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Displaying names 4801–4850 out of 7906

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ḥtp-r-ꜣw
both
2
 
 
I, 258.22
 
ḥtp-rꜥ
 
 
 
 
 
 
ḥtp-rs.w
 
1
 
 
 
 
ḥtp-ḥw.t-ḥr
both
43
before Amenhotep II
 
I, 258.23
Hathor is satisfied
ḥtp-ḥr
m
6
11th - 12th Dyn.
 
II, 308.31
Horus is satisfied
ḥtp-ḥr.j-š⸗f
m
2
 
 
 
Harsaphes is satisfied
ḥtp-ḥq.t
f
3
 
 
I, 259.4; I, 255.29
Heqet is satisfied
ḥtp-ḫns.w
m
3
 
 
I, 259.5
Khonsu is satisfied
ḥtp-ḫnt.j-ẖt.jj
f
1
 
 
I, 259.6
Khentykhety is satisfied
ḥtp-ẖnm.w
m
2
 
 
I, 426.27
Khnum is satisfied
ḥtp-sw-mnw
m
1
 
 
 
 
ḥtp-sbk
both
11
late 12th Dyn. - Neferhotep I
 
I, 259.12
Sobek is satisfied
ḥtp-spd.w
 
 
 
 
 
 
ḥtp-sn.wj
m
1
 
 
I, 259.13
my both comrades are satisfied
ḥtp-sn.t
f
1
 
 
I, 259.14
(my) female comrade is satisfied
ḥtp-snfrw
 
 
 
 
 
 
ḥtp-sḫ.t
both
2
 
 
I, 259.15
Sekhet is satisfied
ḥtp-sḫm.t
both
9
12th to early 13th Dyn. up to Neferhotep I
NUELE
I, 259.16; I, 319.17
Sekhmet is satisfied
ḥtp-skr
 
 
 
 
 
 
ḥtp-sṯj.t
both
20
12th - 17th Dyn.
 
I, 259.17
Satet is satisfied
ḥtp-šsm.w
 
 
 
 
 
 
ḥtp-qꜣ
m
1
 
 
 
 
ḥtp-kꜣ
both
2
 
 
I, 259.19
(my) ka is satisfied
ḥtp-kꜣ-rꜥ
m
1
 
 
I, 259.20
 
ḥtp-knmt.j
m
1
 
 
II, 334.28
Kenemti is satisfied
ḥtp-ṯw
f
1
 
 
 
 
ḥtp-ḏḥw.tj
m
1
 
 
 
Thoth is satisfied
ḥtp-ḏd.t
f
2
 
 
I, 260.2
 
ḥtp⸗f-n⸗j
m
1
 
 
I, 205.2
he is satisfied for me
ḥtp⸗s
f
3
 
 
I, 259.10
 
ḥtp.jj
both
97
before Amenhotep II
 
I, 260.7; I, 260.3; I, 260.5; II, 309.2
 
ḥtp.jj.w
both
6
FIP - Neferhotep I
 
II, 309.2
 
ḥtp.w
both
25
Uncertain, including New Kingdom
 
I, 260.8; I, 260.9
 
ḥtp.w-wp-wꜣ.w.t
f
1
 
 
I, 260.21
 
ḥtp.w.t
both
6
early to mid-12th Dyn.
 
I, 260.12; I, 260.19
 
ḥtp.w.t-m.t (?)
f
1
 
 
 
 
ḥtp.wj
both
44
12th - 17th Dyn.
 
I, 260.10; I, 260.11
how satisfied!
ḥtp.wtt
m
1
 
 
 
 
ḥtp.t
both
106
Middle Kingdom
 
I, 260.13; I, 260.15; I, 260.14; II, 289.25
satisfied (fem.)
ḥtp.t-pw
m
1
 
 
 
 
ḥtp.t-n⸗j
f
1
 
 
I, 259.22
 
ḥtp.t-n.t-sḫ.t
f
1
 
 
 
 
ḥtp.t-ḥr
m
1
 
 
 
 
ḥtp.t-sbk
f
1
 
 
I, 305.11
 
ḥtp.tj
f
22
12th - 18th Dyn. before Amenhotep IV
 
I, 260.17; I, 260.16
she is satisfied
ḥtp.tj-ḥm.t
f
1
 
 
 
 
ḥtp.tjw
f
1
 
 
I, 260.18
 
ḥtp.tw
 
 
 
 
I, 260.19
 
ḥtp(j)-ꜥnḫ
both
5
12th Dyn.
 
I, 258.2
Hotepi is alive
ḥtr
m
2
 
 
I, 260.22
 

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