Asebter amenzawi : Tameẓla gar ileqman

Seg Tasanayt s tmaziɣt imunen
Neggez ar: ẓer isebtar, anadi
Ajerriḍ 1: Ajerriḍ 1:
Yemmut Hocine Ait Ahmed, d argaz n tsertin, d azamul n Tegrawla
+
Hocine Ait-Ahmed ad yettwamḍel deg Ain El-Hammam, taddart ideg d-ilul
+
 
LEZZAYER – Hocine Ait Ahmed, yemmut ass n larebɛa deg Lausanne (Swis) deg leɛmer-is 89 iseggasen, yella d yiwen seg yemdebren n Tegrawla tazzayrit akked daɣen d amasay n ukabar n Tirni n yiɣalen inemnayen (FFS), ideg yella d amesbeddi.
+
LEZZAYER- Aɣella n ukabar n Tirni n yiɣalen inemlayen (FFS) , i yellan d yiwen seg yimḍebṛen imezruyanen n Tegrawla tazzayrit, Hocine Ait-Ahmed , i yewḍen leɛfu n Rebbi  ass n Larebɛa deg Lausanne ( Suisse), ad yenṭel deg taddart-is Ain EL-Hammam ( Tizi Ouzou), ɣef akken i d-yenna ass n Lexmis yiwen n wulɣu seg ukabar.
+
 
Deg yiseggasen-a yezrin tazmert-is teɣli, yuḍen acḥal n tikkal, ṭṭfen-t yisehwa n wul (AVC) deg yennayer yezrin i iḥuzan amḍiq iseg d-yettas wawal. Iduwa deg Lausanne anda yella yezdeɣ.
+
Ad d-ilin sya ɣer sdat  lexbaṛ imaynuten deg ayen yeɛnan tiwin n tfekka umeṛḥum akked wass n temḍelt-is, ɣef ayen d-twekked teɣbalut-a.
+
Ilul deg Ɛin Lḥemmam (Tizi Uzzu) deg useggas n 1926, Ait Ahmed yella d yiwen seg iɣella igejdanen deg Tirni n teslellit taɣelnawt (FLN) deg Tegrawla n 1 wember 1954.
+
+
Qbel akken, yekcem Akabar n uɣref azzayri (PPA) d netta i d amsumer n uɣnaw n Tuddsa tuzzigt (OS), i yessedda, deg ubdil n Mohamed Belouizdad.
+
+
D ameɣnas n tmentilt taɣelnawt seg mi yella d ilemẓi, Aït Ahmed yessassen, deg useggas n 1948, yiwen n urabul, iɣef d-ttinin d agejdan, ɣef talɣa akked tsetratijit n umennuɣ umrig i uzarug.
+
+
Seg d newwi azarug-nneɣ, yeffeɣ seg FLN, sakin iɣnew-d deg useggas n 1963, akabar-is FFS, d akabar amezwaru n tenmegla deg Lezzayer.
+

Tasiwelt n wass 15:26, 24 Dujamber 2015

ⵀⵧⵛⵉⵏⴻ ⴰⵉⵜ-ⴰⵀⵎⴻⴷ ⴰⴷ ⵢⴻⵜⵜⵡⴰⵎⴹⴻⵍ ⴷⴻⴳ ⴰⵉⵏ ⴻⵍ-ⵀⴰⵎⵎⴰⵎ, ⵜⴰⴷⴷⴰⵔⵜ ⵉⴷⴻⴳ ⴷ-ⵉⵍⵓⵍ

ⵍⴻⵣⵣⴰⵢⴻⵔ- ⴰⵖⴻⵍⵍⴰ ⵏ ⵓⴽⴰⴱⴰⵔ ⵏ ⵜⵉⵔⵏⵉ ⵏ ⵢⵉⵖⴰⵍⴻⵏ ⵉⵏⴻⵎⵍⴰⵢⴻⵏ (ⴼⴼⵙ) , ⵉ ⵢⴻⵍⵍⴰⵏ ⴷ ⵢⵉⵡⴻⵏ ⵙⴻⴳ ⵢⵉⵎⴹⴻⴱⵕⴻⵏ ⵉⵎⴻⵣⵔⵓⵢⴰⵏⴻⵏ ⵏ ⵜⴻⴳⵔⴰⵡⵍⴰ ⵜⴰⵣⵣⴰⵢⵔⵉⵜ, ⵀⵧⵛⵉⵏⴻ ⴰⵉⵜ-ⴰⵀⵎⴻⴷ , ⵉ ⵢⴻⵡⴹⴻⵏ ⵍⴻⵄⴼⵓ ⵏ ⵔⴻⴱⴱⵉ ⴰⵙⵙ ⵏ ⵍⴰⵔⴻⴱⵄⴰ ⴷⴻⴳ ⵍⴰⵓⵙⴰⵏⵏⴻ ( ⵙⵓⵉⵙⵙⴻ), ⴰⴷ ⵢⴻⵏⵟⴻⵍ ⴷⴻⴳ ⵜⴰⴷⴷⴰⵔⵜ-ⵉⵙ ⴰⵉⵏ ⴻⵍ-ⵀⴰⵎⵎⴰⵎ ( ⵜⵉⵣⵉ ⵧⵓⵣⵧⵓ), ⵖⴻⴼ ⴰⴽⴽⴻⵏ ⵉ ⴷ-ⵢⴻⵏⵏⴰ ⴰⵙⵙ ⵏ ⵍⴻⵅⵎⵉⵙ ⵢⵉⵡⴻⵏ ⵏ ⵡⵓⵍⵖⵓ ⵙⴻⴳ ⵓⴽⴰⴱⴰⵔ.

ⴰⴷ ⴷ-ⵉⵍⵉⵏ ⵙⵢⴰ ⵖⴻⵔ ⵙⴷⴰⵜ ⵍⴻⵅⴱⴰⵕ ⵉⵎⴰⵢⵏⵓⵜⴻⵏ ⴷⴻⴳ ⴰⵢⴻⵏ ⵢⴻⵄⵏⴰⵏ ⵜⵉⵡⵉⵏ ⵏ ⵜⴼⴻⴽⴽⴰ ⵓⵎⴻⵕⵃⵓⵎ ⴰⴽⴽⴻⴷ ⵡⴰⵙⵙ ⵏ ⵜⴻⵎⴹⴻⵍⵜ-ⵉⵙ, ⵖⴻⴼ ⴰⵢⴻⵏ ⴷ-ⵜⵡⴻⴽⴽⴻⴷ ⵜⴻⵖⴱⴰⵍⵓⵜ-ⴰ.