜𐎐𐎚 𐎟 𐎌𐎎𐎎 𐎟 πŽ“πŽŽ<span class="bracket">[</span> 𐎟 <span class="uncertain">πŽ€πŽ—πŽ•</span> 𐎟 <span class="uncertain">πŽšπŽ…πŽŽπŽš</span> 𐎟 <span class="uncertain">πŽ“πŽŽπŽ</span> 𐎟 <span class="uncertain">πŽ‹πŽπŽ‹πŽπŽŽ</span><span class="bracket">]</span>
41
KTU 1.1
III
15
KTU 1.1 III 15
rgm . l tdΚΏ . nΕ‘[m . w] [l] [tbn . hmlt . arαΉ£]
πŽ—πŽ‚πŽŽ 𐎟 𐎍 πŽšπŽ„πŽ“ 𐎟 𐎐𐎌[𐎎 𐎟 πŽ†] [𐎍] [𐎚𐎁𐎐 𐎟 πŽ…πŽŽπŽπŽš 𐎟 πŽ€πŽ—πŽ•]
rgm . l tdΚΏ . n<span class="uncertain">Ε‘</span><span class="bracket">[</span><span class="uncertain">m</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">l</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain...
πŽ—πŽ‚πŽŽ 𐎟 𐎍 πŽšπŽ„πŽ“ 𐎟 𐎐<span class="uncertain">𐎌</span><span class="bracket">[</span><span class="uncertain">𐎎</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">𐎍</span><span class="bracket">]</span> <span class="bracket">[</span><span c...
42
KTU 1.1
III
16
KTU 1.1 III 16
at . w . ank . ibΔ‘[yh]
πŽ€πŽš 𐎟 πŽ† 𐎟 πŽ€πŽπŽ‹ 𐎟 πŽ›πŽπŽ™[πŽŠπŽ…]
at . w . ank . ib<span class="uncertain">Δ‘</span><span class="bracket">[</span><span class="uncertain">yh</span><span class="bracket">]</span>
πŽ€πŽš 𐎟 πŽ† 𐎟 πŽ€πŽπŽ‹ 𐎟 πŽ›πŽ<span class="uncertain">πŽ™</span><span class="bracket">[</span><span class="uncertain">πŽŠπŽ…</span><span class="bracket">]</span>
43
KTU 1.1
III
17
KTU 1.1 III 17
w yΚΏn . kαΉ―r . w αΈ«ss . [lk . lk . ΚΏnn . ilm]
πŽ† πŽŠπŽ“πŽ 𐎟 πŽ‹πŽ˜πŽ— 𐎟 πŽ† πŽƒπŽ’πŽ’ 𐎟 [πŽπŽ‹ 𐎟 πŽπŽ‹ 𐎟 πŽ“πŽπŽ 𐎟 πŽ›πŽπŽŽ]
w yΚΏn . kαΉ―r . w αΈ«ss . <span class="bracket">[</span><span class="uncertain">lk</span> . <span class="uncertain">lk</span> . <span class="uncertain">ΚΏnn</span> . <span class="uncertain">ilm</span><span class="bracket">]</span>
πŽ† πŽŠπŽ“πŽ 𐎟 πŽ‹πŽ˜πŽ— 𐎟 πŽ† πŽƒπŽ’πŽ’ 𐎟 <span class="bracket">[</span><span class="uncertain">πŽπŽ‹</span> 𐎟 <span class="uncertain">πŽπŽ‹</span> 𐎟 <span class="uncertain">πŽ“πŽπŽ</span> 𐎟 <span class="uncertain">πŽ›πŽπŽŽ</span><span class="bracket">]</span>
44
KTU 1.1
III
18
KTU 1.1 III 18
atm . bΕ‘tm . w an[ . Ε‘nt . b] [kptr]
πŽ€πŽšπŽŽ 𐎟 𐎁𐎌𐎚𐎎 𐎟 πŽ† πŽ€πŽ[ 𐎟 𐎌𐎐𐎚 𐎟 𐎁] [πŽ‹πŽ”πŽšπŽ—]
atm . bΕ‘tm . w a<span class="uncertain">n</span><span class="bracket">[</span> . <span class="uncertain">Ε‘nt</span> . <span class="uncertain">b</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">kptr</span><span class="bracket">]</span>
πŽ€πŽšπŽŽ 𐎟 𐎁𐎌𐎚𐎎 𐎟 πŽ† πŽ€<span class="uncertain">𐎐</span><span class="bracket">[</span> 𐎟 <span class="uncertain">𐎌𐎐𐎚</span> 𐎟 <span class="uncertain">𐎁</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ‹πŽ”πŽšπŽ—</span><span class="bracket">]</span>
45
KTU 1.1
III
19
KTU 1.1 III 19
l rαΈ₯q . ilm . αΈ₯kp[t . l] [rαΈ₯q . ilnym]
𐎍 πŽ—πŽˆπŽ– 𐎟 πŽ›πŽπŽŽ 𐎟 πŽˆπŽ‹πŽ”[𐎚 𐎟 𐎍] [πŽ—πŽˆπŽ– 𐎟 πŽ›πŽπŽπŽŠπŽŽ]
l rαΈ₯q . ilm . αΈ₯kp<span class="bracket">[</span><span class="uncertain">t</span> . <span class="uncertain">l</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">rαΈ₯q</span> . <span class="uncertain">ilnym</span><span class="bracket">]</span>
𐎍 πŽ—πŽˆπŽ– 𐎟 πŽ›πŽπŽŽ 𐎟 πŽˆπŽ‹πŽ”<span class="bracket">[</span><span class="uncertain">𐎚</span> 𐎟 <span class="uncertain">𐎍</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ—πŽˆπŽ–</span> 𐎟 <span class="uncertain">πŽ›πŽπŽπŽŠπŽŽ</span><span class="bracket">]</span>
46
KTU 1.1
III
20
KTU 1.1 III 20
αΉ―n . mαΉ―pdm . tαΈ₯t . [ΚΏnt . arαΉ£ . αΉ―lαΉ― . mtαΈ₯]
𐎘𐎐 𐎟 πŽŽπŽ˜πŽ”πŽ„πŽŽ 𐎟 𐎚𐎈𐎚 𐎟 [πŽ“πŽπŽš 𐎟 πŽ€πŽ—πŽ• 𐎟 𐎘𐎍𐎘 𐎟 𐎎𐎚𐎈]
αΉ―n . mαΉ―pdm . tαΈ₯t . <span class="bracket">[</span><span class="uncertain">ΚΏnt</span> . <span class="uncertain">arαΉ£</span> . <span class="uncertain">αΉ―lαΉ―</span> . <span class="uncertain">mtαΈ₯</span><span class="bracket">]</span>
𐎘𐎐 𐎟 πŽŽπŽ˜πŽ”πŽ„πŽŽ 𐎟 𐎚𐎈𐎚 𐎟 <span class="bracket">[</span><span class="uncertain">πŽ“πŽπŽš</span> 𐎟 <span class="uncertain">πŽ€πŽ—πŽ•</span> 𐎟 <span class="uncertain">𐎘𐎍𐎘</span> 𐎟 <span class="uncertain">𐎎𐎚𐎈</span><span class="bracket">]</span>
47
KTU 1.1
III
21
KTU 1.1 III 21
Δ‘yrm . idk . l yt[n . pnm . ΚΏm . lαΉ­pn]
πŽ™πŽŠπŽ—πŽŽ 𐎟 πŽ›πŽ„πŽ‹ 𐎟 𐎍 𐎊𐎚[𐎐 𐎟 πŽ”πŽπŽŽ 𐎟 πŽ“πŽŽ 𐎟 πŽπŽ‰πŽ”πŽ]
Δ‘yrm . idk . l yt<span class="bracket">[</span><span class="uncertain">n</span> . <span class="uncertain">pnm</span> . <span class="uncertain">ΚΏm</span> . <span class="uncertain">lαΉ­pn</span><span class="bracket">]</span>
πŽ™πŽŠπŽ—πŽŽ 𐎟 πŽ›πŽ„πŽ‹ 𐎟 𐎍 𐎊𐎚<span class="bracket">[</span><span class="uncertain">𐎐</span> 𐎟 <span class="uncertain">πŽ”πŽπŽŽ</span> 𐎟 <span class="uncertain">πŽ“πŽŽ</span> 𐎟 <span class="uncertain">πŽπŽ‰πŽ”πŽ</span><span class="bracket">]</span>
48
KTU 1.1
III
22
KTU 1.1 III 22
il d pid . tk αΈ«rΕ‘[n . Δ‘r . ks]
πŽ›πŽ πŽ„ πŽ”πŽ›πŽ„ 𐎟 πŽšπŽ‹ πŽƒπŽ—πŽŒ[𐎐 𐎟 πŽ™πŽ— 𐎟 πŽ‹πŽ’]
il d pid . tk αΈ«rΕ‘<span class="bracket">[</span><span class="uncertain">n</span> . <span class="uncertain">Δ‘r</span> . <span class="uncertain">ks</span><span class="bracket">]</span>
πŽ›πŽ πŽ„ πŽ”πŽ›πŽ„ 𐎟 πŽšπŽ‹ πŽƒπŽ—πŽŒ<span class="bracket">[</span><span class="uncertain">𐎐</span> 𐎟 <span class="uncertain">πŽ™πŽ—</span> 𐎟 <span class="uncertain">πŽ‹πŽ’</span><span class="bracket">]</span>
49
KTU 1.1
III
23
KTU 1.1 III 23
ygly ḏd . i[l . w] [ybu . qrő . mlk]
πŽŠπŽ‚πŽπŽŠ πŽπŽ„ 𐎟 πŽ›[𐎍 𐎟 πŽ†] [𐎊𐎁𐎜 𐎟 πŽ–πŽ—πŽŒ 𐎟 πŽŽπŽπŽ‹]
ygly ḏd . i<span class="bracket">[</span><span class="uncertain">l</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">ybu</span> . <span class="uncertain">qrő</span> . <span class="uncertain">mlk</span><span class="bracket">]</span>
πŽŠπŽ‚πŽπŽŠ πŽπŽ„ 𐎟 πŽ›<span class="bracket">[</span><span class="uncertain">𐎍</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">𐎊𐎁𐎜</span> 𐎟 <span class="uncertain">πŽ–πŽ—πŽŒ</span> 𐎟 <span class="uncertain">πŽŽπŽπŽ‹</span><span class="bracket"...
50
KTU 1.1
III
24
KTU 1.1 III 24
ab . Ε‘nm . l[pΚΏn . il . yhbr . w] [yql]
πŽ€πŽ 𐎟 𐎌𐎐𐎎 𐎟 𐎍[πŽ”πŽ“πŽ 𐎟 πŽ›πŽ 𐎟 πŽŠπŽ…πŽπŽ— 𐎟 πŽ†] [πŽŠπŽ–πŽ]
ab . Ε‘nm . <span class="uncertain">l</span><span class="bracket">[</span><span class="uncertain">pΚΏn</span> . <span class="uncertain">il</span> . <span class="uncertain">yhbr</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">yql</span><span cla...
πŽ€πŽ 𐎟 𐎌𐎐𐎎 𐎟 <span class="uncertain">𐎍</span><span class="bracket">[</span><span class="uncertain">πŽ”πŽ“πŽ</span> 𐎟 <span class="uncertain">πŽ›πŽ</span> 𐎟 <span class="uncertain">πŽŠπŽ…πŽπŽ—</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain...
51
KTU 1.1
III
25
KTU 1.1 III 25
yΕ‘tαΈ₯wy[ . w] [ykbdnh]
πŽŠπŽŒπŽšπŽˆπŽ†πŽŠ[ 𐎟 πŽ†] [πŽŠπŽ‹πŽπŽ„πŽπŽ…]
yΕ‘tαΈ₯w<span class="uncertain">y</span><span class="bracket">[</span> . <span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">ykbdnh</span><span class="bracket">]</span>
πŽŠπŽŒπŽšπŽˆπŽ†<span class="uncertain">𐎊</span><span class="bracket">[</span> 𐎟 <span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽŠπŽ‹πŽπŽ„πŽπŽ…</span><span class="bracket">]</span>
52
KTU 1.1
III
26
KTU 1.1 III 26
αΉ―r . il . ab[h]
πŽ˜πŽ— 𐎟 πŽ›πŽ 𐎟 πŽ€πŽ[πŽ…]
αΉ―r . i<span class="uncertain">l</span> . <span class="uncertain">ab</span><span class="bracket">[</span><span class="uncertain">h</span><span class="bracket">]</span>
πŽ˜πŽ— 𐎟 πŽ›<span class="uncertain">𐎍</span> 𐎟 <span class="uncertain">πŽ€πŽ</span><span class="bracket">[</span><span class="uncertain">πŽ…</span><span class="bracket">]</span>
53
KTU 1.1
III
27
KTU 1.1 III 27
αΈ₯Ε‘ b[htm . tbnn . αΈ₯Ε‘ . trmmn . hklm]
𐎈𐎌 𐎁[πŽ…πŽšπŽŽ 𐎟 𐎚𐎁𐎐𐎐 𐎟 𐎈𐎌 𐎟 πŽšπŽ—πŽŽπŽŽπŽ 𐎟 πŽ…πŽ‹πŽπŽŽ]
αΈ₯Ε‘ <span class="uncertain">b</span><span class="bracket">[</span><span class="uncertain">htm</span> . <span class="uncertain">tbnn</span> . <span class="uncertain">αΈ₯Ε‘</span> . <span class="uncertain">trmmn</span> . <span class="uncertain">hklm</span><span class="bracket">]</span>
𐎈𐎌 <span class="uncertain">𐎁</span><span class="bracket">[</span><span class="uncertain">πŽ…πŽšπŽŽ</span> 𐎟 <span class="uncertain">𐎚𐎁𐎐𐎐</span> 𐎟 <span class="uncertain">𐎈𐎌</span> 𐎟 <span class="uncertain">πŽšπŽ—πŽŽπŽŽπŽ</span> 𐎟 <span class="uncertain">πŽ…πŽ‹πŽπŽŽ</span><span class="bracket">]</span>
54
KTU 1.1
III
28
KTU 1.1 III 28
b tk .
𐎁 πŽšπŽ‹ 𐎟
b tk .
𐎁 πŽšπŽ‹ 𐎟
55
KTU 1.1
III
29
KTU 1.1 III 29
bn .
𐎁𐎐 𐎟
bn .
𐎁𐎐 𐎟
56
KTU 1.1
III
30
KTU 1.1 III 30
ax
πŽ€x
a<span class="uncertain">x</span>
πŽ€<span class="uncertain">x</span>
57
KTU 1.1
IV
1
KTU 1.1 IV 1
[mr]ym . αΉ£pn
[πŽŽπŽ—]𐎊𐎎 𐎟 πŽ•πŽ”πŽ
<span class="bracket">[</span><span class="uncertain">mr</span><span class="bracket">]</span><span class="uncertain">ym</span> . αΉ£<span class="uncertain">pn</span>
<span class="bracket">[</span><span class="uncertain">πŽŽπŽ—</span><span class="bracket">]</span><span class="uncertain">𐎊𐎎</span> 𐎟 πŽ•<span class="uncertain">πŽ”πŽ</span>
58
KTU 1.1
IV
2
KTU 1.1 IV 2
gm . αΉ£αΈ₯ . l qr
πŽ‚πŽŽ 𐎟 πŽ•πŽˆ 𐎟 𐎍 πŽ–πŽ—
gm . αΉ£αΈ₯ . l q<span class="uncertain">r</span>
πŽ‚πŽŽ 𐎟 πŽ•πŽˆ 𐎟 𐎍 πŽ–<span class="uncertain">πŽ—</span>
59
KTU 1.1
IV
3
KTU 1.1 IV 3
l rαΈ₯qm . lp
𐎍 πŽ—πŽˆπŽ–πŽŽ 𐎟 πŽπŽ”
l rαΈ₯qm . lp
𐎍 πŽ—πŽˆπŽ–πŽŽ 𐎟 πŽπŽ”
60
KTU 1.1
IV
4
KTU 1.1 IV 4
αΉ£αΈ₯ . il . yαΉ―b . b m[rzαΈ₯]
πŽ•πŽˆ 𐎟 πŽ›πŽ 𐎟 𐎊𐎘𐎁 𐎟 𐎁 𐎎[πŽ—πŽ‡πŽˆ]
αΉ£αΈ₯ . il . yαΉ―b . b <span class="uncertain">m</span><span class="bracket">[</span><span class="uncertain">rzαΈ₯</span><span class="bracket">]</span>
πŽ•πŽˆ 𐎟 πŽ›πŽ 𐎟 𐎊𐎘𐎁 𐎟 𐎁 <span class="uncertain">𐎎</span><span class="bracket">[</span><span class="uncertain">πŽ—πŽ‡πŽˆ</span><span class="bracket">]</span>
61
KTU 1.1
IV
5
KTU 1.1 IV 5
bαΉ―t . ΚΏllmn . k
𐎁𐎘𐎚 𐎟 πŽ“πŽπŽπŽŽπŽ 𐎟 πŽ‹
<span class="uncertain">bαΉ―</span>t . ΚΏllmn . <span class="uncertain">k</span>
<span class="uncertain">𐎁𐎘</span>𐎚 𐎟 πŽ“πŽπŽπŽŽπŽ 𐎟 <span class="uncertain">πŽ‹</span>
62
KTU 1.1
IV
6
KTU 1.1 IV 6
ilm . bt . bΚΏlk . x
πŽ›πŽπŽŽ 𐎟 𐎁𐎚 𐎟 πŽπŽ“πŽπŽ‹ 𐎟 x
i<span class="uncertain">l</span>m . bt . bΚΏlk . <span class="uncertain">x</span>
πŽ›<span class="uncertain">𐎍</span>𐎎 𐎟 𐎁𐎚 𐎟 πŽπŽ“πŽπŽ‹ 𐎟 <span class="uncertain">x</span>
63
KTU 1.1
IV
7
KTU 1.1 IV 7
d l . ylkn . αΈ₯Ε‘ . b ar[αΉ£]
πŽ„ 𐎍 𐎟 πŽŠπŽπŽ‹πŽ 𐎟 𐎈𐎌 𐎟 𐎁 πŽ€πŽ—[πŽ•]
d l . ylkn . αΈ₯Ε‘ . b <span class="uncertain">ar</span><span class="bracket">[</span><span class="uncertain">αΉ£</span><span class="bracket">]</span>
πŽ„ 𐎍 𐎟 πŽŠπŽπŽ‹πŽ 𐎟 𐎈𐎌 𐎟 𐎁 <span class="uncertain">πŽ€πŽ—</span><span class="bracket">[</span><span class="uncertain">πŽ•</span><span class="bracket">]</span>
64
KTU 1.1
IV
8
KTU 1.1 IV 8
b ΚΏpr . αΈ«bl αΉ­tm . x
𐎁 πŽ“πŽ”πŽ— 𐎟 πŽƒπŽπŽ πŽ‰πŽšπŽŽ 𐎟 x
b ΚΏpr . αΈ«bl αΉ­tm . <span class="uncertain">x</span>
𐎁 πŽ“πŽ”πŽ— 𐎟 πŽƒπŽπŽ πŽ‰πŽšπŽŽ 𐎟 <span class="uncertain">x</span>
65
KTU 1.1
IV
9
KTU 1.1 IV 9
Ε‘qy . rαΉ―n . tnmy . ytn[ . ks . b] [yd]
πŽŒπŽ–πŽŠ 𐎟 πŽ—πŽ˜πŽ 𐎟 𐎚𐎐𐎎𐎊 𐎟 𐎊𐎚𐎐[ 𐎟 πŽ‹πŽ’ 𐎟 𐎁] [πŽŠπŽ„]
Ε‘qy . rαΉ―n . tnmy . yt<span class="uncertain">n</span><span class="bracket">[</span> . <span class="uncertain">ks</span> . <span class="uncertain">b</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">yd</span><span class="bracket">]</span>
πŽŒπŽ–πŽŠ 𐎟 πŽ—πŽ˜πŽ 𐎟 𐎚𐎐𐎎𐎊 𐎟 𐎊𐎚<span class="uncertain">𐎐</span><span class="bracket">[</span> 𐎟 <span class="uncertain">πŽ‹πŽ’</span> 𐎟 <span class="uncertain">𐎁</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽŠπŽ„</span><span class="bracket">]</span>
66
KTU 1.1
IV
10
KTU 1.1 IV 10
krpn . b klat yd . x
πŽ‹πŽ—πŽ”πŽ 𐎟 𐎁 πŽ‹πŽπŽ€πŽš πŽŠπŽ„ 𐎟 x
krpn . b klat yd . <span class="uncertain">x</span>
πŽ‹πŽ—πŽ”πŽ 𐎟 𐎁 πŽ‹πŽπŽ€πŽš πŽŠπŽ„ 𐎟 <span class="uncertain">x</span>
67
KTU 1.1
IV
11
KTU 1.1 IV 11
k mll . k αΈ₯αΉ£ . tusp
πŽ‹ 𐎎𐎍𐎍 𐎟 πŽ‹ πŽˆπŽ• 𐎟 πŽšπŽœπŽ’πŽ”
k mll . k αΈ₯αΉ£ . tus<span class="uncertain">p</span>
πŽ‹ 𐎎𐎍𐎍 𐎟 πŽ‹ πŽˆπŽ• 𐎟 πŽšπŽœπŽ’<span class="uncertain">πŽ”</span>
68
KTU 1.1
IV
12
KTU 1.1 IV 12
tgr . il . bnh . αΉ―r .
πŽšπŽ‚πŽ— 𐎟 πŽ›πŽ 𐎟 πŽπŽπŽ… 𐎟 πŽ˜πŽ— 𐎟
tgr . il . bnh . αΉ―r .
πŽšπŽ‚πŽ— 𐎟 πŽ›πŽ 𐎟 πŽπŽπŽ… 𐎟 πŽ˜πŽ— 𐎟
69
KTU 1.1
IV
13
KTU 1.1 IV 13
w yΚΏn . lαΉ―pn . il . d p[id]
πŽ† πŽŠπŽ“πŽ 𐎟 πŽπŽ˜πŽ”πŽ 𐎟 πŽ›πŽ 𐎟 πŽ„ πŽ”[πŽ›πŽ„]
w yΚΏn . lαΉ―pn . il . d <span class="uncertain">p</span><span class="bracket">[</span><span class="uncertain">id</span><span class="bracket">]</span>
πŽ† πŽŠπŽ“πŽ 𐎟 πŽπŽ˜πŽ”πŽ 𐎟 πŽ›πŽ 𐎟 πŽ„ <span class="uncertain">πŽ”</span><span class="bracket">[</span><span class="uncertain">πŽ›πŽ„</span><span class="bracket">]</span>
70
KTU 1.1
IV
14
KTU 1.1 IV 14
Ε‘m . bny . yw . ilt
𐎌𐎎 𐎟 𐎁𐎐𐎊 𐎟 πŽŠπŽ† 𐎟 πŽ›πŽπŽš
Ε‘m . bny . yw . ilt
𐎌𐎎 𐎟 𐎁𐎐𐎊 𐎟 πŽŠπŽ† 𐎟 πŽ›πŽπŽš
71
KTU 1.1
IV
15
KTU 1.1 IV 15
w pΚΏr . Ε‘m . ym
πŽ† πŽ”πŽ“πŽ— 𐎟 𐎌𐎎 𐎟 𐎊𐎎
w pΚΏr . Ε‘m . y<span class="uncertain">m</span>
πŽ† πŽ”πŽ“πŽ— 𐎟 𐎌𐎎 𐎟 𐎊<span class="uncertain">𐎎</span>
72
KTU 1.1
IV
16
KTU 1.1 IV 16
tΚΏnyn . l zntn .
πŽšπŽ“πŽπŽŠπŽ 𐎟 𐎍 πŽ‡πŽπŽšπŽ 𐎟
tΚΏnyn . l zntn .
πŽšπŽ“πŽπŽŠπŽ 𐎟 𐎍 πŽ‡πŽπŽšπŽ 𐎟
73
KTU 1.1
IV
17
KTU 1.1 IV 17
at . adn . tpΚΏr
πŽ€πŽš 𐎟 πŽ€πŽ„πŽ 𐎟 πŽšπŽ”πŽ“πŽ—
at . adn . tpΚΏr
πŽ€πŽš 𐎟 πŽ€πŽ„πŽ 𐎟 πŽšπŽ”πŽ“πŽ—
74
KTU 1.1
IV
18
KTU 1.1 IV 18
ank . lαΉ―pn . il[ . d] [pid]
πŽ€πŽπŽ‹ 𐎟 πŽπŽ˜πŽ”πŽ 𐎟 πŽ›πŽ[ 𐎟 πŽ„] [πŽ”πŽ›πŽ„]
ank . lαΉ―pn . il<span class="bracket">[</span> . <span class="uncertain">d</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">pid</span><span class="bracket">]</span>
πŽ€πŽπŽ‹ 𐎟 πŽπŽ˜πŽ”πŽ 𐎟 πŽ›πŽ<span class="bracket">[</span> 𐎟 <span class="uncertain">πŽ„</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ”πŽ›πŽ„</span><span class="bracket">]</span>
75
KTU 1.1
IV
19
KTU 1.1 IV 19
ΚΏl . ydm . pΚΏrt
πŽ“πŽ 𐎟 πŽŠπŽ„πŽŽ 𐎟 πŽ”πŽ“πŽ—πŽš
ΚΏl . ydm . pΚΏ<span class="uncertain">rt</span>
πŽ“πŽ 𐎟 πŽŠπŽ„πŽŽ 𐎟 πŽ”πŽ“<span class="uncertain">πŽ—πŽš</span>
76
KTU 1.1
IV
20
KTU 1.1 IV 20
Ε‘mk . mdd . i[l]
πŽŒπŽŽπŽ‹ 𐎟 πŽŽπŽ„πŽ„ 𐎟 πŽ›[𐎍]
Ε‘mk . mdd . i<span class="bracket">[</span><span class="uncertain">l</span><span class="bracket">]</span>
πŽŒπŽŽπŽ‹ 𐎟 πŽŽπŽ„πŽ„ 𐎟 πŽ›<span class="bracket">[</span><span class="uncertain">𐎍</span><span class="bracket">]</span>
77
KTU 1.1
IV
21
KTU 1.1 IV 21
bt . kspy . dt
𐎁𐎚 𐎟 πŽ‹πŽ’πŽ”πŽŠ 𐎟 πŽ„πŽš
bt . kspy . d<span class="uncertain">t</span>
𐎁𐎚 𐎟 πŽ‹πŽ’πŽ”πŽŠ 𐎟 πŽ„<span class="uncertain">𐎚</span>
78
KTU 1.1
IV
22
KTU 1.1 IV 22
bd . aliyn . b[ΚΏl]
πŽπŽ„ 𐎟 πŽ€πŽπŽ›πŽŠπŽ 𐎟 𐎁[πŽ“πŽ]
bd . aliyn . <span class="uncertain">b</span><span class="bracket">[</span><span class="uncertain">ΚΏl</span><span class="bracket">]</span>
πŽπŽ„ 𐎟 πŽ€πŽπŽ›πŽŠπŽ 𐎟 <span class="uncertain">𐎁</span><span class="bracket">[</span><span class="uncertain">πŽ“πŽ</span><span class="bracket">]</span>
79
KTU 1.1
IV
23
KTU 1.1 IV 23
kd . ynaαΉ£n
πŽ‹πŽ„ 𐎟 πŽŠπŽπŽ€πŽ•πŽ
kd . ynaαΉ£n
πŽ‹πŽ„ 𐎟 πŽŠπŽπŽ€πŽ•πŽ
80
KTU 1.1
IV
24
KTU 1.1 IV 24
grΕ‘nn . l k[si . mlkh . l] [nαΈ«t . l] [kαΈ₯αΉ―]
πŽ‚πŽ—πŽŒπŽπŽ 𐎟 𐎍 πŽ‹[πŽ’πŽ› 𐎟 πŽŽπŽπŽ‹πŽ… 𐎟 𐎍] [πŽπŽƒπŽš 𐎟 𐎍] [πŽ‹πŽˆπŽ˜]
grΕ‘nn . l <span class="uncertain">k</span><span class="bracket">[</span><span class="uncertain">si</span> . <span class="uncertain">mlkh</span> . <span class="uncertain">l</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">nαΈ«t</span> . <span class="uncertain">l</span><span class=...
πŽ‚πŽ—πŽŒπŽπŽ 𐎟 𐎍 <span class="uncertain">πŽ‹</span><span class="bracket">[</span><span class="uncertain">πŽ’πŽ›</span> 𐎟 <span class="uncertain">πŽŽπŽπŽ‹πŽ…</span> 𐎟 <span class="uncertain">𐎍</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽπŽƒπŽš</span> 𐎟 <span class="uncertain"...
81
KTU 1.1
IV
25
KTU 1.1 IV 25
drkth . Ε‘αΉ£[αΉ£]
πŽ„πŽ—πŽ‹πŽšπŽ… 𐎟 πŽŒπŽ•[πŽ•]
drkth . Ε‘<span class="uncertain">αΉ£</span><span class="bracket">[</span><span class="uncertain">αΉ£</span><span class="bracket">]</span>
πŽ„πŽ—πŽ‹πŽšπŽ… 𐎟 𐎌<span class="uncertain">πŽ•</span><span class="bracket">[</span><span class="uncertain">πŽ•</span><span class="bracket">]</span>
82
KTU 1.1
IV
26
KTU 1.1 IV 26
w hm . ap . l
πŽ† πŽ…πŽŽ 𐎟 πŽ€πŽ” 𐎟 𐎍
w hm . ap . l
πŽ† πŽ…πŽŽ 𐎟 πŽ€πŽ” 𐎟 𐎍
83
KTU 1.1
IV
27
KTU 1.1 IV 27
ymαΈ«αΉ£k . kx
πŽŠπŽŽπŽƒπŽ•πŽ‹ 𐎟 πŽ‹x
ymαΈ«αΉ£k . k<span class="uncertain">x</span>
πŽŠπŽŽπŽƒπŽ•πŽ‹ 𐎟 πŽ‹<span class="uncertain">x</span>
84
KTU 1.1
IV
28
KTU 1.1 IV 28
il . dbαΈ₯ .
πŽ›πŽ 𐎟 πŽ„πŽπŽˆ 𐎟
il . dbαΈ₯ .
πŽ›πŽ 𐎟 πŽ„πŽπŽˆ 𐎟
85
KTU 1.1
IV
29
KTU 1.1 IV 29
pΚΏr . bn[h]
πŽ”πŽ“πŽ— 𐎟 𐎁𐎐[πŽ…]
pΚΏr . b<span class="uncertain">n</span><span class="bracket">[</span><span class="uncertain">h</span><span class="bracket">]</span>
πŽ”πŽ“πŽ— 𐎟 𐎁<span class="uncertain">𐎐</span><span class="bracket">[</span><span class="uncertain">πŽ…</span><span class="bracket">]</span>
86
KTU 1.1
IV
30
KTU 1.1 IV 30
αΉ­bαΈ« . alpm[ . ap . αΉ£in . Ε‘ql]
πŽ‰πŽπŽƒ 𐎟 πŽ€πŽπŽ”πŽŽ[ 𐎟 πŽ€πŽ” 𐎟 πŽ•πŽ›πŽ 𐎟 πŽŒπŽ–πŽ]
αΉ­bαΈ« . alp<span class="uncertain">m</span><span class="bracket">[</span> . <span class="uncertain">ap</span> . <span class="uncertain">αΉ£in</span> . <span class="uncertain">Ε‘ql</span><span class="bracket">]</span>
πŽ‰πŽπŽƒ 𐎟 πŽ€πŽπŽ”<span class="uncertain">𐎎</span><span class="bracket">[</span> 𐎟 <span class="uncertain">πŽ€πŽ”</span> 𐎟 <span class="uncertain">πŽ•πŽ›πŽ</span> 𐎟 <span class="uncertain">πŽŒπŽ–πŽ</span><span class="bracket">]</span>
87
KTU 1.1
IV
31
KTU 1.1 IV 31
αΉ―rm . w m[ri . ilm . ΚΏglm . dt . Ε‘nt]
πŽ˜πŽ—πŽŽ 𐎟 πŽ† 𐎎[πŽ—πŽ› 𐎟 πŽ›πŽπŽŽ 𐎟 πŽ“πŽ‚πŽπŽŽ 𐎟 πŽ„πŽš 𐎟 𐎌𐎐𐎚]
αΉ―rm . w <span class="uncertain">m</span><span class="bracket">[</span><span class="uncertain">ri</span> . <span class="uncertain">ilm</span> . <span class="uncertain">ΚΏglm</span> . <span class="uncertain">dt</span> . <span class="uncertain">Ε‘nt</span><span class="bracket">]</span>
πŽ˜πŽ—πŽŽ 𐎟 πŽ† <span class="uncertain">𐎎</span><span class="bracket">[</span><span class="uncertain">πŽ—πŽ›</span> 𐎟 <span class="uncertain">πŽ›πŽπŽŽ</span> 𐎟 <span class="uncertain">πŽ“πŽ‚πŽπŽŽ</span> 𐎟 <span class="uncertain">πŽ„πŽš</span> 𐎟 <span class="uncertain">𐎌𐎐𐎚</span><span class="bracket">]</span>
88
KTU 1.1
IV
32
KTU 1.1 IV 32
imr . q[mαΉ£ . llim]
πŽ›πŽŽπŽ— 𐎟 πŽ–[πŽŽπŽ• 𐎟 πŽπŽπŽ›πŽŽ]
<span class="uncertain">imr</span> . <span class="uncertain">q</span><span class="bracket">[</span><span class="uncertain">mαΉ£</span> . <span class="uncertain">llim</span><span class="bracket">]</span>
<span class="uncertain">πŽ›πŽŽπŽ—</span> 𐎟 <span class="uncertain">πŽ–</span><span class="bracket">[</span><span class="uncertain">πŽŽπŽ•</span> 𐎟 <span class="uncertain">πŽπŽπŽ›πŽŽ</span><span class="bracket">]</span>
89
KTU 1.1
V
1
KTU 1.1 V 1
xb
x𐎁
<span class="uncertain">x</span>b
<span class="uncertain">x</span>𐎁
90
KTU 1.1
V
2
KTU 1.1 V 2
[w] [ym . y]mm
[πŽ†] [𐎊𐎎 𐎟 𐎊]𐎎𐎎
<span class="bracket">[</span><span class="uncertain">w</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">ym</span> . <span class="uncertain">y</span><span class="bracket">]</span><span class="uncertain">m</span>m
<span class="bracket">[</span><span class="uncertain">πŽ†</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">𐎊𐎎</span> 𐎟 <span class="uncertain">𐎊</span><span class="bracket">]</span><span class="uncertain">𐎎</span>𐎎
91
KTU 1.1
V
3
KTU 1.1 V 3
[yΚΏtqnymΔ‘y . ]npΕ‘
[πŽŠπŽ“πŽšπŽ–πŽπŽŠπŽŽπŽ™πŽŠ 𐎟 ]πŽπŽ”πŽŒ
<span class="bracket">[</span><span class="uncertain">yΚΏtqnymΔ‘y</span> . <span class="bracket">]</span>npΕ‘
<span class="bracket">[</span><span class="uncertain">πŽŠπŽ“πŽšπŽ–πŽπŽŠπŽŽπŽ™πŽŠ</span> 𐎟 <span class="bracket">]</span>πŽπŽ”πŽŒ
92
KTU 1.1
V
4
KTU 1.1 V 4
[h]d . tngαΉ―nh
[πŽ…]πŽ„ 𐎟 πŽšπŽπŽ‚πŽ˜πŽπŽ…
<span class="bracket">[</span><span class="uncertain">h</span><span class="bracket">]</span><span class="uncertain">d</span> . tngαΉ―nh
<span class="bracket">[</span><span class="uncertain">πŽ…</span><span class="bracket">]</span><span class="uncertain">πŽ„</span> 𐎟 πŽšπŽπŽ‚πŽ˜πŽπŽ…
93
KTU 1.1
V
5
KTU 1.1 V 5
. b αΉ£pn
𐎟 𐎁 πŽ•πŽ”πŽ
. b αΉ£pn
𐎟 𐎁 πŽ•πŽ”πŽ
94
KTU 1.1
V
6
KTU 1.1 V 6
x . nΕ‘b . b ΚΏn
x 𐎟 𐎐𐎌𐎁 𐎟 𐎁 πŽ“πŽ
<span class="uncertain">x</span> . nΕ‘b . b ΚΏn
<span class="uncertain">x</span> 𐎟 𐎐𐎌𐎁 𐎟 𐎁 πŽ“πŽ
95
KTU 1.1
V
7
KTU 1.1 V 7
xx . km yΚΏn
xx 𐎟 πŽ‹πŽŽ πŽŠπŽ“πŽ
<span class="uncertain">xx</span> . km yΚΏn
<span class="uncertain">xx</span> 𐎟 πŽ‹πŽŽ πŽŠπŽ“πŽ
96
KTU 1.1
V
8
KTU 1.1 V 8
[ydΚΏ . l] ydΚΏt
[πŽŠπŽ„πŽ“ 𐎟 𐎍] πŽŠπŽ„πŽ“πŽš
<span class="bracket">[</span><span class="uncertain">ydΚΏ</span> . <span class="uncertain">l</span><span class="bracket">]</span> ydΚΏt
<span class="bracket">[</span><span class="uncertain">πŽŠπŽ„πŽ“</span> 𐎟 <span class="uncertain">𐎍</span><span class="bracket">]</span> πŽŠπŽ„πŽ“πŽš
97
KTU 1.1
V
9
KTU 1.1 V 9
k tasrn
πŽ‹ πŽšπŽ€πŽ’πŽ—πŽ
<span class="uncertain">k</span> <span class="uncertain">t</span>asrn
<span class="uncertain">πŽ‹</span> <span class="uncertain">𐎚</span>πŽ€πŽ’πŽ—πŽ
98
KTU 1.1
V
10
KTU 1.1 V 10
[αΉ―r] [il]k trks
[πŽ˜πŽ—] [πŽ›πŽ]πŽ‹ πŽšπŽ—πŽ‹πŽ’
<span class="bracket">[</span><span class="uncertain">αΉ―r</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">il</span><span class="bracket">]</span><span class="uncertain">k</span> trks
<span class="bracket">[</span><span class="uncertain">πŽ˜πŽ—</span><span class="bracket">]</span> <span class="bracket">[</span><span class="uncertain">πŽ›πŽ</span><span class="bracket">]</span><span class="uncertain">πŽ‹</span> πŽšπŽ—πŽ‹πŽ’
99
KTU 1.1
V
11
KTU 1.1 V 11
x . abnm . upqt
x 𐎟 πŽ€πŽπŽπŽŽ 𐎟 πŽœπŽ”πŽ–πŽš
<span class="uncertain">x</span> . abnm . upqt
<span class="uncertain">x</span> 𐎟 πŽ€πŽπŽπŽŽ 𐎟 πŽœπŽ”πŽ–πŽš
End of preview. Expand in Data Studio

Copenhagen Ugaritic Corpus

A line-by-line corpus of Ugaritic alphabetic-cuneiform texts (Ras Shamra), keyed to the KTU numbering (Die keilalphabetischen Texte aus Ugarit). Each row is one text line, given in both Latin transliteration and Ugaritic cuneiform, with markup distinguishing restored/damaged and uncertain readings.

  • 279 tablets, 7,616 lines.
  • Built from Copenhagen Ugaritic Corpus v0.2.7 Text-Fabric data.
  • Source project: DT-UCPH/cuc

Usage

from datasets import load_dataset

ds = load_dataset("AlexWalhai/cuc", split="train")
print(ds[0]["text"])           # transliteration
print(ds[0]["ugaritic_text"])  # cuneiform

# all lines of one tablet, in order
ktu_1_1 = ds.filter(lambda r: r["tablet"] == "KTU 1.1")

Columns

column type description
row_id int64 globally unique row index
tablet string KTU tablet id, e.g. KTU 1.1
column string column reference (Roman numeral), e.g. II
line int64 line number within the column
ref string full reference, e.g. KTU 1.1 II 1
text string Latin transliteration
ugaritic_text string Ugaritic cuneiform (Unicode)
text_html string transliteration with bracket/uncertainty markup
ugaritic_text_html string cuneiform with bracket/uncertainty markup

The HTML variants wrap restorations in <span class="bracket"> and uncertain sign readings in <span class="uncertain"> for rendered display.

Build

build_parquet.py builds data/cuc.parquet directly from the upstream CUC Text-Fabric data (release v0.2.7) β€” no intermediate files. Text-Fabric fetches the corpus to ~/text-fabric-data/github/DT-UCPH/cuc/tf/:

python build_parquet.py            # uses ~/text-fabric-data/.../tf/0.2.7
python build_parquet.py /path/to/cuc/tf/0.2.7   # or an explicit TF data dir

License

MIT. Underlying KTU references follow Dietrich, Loretz & SanmartΓ­n, The Cuneiform Alphabetic Texts from Ugarit (KTUΒ³).

Downloads last month
34