Aa I/1 (har-ra-nu, kar-mu, al-ka-ka-tum, $ip-ku, $ip-ki-tum, $i-tu-lum, g'it-ma-lum, $u-ha-at-tum, a-ru-u $'a N'IG.KAS9, mi-nu-tum, a-di, $e-e-du, 'u-tuk-ku, ra-bi-tsu, a-[l]a-ku, ma-ha-[ts]u, ra-ha-ts[u] )

CT 11, 28 i (MSL 14, 519) (a-lak-[tum])

a-r'a [a]-`ra' A.DU $e-du-'u, ra-bi-zu, a-tsu-tum, har-ra-nu, a-di<>, 'u-ru

Diri III Ugarit

[a]-r'a MIN/a-ru-['u] $'a n'ik-[kas-si]

Antagal VIII 93

a-r'a-AN-[x] = [...]

Kagal A 94

a-r'a-du11-ga

Proto-Kagal 303

Proto-Kagal 304

a-r'a MIN/er-tse-tu

CT 51 58-63 no. 168 iv (group voc.) 65

a-r'a-gar (var. -kar)

Proto-Kagal 301

a-r'a-gi[g-ge] = [...]

Kagal A 92

a-r'a-gub-ba

Proto-Kagal 305

Proto-Kagal Bil. Section B (MSL 13, 84) 22 (a-ra-gu-[bu-um])

a-r'a-hi

Proto-Kagal 302

Proto-Lu 616

Proto-Kagal Bil. Section B (MSL 13, 84) 21 (a-ra-hu-u4-um)

a-r'a-k'ar

Proto-Kagal Bil. Section B (MSL 13, 84) 20 (a-ra-ka-ru-u4-um)

a-r'a-la-r[a-ah] = [...]

Kagal A 93

a-r'a-na-[x] = [...]

Kagal A 84

a-r'a-$u-mu-[x] = [...]

Kagal A 89

Kagal A 90

a-r'a-$u-tag-[ga] = [...]

Kagal A 87

a-r'a-$u-tag0[ga] = [...]

Kagal A 88

a-r'a-$[u-x] = [...]

Kagal A 85

Kagal A 86

a-r'a-[x] = [...]

Kagal A 95

a-r'a-`x'-[x] = [...]

Kagal A 91

a-re-e$-$e3--dib

Ludwig I$me-Dagan (glos.) (comm.)

a-re/ri-ni

Attinger dug4 (glos.)

a ri

Steible FAOS 9/1 124 n2

a-ri

AHw 215 (emum)

AHw 23f (ajj=abum)

Berlin Enmerkar 278

a--ri

Cooper Return 189

a-ri

HSAO 219-221

Oppenheim Eames O 11, 23*

Sollberger TCS 1 (glos.)

a--ri

Volk Balag (glos.)

a-ri

ZA 56, 47

ZA 57, 16f

Antagal N ii (MSL 17, 239) 19' (a-a-bu)

a-ri-a

AHw 1309 (takuru)

AHw 1523 (zi=aqum)

AHw 165 (da$=apum)

AHw 322 (har=abu I)

AHw 324f (harbum I)

AHw 715 (nahlum I)

AHw 729f (nam=u`i$)

AHw 771 (naw^um I)

AHw 923f (q=i$tum)

AHw 952f (ram^um II)

AHw 969 (reh^um)

AHw 983 (rih^utum)

Berlin Enmerkar 278

Falkenstein NSGU (glos.)

HSAO 208, 209 n11, 211

HSAO 208

Proto-Lu 752

R"omer SKIZ 264 n26

Sj"oberg Mondgott 29, 58, 63 n1

Sj"oberg, ZA 65, 167

Tammuz *81:n14

Tammuz page 359 n14

ZA 45, 178

ZA 57, 105 n46

ZA 59, 10

a-ra2	AHw 400 (i$t=e/=in(um))
a-ra2-1-kam	Gr'egoire AAS (glos.)
a-ra2-2-am3	AHw 1241 ($ina II)
a-ra2-2-kam-ma	AHw 1241 ($ina II)
a-ra2-3	Gr'egoire AAS (glos.)
a-ra2 a-DU	Horup Algebra (AoF 17) 67f
a-ra2-aka	ZA 52, 64
a-ra2	AHw 1462f ((w)ar=adum)
a-ra2-bi	AHw 31 (alaktum)
a-ra2-gal	van Dijk SGL II 106
a-ra2-gub-ba	AHw 63 (aragubbu)
a-ra2-gul	AHw 63 (aragullum)
a-ra2-hi	AHw 63 (arah^um)
a-ra2-imin-am3	AHw 1033 (seb^i-$u)
a-ra2-(x)-kam	Gr'egoire AAS (glos.)
a-ra2-kara2	AHw 63 (arakar^um)
a-ra2-mah	van Dijk SGL II 85 and n14
a-ra2 x-kam	Foster Umma 13, 91
a-ra2 zu	Attinger dug4 (glos.)
a-ra2-zu	JCS 31, 151 note 10
	R"omer SKIZ 156
	R"omer SKIZ 68 n267, 69 n292
a-ra2-zu = a-ra-zu	ZA 55, 62
a-ra3 = ME-KU	AHw 1227f ($ibqum I)
[a-rad] arad	S^b Voc. II ([ar]-du)
a-rag^mu$en	AHw 538 (laqlaqqu)
A.RAG^mu$en	AHw 538 (laqlaqqu)
`a'-rag-mu$en MIN/[i-gi-ru-'u]	Hh XVIII 152
a-rat-tu-u MIN/$'a-du-'u	Cavigneaux, Textes Scolaires 1, 113 no. 22 rev. i (= Hh XVII1ff. (?)) 7
a-rat-'u MIN/$'a-du-'u	Cavigneaux, Textes Scolaires 1, 112 no. 214 rev. ii and iii (= Hh XVII1ff. (?)) 8
a-r'a	Proto-Kagal 298
	Proto-Kagal 299
	Proto-Kagal 300
	Antagal C 66 (a-lak-tum)
	Antagal G 115
	Erimhu$ VI 100 (a-l[ak-tum])
	Proto-Kagal Bil. Section B (MSL 13, 84) 15 (a-la-ak-tum)
	Proto-Kagal Bil. Section B (MSL 13, 84) 16 (tte-mu-um)
	Proto-Kagal Bil. Section B (MSL 13, 84) 17 ($u-ha-tum)
	Proto-Kagal Bil. Section B (MSL 13, 84) 18 (ha-ra-nu-um)
	Proto-Kagal Bil. Section B (MSL 13, 84) 19 (a-ru-u4-um)
a-r'a 1 a-r'a 2 a-di 1-tu a-di 2-$u	Ana itti$u IV iv (MSL 1, 64) 28
a-r'a 4/tte-e-mu	SIG7.ALAN III (= A) 177
a-r'a [...] [A.DU]	Diri Bogh. Section 6.2 (tte4-e-mu, me-el-a-ku, mil-ku, $a-ha-a-du, a-ra-a-du, me-ta-a$-$u-ru, a-di)
a-r'a A.DU	OB Diri Nippur (tte-mu-um, a-la-ak-tum, a-ru-ru-'u-um)
a-r'a [a-ra] [A.DU]	Aa I/1 (har-ra-nu, kar-mu, al-ka-ka-tum, $ip-ku, $ip-ki-tum, $i-tu-lum, g'it-ma-lum, $u-ha-at-tum, a-ru-u $'a N'IG.KAS9, mi-nu-tum, a-di, $e-e-du, 'u-tuk-ku, ra-bi-tsu, a-[l]a-ku, ma-ha-[ts]u, ra-ha-ts[u] )
	CT 11, 28 i (MSL 14, 519) (a-lak-[tum])
a-r'a [a]-`ra' A.DU $e-du-'u, ra-bi-zu, a-tsu-tum, har-ra-nu, a-di<>, 'u-ru	Diri III Ugarit
[a]-r'a MIN/a-ru-['u] $'a n'ik-[kas-si]	Antagal VIII 93
a-r'a-AN-[x] = [...]	Kagal A 94
a-r'a-du11-ga	Proto-Kagal 303
	Proto-Kagal 304
a-r'a MIN/er-tse-tu	CT 51 58-63 no. 168 iv (group voc.) 65
a-r'a-gar (var. -kar)	Proto-Kagal 301
a-r'a-gi[g-ge] = [...]	Kagal A 92
a-r'a-gub-ba	Proto-Kagal 305
	Proto-Kagal Bil. Section B (MSL 13, 84) 22 (a-ra-gu-[bu-um])
a-r'a-hi	Proto-Kagal 302
	Proto-Lu 616
	Proto-Kagal Bil. Section B (MSL 13, 84) 21 (a-ra-hu-u4-um)
a-r'a-k'ar	Proto-Kagal Bil. Section B (MSL 13, 84) 20 (a-ra-ka-ru-u4-um)
a-r'a-la-r[a-ah] = [...]	Kagal A 93
a-r'a-na-[x] = [...]	Kagal A 84
a-r'a-$u-mu-[x] = [...]	Kagal A 89
	Kagal A 90
a-r'a-$u-tag-[ga] = [...]	Kagal A 87
a-r'a-$u-tag0[ga] = [...]	Kagal A 88
a-r'a-$[u-x] = [...]	Kagal A 85
	Kagal A 86
a-r'a-[x] = [...]	Kagal A 95
a-r'a-`x'-[x] = [...]	Kagal A 91
a-re-e$-$e3--dib	Ludwig I$me-Dagan (glos.) (comm.)
a-re/ri-ni	Attinger dug4 (glos.)
a ri	Steible FAOS 9/1 124 n2
a-ri	AHw 215 (emum)
	AHw 23f (ajj=abum)
	Berlin Enmerkar 278
a--ri	Cooper Return 189
a-ri	HSAO 219-221
	Oppenheim Eames O 11, 23*
	Sollberger TCS 1 (glos.)
a--ri	Volk Balag (glos.)
a-ri	ZA 56, 47
	ZA 57, 16f
	Antagal N ii (MSL 17, 239) 19' (a-a-bu)
a-ri-a	AHw 1309 (takuru)
	AHw 1523 (zi=aqum)
	AHw 165 (da$=apum)
	AHw 322 (har=abu I)
	AHw 324f (harbum I)
	AHw 715 (nahlum I)
	AHw 729f (nam=u`i$)
	AHw 771 (naw^um I)
	AHw 923f (q=i$tum)
	AHw 952f (ram^um II)
	AHw 969 (reh^um)
	AHw 983 (rih^utum)
	Berlin Enmerkar 278
	Falkenstein NSGU (glos.)
	HSAO 208, 209 n11, 211
	HSAO 208
	Proto-Lu 752
	R"omer SKIZ 264 n26
	Sj"oberg Mondgott 29, 58, 63 n1
	Sj"oberg, ZA 65, 167
	Tammuz *81:n14
	Tammuz page 359 n14
	ZA 45, 178
	ZA 57, 105 n46
	ZA 59, 10