Asebter amenzawi : Tameẓla gar ileqman
Ajerriḍ 1: | Ajerriḍ 1: | ||
− | + | Urrig (lgaz) : Lezzayer tefka azal i umenzay n beḍḍu n yimihiten gar unfaras akked umsuder (Khebri) | |
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− | + | LEZZAYER - Lezzayer tezga teṭṭef deg umenzay n beḍḍu n yimihiten gar unfaras akked umsuder, akken ad tili tneflit tummidt n temguri n wurrig (lgaz) akked umenzay n umtawi n uzal-is akked win n upiṭrul deg wayen yerzan imtawayen ɣezzifen deg ukud, i d-yenna uneɣlaf n Teẓwer, Salah Khebri. | |
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− | + | ‘’Anfaras akked umsuder (n wurrig) yessefk fell-asen ad kemlen deg beḍḍu n umihi i zemren ad yili akked ugzay akken ad tili tneflit tummidt n temguri’’, i d-yenna Mass Khebri deg yinaw-is deg temlilit tis 5 n Tiddukla tazzayrit n temguri n wurrig (AIG), i d-yeḍran ass n ttlata akked larebɛa deg tmaneɣt, s tilin n yigensasen n teṛmisin tiɣelnawin akked tbeṛṛaniyin yettmahalen deg uḥric-a akked yimazzagen. | |
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− | + | I lmed n waya, yemmeslay-d daɣ ɣef uzal yudren yellan tura deg wulzuz agraɣlan n upiṭrul ‘’ur yessefk ara ad aɣ-yessekcem ccek deg wayen yerzan aṣlaḥ yeṣlen umtawa aɣezfan deg ukud akked usemsawi n uzal n wurrig ɣef win n upiṭrul’’. | |
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Tasiwelt n wass 12:53, 17 Furar 2016
ⵓⵔⵔⵉⴳ (ⵍⴳⴰⵣ) : ⵍⴻⵣⵣⴰⵢⴻⵔ ⵜⴻⴼⴽⴰ ⴰⵣⴰⵍ ⵉ ⵓⵎⴻⵏⵣⴰⵢ ⵏ ⴱⴻⴹⴹⵓ ⵏ ⵢⵉⵎⵉⵀⵉⵜⴻⵏ ⴳⴰⵔ ⵓⵏⴼⴰⵔⴰⵙ ⴰⴽⴽⴻⴷ ⵓⵎⵙⵓⴷⴻⵔ (ⴽⵀⴻⴱⵔⵉ)
ⵍⴻⵣⵣⴰⵢⴻⵔ - ⵍⴻⵣⵣⴰⵢⴻⵔ ⵜⴻⵣⴳⴰ ⵜⴻⵟⵟⴻⴼ ⴷⴻⴳ ⵓⵎⴻⵏⵣⴰⵢ ⵏ ⴱⴻⴹⴹⵓ ⵏ ⵢⵉⵎⵉⵀⵉⵜⴻⵏ ⴳⴰⵔ ⵓⵏⴼⴰⵔⴰⵙ ⴰⴽⴽⴻⴷ ⵓⵎⵙⵓⴷⴻⵔ, ⴰⴽⴽⴻⵏ ⴰⴷ ⵜⵉⵍⵉ ⵜⵏⴻⴼⵍⵉⵜ ⵜⵓⵎⵎⵉⴷⵜ ⵏ ⵜⴻⵎⴳⵓⵔⵉ ⵏ ⵡⵓⵔⵔⵉⴳ (ⵍⴳⴰⵣ) ⴰⴽⴽⴻⴷ ⵓⵎⴻⵏⵣⴰⵢ ⵏ ⵓⵎⵜⴰⵡⵉ ⵏ ⵓⵣⴰⵍ-ⵉⵙ ⴰⴽⴽⴻⴷ ⵡⵉⵏ ⵏ ⵓⵒⵉⵟⵔⵓⵍ ⴷⴻⴳ ⵡⴰⵢⴻⵏ ⵢⴻⵔⵣⴰⵏ ⵉⵎⵜⴰⵡⴰⵢⴻⵏ ⵖⴻⵣⵣⵉⴼⴻⵏ ⴷⴻⴳ ⵓⴽⵓⴷ, ⵉ ⴷ-ⵢⴻⵏⵏⴰ ⵓⵏⴻⵖⵍⴰⴼ ⵏ ⵜⴻⵥⵡⴻⵔ, ⵙⴰⵍⴰⵀ ⴽⵀⴻⴱⵔⵉ.
‘’ⴰⵏⴼⴰⵔⴰⵙ ⴰⴽⴽⴻⴷ ⵓⵎⵙⵓⴷⴻⵔ (ⵏ ⵡⵓⵔⵔⵉⴳ) ⵢⴻⵙⵙⴻⴼⴽ ⴼⴻⵍⵍ-ⴰⵙⴻⵏ ⴰⴷ ⴽⴻⵎⵍⴻⵏ ⴷⴻⴳ ⴱⴻⴹⴹⵓ ⵏ ⵓⵎⵉⵀⵉ ⵉ ⵣⴻⵎⵔⴻⵏ ⴰⴷ ⵢⵉⵍⵉ ⴰⴽⴽⴻⴷ ⵓⴳⵣⴰⵢ ⴰⴽⴽⴻⵏ ⴰⴷ ⵜⵉⵍⵉ ⵜⵏⴻⴼⵍⵉⵜ ⵜⵓⵎⵎⵉⴷⵜ ⵏ ⵜⴻⵎⴳⵓⵔⵉ’’, ⵉ ⴷ-ⵢⴻⵏⵏⴰ ⵎⴰⵙⵙ ⴽⵀⴻⴱⵔⵉ ⴷⴻⴳ ⵢⵉⵏⴰⵡ-ⵉⵙ ⴷⴻⴳ ⵜⴻⵎⵍⵉⵍⵉⵜ ⵜⵉⵙ 5 ⵏ ⵜⵉⴷⴷⵓⴽⵍⴰ ⵜⴰⵣⵣⴰⵢⵔⵉⵜ ⵏ ⵜⴻⵎⴳⵓⵔⵉ ⵏ ⵡⵓⵔⵔⵉⴳ (ⴰⵉⴳ), ⵉ ⴷ-ⵢⴻⴹⵔⴰⵏ ⴰⵙⵙ ⵏ ⵜⵜⵍⴰⵜⴰ ⴰⴽⴽⴻⴷ ⵍⴰⵔⴻⴱⵄⴰ ⴷⴻⴳ ⵜⵎⴰⵏⴻⵖⵜ, ⵙ ⵜⵉⵍⵉⵏ ⵏ ⵢⵉⴳⴻⵏⵙⴰⵙⴻⵏ ⵏ ⵜⴻⵕⵎⵉⵙⵉⵏ ⵜⵉⵖⴻⵍⵏⴰⵡⵉⵏ ⴰⴽⴽⴻⴷ ⵜⴱⴻⵕⵕⴰⵏⵉⵢⵉⵏ ⵢⴻⵜⵜⵎⴰⵀⴰⵍⴻⵏ ⴷⴻⴳ ⵓⵃⵔⵉⵛ-ⴰ ⴰⴽⴽⴻⴷ ⵢⵉⵎⴰⵣⵣⴰⴳⴻⵏ.
ⵉ ⵍⵎⴻⴷ ⵏ ⵡⴰⵢⴰ, ⵢⴻⵎⵎⴻⵙⵍⴰⵢ-ⴷ ⴷⴰⵖ ⵖⴻⴼ ⵓⵣⴰⵍ ⵢⵓⴷⵔⴻⵏ ⵢⴻⵍⵍⴰⵏ ⵜⵓⵔⴰ ⴷⴻⴳ ⵡⵓⵍⵣⵓⵣ ⴰⴳⵔⴰⵖⵍⴰⵏ ⵏ ⵓⵒⵉⵟⵔⵓⵍ ‘’ⵓⵔ ⵢⴻⵙⵙⴻⴼⴽ ⴰⵔⴰ ⴰⴷ ⴰⵖ-ⵢⴻⵙⵙⴻⴽⵛⴻⵎ ⵛⵛⴻⴽ ⴷⴻⴳ ⵡⴰⵢⴻⵏ ⵢⴻⵔⵣⴰⵏ ⴰⵚⵍⴰⵃ ⵢⴻⵚⵍⴻⵏ ⵓⵎⵜⴰⵡⴰ ⴰⵖⴻⵣⴼⴰⵏ ⴷⴻⴳ ⵓⴽⵓⴷ ⴰⴽⴽⴻⴷ ⵓⵙⴻⵎⵙⴰⵡⵉ ⵏ ⵓⵣⴰⵍ ⵏ ⵡⵓⵔⵔⵉⴳ ⵖⴻⴼ ⵡⵉⵏ ⵏ ⵓⵒⵉⵟⵔⵓⵍ’’.