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Wolof KYG (Kàddug Yàlla gi)
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Genesis 9
Genesis 9
Wolof KYG (Kàddug Yàlla gi)
← Chapter 8
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Chapter 1
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Chapter 6
Chapter 7
Chapter 8
Chapter 9
Chapter 10
Chapter 11
Chapter 12
Chapter 13
Chapter 14
Chapter 15
Chapter 16
Chapter 17
Chapter 18
Chapter 19
Chapter 20
Chapter 21
Chapter 22
Chapter 23
Chapter 24
Chapter 25
Chapter 26
Chapter 27
Chapter 28
Chapter 29
Chapter 30
Chapter 31
Chapter 32
Chapter 33
Chapter 34
Chapter 35
Chapter 36
Chapter 37
Chapter 38
Chapter 39
Chapter 40
Chapter 41
Chapter 42
Chapter 43
Chapter 44
Chapter 45
Chapter 46
Chapter 47
Chapter 48
Chapter 49
Chapter 50
Chapter 10 →
1
Ci kaw loolu Yàlla barkeel Nóoyin aki doomam ne leen: «Giirleen te bare, ba fees àddina.
2
Mboolem rabi àll yi ak njanaawi asamaan ak ndëgmeent yi ci suuf, ak jëni géej yépp, dinañu leen ragal lool. Teg naa leen ci seeni loxo.
3
Man ngeena dunde boroom bakkan yooyu yépp. Jagleel naa leen bindeef yooyu yépp, ni ma leen jagleele woon gàncax.
4
«Waaye buleen lekk yàpp wu ànd ak deret, ndaxte dund a ngi ci deret.
5
Seen dundu nit itam, mu ngi ci seen deret, kon kat, képp ku tuur seen deret dinaa ko ko topp. Te it mala mu ci rey nit dinaa ko ko topp, ni may toppe nit. Dinaa topp ku nekk deretu moroomam.
6
Ku tuur deretu nit, na nit tuur deretam, ngir melokaanu boppam la Yàlla sàkke nit.
7
Yeen nag, giirleen te bare, fulandiwu ci kaw suuf te fees ko.»
8
Yàlla nag wax Nóoyin ak doomam, yi mu àndal, ne leen:
9
«Bés niki tey fasal naa sama bopp kóllëre sama diggante ak yeen ak seen askan,
10
fas ko it sama diggante ak mboolem mbindeef mu ngeen àndal, muy picc akug jur mbaa rabi àll— lépp daal lu génnandoo ak yeen ci gaal gi, di lépp luy dund ci kaw suuf.
11
Ni may faseek yeen kóllëre nii la: Deesatul boole bindeef yépp, faat ci mbënn mukk. Du menn mbënn mu deeti faagaagal àddina.»
12
Yàlla neeti: «Kóllëre gi may fas ak yeen ak mboolem mbindeef mu ànd ak yeen, day sax ba fàww te liy màndargaam mooy lii:
13
def naa sama xon ci niir yi, muy màndargaal kóllëre, gi dox sama diggante ak àddina.
14
«Saa su ma dajalee niir yi ci jaww ji, ba xon gi feeñ ci niir yi,
15
damay daldi xalaataat kóllëre, gi ma fas sama digganteek yeen ak mboolem xeeti bindeef, su ko defee ndox dootu sabab mbënn muy faagaagal lépp luy dund.
16
Xon gi day nekk ci biir niir yi, ma di ko gis, di xalaat kóllëre, gi ma fas fàww, sama diggante, man Yàlla, ak mboolem xeetu mbindeef mu nekk ci kaw suuf.»
17
Ci kaw loolu Yàlla ne Nóoyin: «Loolu mooy màndargaal sama kóllëre, gi ma fas ak mboolem mbindeef mu nekk ci kaw suuf.»
18
Doomi Nóoyin yu góor, yi génne ci gaal gi, ñooy: Sem, Xam ak Yafet; Xam mooy baayu Kanaan.
19
Ñooñu ñooy ñetti doomi Nóoyin yu góor, te ci ñoom la àddina sépp soqikoo.
20
Nóoyin ab beykat la woon. Mu nekk nag ci njëmbatum reseñ.
21
Mu am bés mu naan biiñ, ba màndi, tëdd ci xaymaam, daldi sàgganu.
22
Ba loolu amee Xam, baayu Kanaan, gis céri baayam, génn waxi ko Sem ak Yafet ca biti.
23
Sem ak Yafet ànd, jël malaan, teg ko ci seeni mbagg, doxe gannaaw ba agsi, doora sàng seen céri baay. Dañoo dummóoyu, ba gisuñu seen céri baay.
24
Màndite ma giif, Nóoyin yewwu, daldi yég ni xale bi def ak moom.
25
Ba mu ko defee mu ne: «Yal na Kanaan torox, bay jaamu jaami doomi ndeyam.»
26
Mu dellu ne: «Cant ñeel na Aji Sax ji, Yàllay Sem, yal na Kanaan dib jaamam.
27
Yal na Yàlla lawal askanu Yafet, dëël ko ci xaymay Sem, te Kanaan di seen jaam.»
28
Gannaaw ba mbënn ma wéyee, Nóoyin dundaat na ñetti téeméeri at ak juróom fukk (350).
29
Nóoyin dund na juróom ñeenti téeméeri at ak juróom fukk (950), doora faatu.
← Chapter 8
Jump to:
Chapter 1
Chapter 2
Chapter 3
Chapter 4
Chapter 5
Chapter 6
Chapter 7
Chapter 8
Chapter 9
Chapter 10
Chapter 11
Chapter 12
Chapter 13
Chapter 14
Chapter 15
Chapter 16
Chapter 17
Chapter 18
Chapter 19
Chapter 20
Chapter 21
Chapter 22
Chapter 23
Chapter 24
Chapter 25
Chapter 26
Chapter 27
Chapter 28
Chapter 29
Chapter 30
Chapter 31
Chapter 32
Chapter 33
Chapter 34
Chapter 35
Chapter 36
Chapter 37
Chapter 38
Chapter 39
Chapter 40
Chapter 41
Chapter 42
Chapter 43
Chapter 44
Chapter 45
Chapter 46
Chapter 47
Chapter 48
Chapter 49
Chapter 50
Chapter 10 →
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