Asebter amenzawi : Tameẓla gar ileqman

Seg Tasanayt s tmaziɣt imunen
Neggez ar: ẓer isebtar, anadi
Ajerriḍ 1: Ajerriḍ 1:
Tamɣunt 1ut n Mobilis: Asettef n yimsiswiyen igerrzen
 
 
 
Tamɣunt 1ut n Mobilis: Asettef n yimsiswiyen igerrzen
 
Tamɣunt 1ut n Mobilis: Asettef n yimsiswiyen igerrzen
LEZZAYER TAMANEƔT – Kheiredine Merzougui (MC Ldzayer) d Mohamed El Hadi Boulaouidet (Ilemẓiyen Inaddalen n Leqbayel) d nitni ay d imsiswiyen (haddafin) ay d-yefraren deg wass wis 12 n wurar n Temɣunt 1ut n tcirt n uḍar ay d-yellan ussan n lexmis, ljemɛa d ssebt, yerna qerrben-d, deg usettef, ɣer umarir alibi n MC Wehṛan, Mohamed Zaabiya ay yessadfen 7 n yiswan.
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LEZZAYER TAMANEɣT – Kheiredine Merzougui (MC Ldzayer) d Mohamed El Hadi Boulaouidet (Ilemẓiyen Inaddalen n Leqbayel) d nitni ay d imsiswiyen (haddafin) ay d-yefraren deg wass wis 12 n wurar n Temɣunt 1ut n tcirt n uḍar ay d-yellan ussan n lexmis, ljemɛa d ssebt, yerna qerrben-d, deg usettef, ɣer umarir alibi n MC Wehṛan, Mohamed Zaabiya ay yessadfen 7 n yiswan.
 
   
 
   
 
D Merzougui ay yesrebḥen taɣlamt-nnes mi turar mgal MC Wehṛan (1 ɣer 0), ma d Boulaouidet yessadef iswi n tgadda (taɛadul) mi turar teɣlamt-nnes mgal RC Laṛebɛa (1 ɣer 1). Yal yiwen seg yimariren-a yessadef 6 n yiswan, yerna atni deg umkan wis sin ɣer yidis n Benyettou (ES Sḍif) d Djallit (JS Ṣawra).
 
D Merzougui ay yesrebḥen taɣlamt-nnes mi turar mgal MC Wehṛan (1 ɣer 0), ma d Boulaouidet yessadef iswi n tgadda (taɛadul) mi turar teɣlamt-nnes mgal RC Laṛebɛa (1 ɣer 1). Yal yiwen seg yimariren-a yessadef 6 n yiswan, yerna atni deg umkan wis sin ɣer yidis n Benyettou (ES Sḍif) d Djallit (JS Ṣawra).

Tasiwelt n wass 15:32, 23 Wamber 2015

ⵜⴰⵎⵖⵓⵏⵜ 1ⵓⵜ ⵏ ⵎⵧⴱⵉⵍⵉⵙ: ⴰⵙⴻⵜⵜⴻⴼ ⵏ ⵢⵉⵎⵙⵉⵙⵡⵉⵢⴻⵏ ⵉⴳⴻⵔⵔⵣⴻⵏ ⵍⴻⵣⵣⴰⵢⴻⵔ ⵜⴰⵎⴰⵏⴻⵖⵜ – ⴽⵀⴻⵉⵔⴻⴷⵉⵏⴻ ⵎⴻⵔⵣⵧⵓⴳⵓⵉ (ⵎⵛ ⵍⴷⵣⴰⵢⴻⵔ) ⴷ ⵎⵧⵀⴰⵎⴻⴷ ⴻⵍ ⵀⴰⴷⵉ ⴱⵧⵓⵍⴰⵧⵓⵉⴷⴻⵜ (ⵉⵍⴻⵎⵥⵉⵢⴻⵏ ⵉⵏⴰⴷⴷⴰⵍⴻⵏ ⵏ ⵍⴻⵇⴱⴰⵢⴻⵍ) ⴷ ⵏⵉⵜⵏⵉ ⴰⵢ ⴷ ⵉⵎⵙⵉⵙⵡⵉⵢⴻⵏ (ⵀⴰⴷⴷⴰⴼⵉⵏ) ⴰⵢ ⴷ-ⵢⴻⴼⵔⴰⵔⴻⵏ ⴷⴻⴳ ⵡⴰⵙⵙ ⵡⵉⵙ 12 ⵏ ⵡⵓⵔⴰⵔ ⵏ ⵜⴻⵎⵖⵓⵏⵜ 1ⵓⵜ ⵏ ⵜⵛⵉⵔⵜ ⵏ ⵓⴹⴰⵔ ⴰⵢ ⴷ-ⵢⴻⵍⵍⴰⵏ ⵓⵙⵙⴰⵏ ⵏ ⵍⴻⵅⵎⵉⵙ, ⵍⵊⴻⵎⵄⴰ ⴷ ⵙⵙⴻⴱⵜ, ⵢⴻⵔⵏⴰ ⵇⴻⵔⵔⴱⴻⵏ-ⴷ, ⴷⴻⴳ ⵓⵙⴻⵜⵜⴻⴼ, ⵖⴻⵔ ⵓⵎⴰⵔⵉⵔ ⴰⵍⵉⴱⵉ ⵏ ⵎⵛ ⵡⴻⵀⵕⴰⵏ, ⵎⵧⵀⴰⵎⴻⴷ ⵣⴰⴰⴱⵉⵢⴰ ⴰⵢ ⵢⴻⵙⵙⴰⴷⴼⴻⵏ 7 ⵏ ⵢⵉⵙⵡⴰⵏ.

ⴷ ⵎⴻⵔⵣⵧⵓⴳⵓⵉ ⴰⵢ ⵢⴻⵙⵔⴻⴱⵃⴻⵏ ⵜⴰⵖⵍⴰⵎⵜ-ⵏⵏⴻⵙ ⵎⵉ ⵜⵓⵔⴰⵔ ⵎⴳⴰⵍ ⵎⵛ ⵡⴻⵀⵕⴰⵏ (1 ⵖⴻⵔ 0), ⵎⴰ ⴷ ⴱⵧⵓⵍⴰⵧⵓⵉⴷⴻⵜ ⵢⴻⵙⵙⴰⴷⴻⴼ ⵉⵙⵡⵉ ⵏ ⵜⴳⴰⴷⴷⴰ (ⵜⴰⵄⴰⴷⵓⵍ) ⵎⵉ ⵜⵓⵔⴰⵔ ⵜⴻⵖⵍⴰⵎⵜ-ⵏⵏⴻⵙ ⵎⴳⴰⵍ ⵔⵛ ⵍⴰⵕⴻⴱⵄⴰ (1 ⵖⴻⵔ 1). ⵢⴰⵍ ⵢⵉⵡⴻⵏ ⵙⴻⴳ ⵢⵉⵎⴰⵔⵉⵔⴻⵏ-ⴰ ⵢⴻⵙⵙⴰⴷⴻⴼ 6 ⵏ ⵢⵉⵙⵡⴰⵏ, ⵢⴻⵔⵏⴰ ⴰⵜⵏⵉ ⴷⴻⴳ ⵓⵎⴽⴰⵏ ⵡⵉⵙ ⵙⵉⵏ ⵖⴻⵔ ⵢⵉⴷⵉⵙ ⵏ ⴱⴻⵏⵢⴻⵜⵜⵧⵓ (ⴻⵙ ⵙⴹⵉⴼ) ⴷ ⴷⵊⴰⵍⵍⵉⵜ (ⵊⵙ ⵚⴰⵡⵔⴰ).

ⵉⵎⵙⵉⵙⵡⵉ ⵉⵎⵅⴻⵢⵢⴻⵔ ⵏ ⵜⵙⴻⵎⵀⵓⵢⵜ (ⵎⴰⵡⵙⵉⵎ) ⵢⴻⵣⵔⵉⵏ ⴷ ⵡⴰⵍⵉⴷ ⴷⴻⵔⵔⴰⵔⴷⵊⴰ (17 ⵏ ⵢⵉⵙⵡⴰⵏ) ⴰⵢ ⵢⴻⵍⵍⴰⵏ ⵉⵍⵉⵏⴷⵉ ⴷⴻⴳ ⵎⵛ ⵍⵄⴻⵍⵎⴰ. ⴰⵎⴰⵔⵉⵔ-ⴰ ⴰⵢ ⵍⴰ ⵢⴻⵜⵜⵓⵔⴰⵔⴻⵏ, ⴷⴻⴳ ⵜⵙⴻⵎⵀⵓⵢⵜ-ⴰ, ⴷⴻⴳ ⵎⵛ ⵍⴷⵣⴰⵢⴻⵔ, ⵡⴻⵔⵄⴰⴷ ⵓⵔ ⵢⴻⵙⵙⴰⴷⴻⴼ, ⵜⴰⵙⵡⵉⵄⵜ-ⴰ, ⵓⵍⴰ ⴷ ⵢⵉⵡⴻⵏ ⵏ ⵢⵉⵙⵡⵉ.


ⴰⵙⴻⵜⵜⴻⴼ :

7 ⵏ ⵢⵉⵙⵡⴰⵏ : ⵣⴰâⴱⵉⵢⴰ (ⵎⵛ ⵡⴻⵀⵕⴰⵏ)

6 ⵏ ⵢⵉⵙⵡⴰⵏ: ⴱⴻⵏⵢⴻⵜⵜⵧⵓ (ⴻⵙ ⵙⴹⵉⴼ), ⴷⵊⴰⵍⵍⵉⵜ (ⵊⵙ ⵚⴰⵡⵔⴰ), ⵎⴻⵔⵣⵧⵓⴳⵓⵉ (ⵎⵛ ⵍⴷⵣⴰⵢⴻⵔ) ⴷ ⴱⵧⵓⵍⴰⵧⵓⵉⴷⴻⵜ (ⵉⵍⴻⵎⵥⵉⵢⴻⵏ ⵉⵏⴰⴷⴷⴰⵍⴻⵏ ⵏ ⵍⴻⵇⴱⴰⵢⴻⵍ).


5 ⵏ ⵢⵉⵙⵡⴰⵏ: ⴷⵉⴰⵡⴰⵔⴰ (ⵉⵍⴻⵎⵥⵉⵢⴻⵏ ⵉⵏⴰⴷⴷⴰⵍⴻⵏ ⵏ ⵍⴻⵇⴱⴰⵢⴻⵍ), ⵎⵧⵓⵙⵙⵉ (ⵎⵛ ⵡⴻⵀⵕⴰⵏ), ⴱⵧⵓⴳⵓⴻⵛⵀⴻ (ⵓⵙⵎ ⵍⵃⴻⵕⵕⴰⵛ), ⴳⵀⵉⵙⵍⴰⵉⵏ (ⵔⵛ ⵍⴰⵕⴻⴱⵄⴰ).