Asebter amenzawi : Tameẓla gar ileqman
| Ajerriḍ 1: | Ajerriḍ 1: | ||
| − | + | Tamsalt n ubrid amazzal agmuḍ-ataram: ifuk ccṛeɛ, imcetkiyen ttwaxeyyben | |
| + | LDZAYER TAMANEƔT – Ccṛeɛ-nni n 23 n yimdanen d tkebbaniyin ay yettwattehmen s tukci n tjuɛal deg temsalt n ubrid amazzal agmuḍ-ataram ay d-yebdan deg 2009, yefra ass n lexmis mi d-yenṭeq lqaḍi n Ldzayer leḥkem n ussuref (asemmeḥ), yerna aya ixeyyeb imcetkiyen. | ||
| − | + | Mraw semmus (15) n yimdanen d sa (7) n tkebbaniyin ay yettwattehmen deg ccṛeɛ-a ay yeqqimen 8 n wussan. I usmekti, ccṛeɛ-a yettwawexxer snat n tikkal deg 2014 yerna ɛerḍen yibugaṭuten n temḥaddit ad as-ɛawden aṣennef akken ad d-yili deg uxxam n ccṛeɛ n tuffɣiwin i lqanun. | |
| − | + | Ccṛeɛ-a yebda-d ass n lḥedd 30 Yebrir s tfagla ay yennumen tettili-d deg uxxam n ccṛeɛ n tejrimin: aḥdaṛ n yimetthumen, kra seg-sen llan deg tlelli tuɛḍilt ma d wiyaḍ llan ttwaḥebsen, aḥdaṛ n yinagan, asemmi n tseqqamut n yimgilliyen d tɣuri n 250 n yisebtar n ṛṛay n uwexxer n ccṛeɛ. | |
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| + | Ikemmel ccṛeɛ-nni armi d ass n lḥedd 3 Mayu, s tɣuri n temḥaddit taneggarut, tin n ubugaṭu n temḥaddit n umetthum agejdan, Chani Medjdoub. Naqal, imwekkel yessuter leḥkam d imeqranen n lḥebs ladɣa mgal Chani d Khelladi (20 n yiseggasen n lḥebs). | ||
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| + | Deg ṭam-nni (8) n wussan n ccṛeɛ, ay icuban tafḍiḥt yeqqnen ɣer yidrimen, yiwen seg yimetthumen, Adou Tedj Eddine ay d-yettwabedren deg temsalt n Swissleaks, akk imetthumen ɛeddan-d ɣer ufeggag yerna ssawlen-d am wakken ay ten-yebḥet lqaḍi ɣef uttekki-nsen deg temsalt-a. | ||
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| + | Sin-nni n yimetthumen igejdanen, Chani Medjdoub d Khelladi Mohamed ttwaḥekmen fell-asen 10 n yiseggasen n lḥebs d lexḍeyya n waṭas n yimelyunen n yidinaṛen d tukksa n wayla d yidrimen-nsen. | ||
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| + | Amaru amatu aqbur n uneɣlaf n yimuhal inagduden Bouchama Mohamed d 3 n yimetthumen niḍen ssurfen-asen deg ccṛeɛ-a. | ||
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| + | Ṣa-nni (7) n tkebbaniyin tibeṛṛaniyin (Citic Crcc n Ccinwa, Cojaal n Japun, Pizarroti n Sswis, Caraventa n Sswis, Isolux Corsan n Spenyul, SMInc n Kanada d COBA n Puṛtugal) yettwaḥkem ɣef yal yiwet fell-asent ad txelleṣ semmus (5) n yimelyunen n yidinaṛen n lexḍeyya i lxezna n uwanak. | ||
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| + | I usmekti, deg 2006, yettunefk leɛqed n lebni n ubrid amazzal agmuḍ-ataram i tegrawt tacinwatt n CITIC-CRCC s wazal n 6 n yimelyaṛen n yidulaṛen. | ||
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| + | Maca asenfar-nni qqimen kan ttɛawaden-as aqeyyem armi ay yewweḍ ɣer 13 n yidulaṛen, ɣef leḥsab n uneɣlaf n yimuhal inagduden, Abdelkader Kadi. | ||
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| + | Ibugaṭuten n Chani d Khelladi nnan-d, seg yidis-nsen, dakken ad rẓen ccṛeɛ. | ||
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| + | Seg yidis niḍen, Axxam n ccṛeɛ n tejrimin n Ldzayer Tamaneɣt yugi assuter n uɣram n yidrimen ɣef lexṣara deg wayla d lbal i yimcetkiyen (gar-asen ula d lxezna n uwanak) ay d-yennan dakken mmeccen deg temsalt-a n ubrid amazzal agmuḍ-ataram. | ||
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| + | Lxezna n uwanak tessuter-d 12 n yimelyunen n yidinaṛen sɣur Khelladi Mohamed d Chani Medjdoub, imetthumen igejdanen deg temsalt-a. | ||
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| + | Ma d Tanegga taɣelnawt n yibriden imazzalen (ANA) tessuter seg yimetthumen ad as-xellṣen s ujemmal semmus (5) n yimelyunen n yidinaṛen akken ad as-ɣermen lexṣara n lbal deg temsalt-a. | ||
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| + | Axxam n ccṛeɛ yugi daɣ ad yeqbel ad tili tedwant d timcetkit, imi ɣef leḥsab n uxxam n ccṛeɛ, tadwant ur texṣir acemma deg temsalt-a. | ||
Tasiwelt n wass 11:28, 8 Mayu 2015
ⵜⴰⵎⵙⴰⵍⵜ ⵏ ⵓⴱⵔⵉⴷ ⴰⵎⴰⵣⵣⴰⵍ ⴰⴳⵎⵓⴹ-ⴰⵜⴰⵔⴰⵎ: ⵉⴼⵓⴽ ⵛⵛⵕⴻⵄ, ⵉⵎⵛⴻⵜⴽⵉⵢⴻⵏ ⵜⵜⵡⴰⵅⴻⵢⵢⴱⴻⵏ ⵍⴷⵣⴰⵢⴻⵔ ⵜⴰⵎⴰⵏⴻƔⵜ – ⵛⵛⵕⴻⵄ-ⵏⵏⵉ ⵏ 23 ⵏ ⵢⵉⵎⴷⴰⵏⴻⵏ ⴷ ⵜⴽⴻⴱⴱⴰⵏⵉⵢⵉⵏ ⴰⵢ ⵢⴻⵜⵜⵡⴰⵜⵜⴻⵀⵎⴻⵏ ⵙ ⵜⵓⴽⵛⵉ ⵏ ⵜⵊⵓⵄⴰⵍ ⴷⴻⴳ ⵜⴻⵎⵙⴰⵍⵜ ⵏ ⵓⴱⵔⵉⴷ ⴰⵎⴰⵣⵣⴰⵍ ⴰⴳⵎⵓⴹ-ⴰⵜⴰⵔⴰⵎ ⴰⵢ ⴷ-ⵢⴻⴱⴷⴰⵏ ⴷⴻⴳ 2009, ⵢⴻⴼⵔⴰ ⴰⵙⵙ ⵏ ⵍⴻⵅⵎⵉⵙ ⵎⵉ ⴷ-ⵢⴻⵏⵟⴻⵇ ⵍⵇⴰⴹⵉ ⵏ ⵍⴷⵣⴰⵢⴻⵔ ⵍⴻⵃⴽⴻⵎ ⵏ ⵓⵙⵙⵓⵔⴻⴼ (ⴰⵙⴻⵎⵎⴻⵃ), ⵢⴻⵔⵏⴰ ⴰⵢⴰ ⵉⵅⴻⵢⵢⴻⴱ ⵉⵎⵛⴻⵜⴽⵉⵢⴻⵏ.
ⵎⵔⴰⵡ ⵙⴻⵎⵎⵓⵙ (15) ⵏ ⵢⵉⵎⴷⴰⵏⴻⵏ ⴷ ⵙⴰ (7) ⵏ ⵜⴽⴻⴱⴱⴰⵏⵉⵢⵉⵏ ⴰⵢ ⵢⴻⵜⵜⵡⴰⵜⵜⴻⵀⵎⴻⵏ ⴷⴻⴳ ⵛⵛⵕⴻⵄ-ⴰ ⴰⵢ ⵢⴻⵇⵇⵉⵎⴻⵏ 8 ⵏ ⵡⵓⵙⵙⴰⵏ. ⵉ ⵓⵙⵎⴻⴽⵜⵉ, ⵛⵛⵕⴻⵄ-ⴰ ⵢⴻⵜⵜⵡⴰⵡⴻⵅⵅⴻⵔ ⵙⵏⴰⵜ ⵏ ⵜⵉⴽⴽⴰⵍ ⴷⴻⴳ 2014 ⵢⴻⵔⵏⴰ ⵄⴻⵔⴹⴻⵏ ⵢⵉⴱⵓⴳⴰⵟⵓⵜⴻⵏ ⵏ ⵜⴻⵎⵃⴰⴷⴷⵉⵜ ⴰⴷ ⴰⵙ-ⵄⴰⵡⴷⴻⵏ ⴰⵚⴻⵏⵏⴻⴼ ⴰⴽⴽⴻⵏ ⴰⴷ ⴷ-ⵢⵉⵍⵉ ⴷⴻⴳ ⵓⵅⵅⴰⵎ ⵏ ⵛⵛⵕⴻⵄ ⵏ ⵜⵓⴼⴼⵖⵉⵡⵉⵏ ⵉ ⵍⵇⴰⵏⵓⵏ.
ⵛⵛⵕⴻⵄ-ⴰ ⵢⴻⴱⴷⴰ-ⴷ ⴰⵙⵙ ⵏ ⵍⵃⴻⴷⴷ 30 ⵢⴻⴱⵔⵉⵔ ⵙ ⵜⴼⴰⴳⵍⴰ ⴰⵢ ⵢⴻⵏⵏⵓⵎⴻⵏ ⵜⴻⵜⵜⵉⵍⵉ-ⴷ ⴷⴻⴳ ⵓⵅⵅⴰⵎ ⵏ ⵛⵛⵕⴻⵄ ⵏ ⵜⴻⵊⵔⵉⵎⵉⵏ: ⴰⵃⴷⴰⵕ ⵏ ⵢⵉⵎⴻⵜⵜⵀⵓⵎⴻⵏ, ⴽⵔⴰ ⵙⴻⴳ-ⵙⴻⵏ ⵍⵍⴰⵏ ⴷⴻⴳ ⵜⵍⴻⵍⵍⵉ ⵜⵓⵄⴹⵉⵍⵜ ⵎⴰ ⴷ ⵡⵉⵢⴰⴹ ⵍⵍⴰⵏ ⵜⵜⵡⴰⵃⴻⴱⵙⴻⵏ, ⴰⵃⴷⴰⵕ ⵏ ⵢⵉⵏⴰⴳⴰⵏ, ⴰⵙⴻⵎⵎⵉ ⵏ ⵜⵙⴻⵇⵇⴰⵎⵓⵜ ⵏ ⵢⵉⵎⴳⵉⵍⵍⵉⵢⴻⵏ ⴷ ⵜⵖⵓⵔⵉ ⵏ 250 ⵏ ⵢⵉⵙⴻⴱⵜⴰⵔ ⵏ ⵕⵕⴰⵢ ⵏ ⵓⵡⴻⵅⵅⴻⵔ ⵏ ⵛⵛⵕⴻⵄ.
ⵉⴽⴻⵎⵎⴻⵍ ⵛⵛⵕⴻⵄ-ⵏⵏⵉ ⴰⵔⵎⵉ ⴷ ⴰⵙⵙ ⵏ ⵍⵃⴻⴷⴷ 3 ⵎⴰⵢⵓ, ⵙ ⵜⵖⵓⵔⵉ ⵏ ⵜⴻⵎⵃⴰⴷⴷⵉⵜ ⵜⴰⵏⴻⴳⴳⴰⵔⵓⵜ, ⵜⵉⵏ ⵏ ⵓⴱⵓⴳⴰⵟⵓ ⵏ ⵜⴻⵎⵃⴰⴷⴷⵉⵜ ⵏ ⵓⵎⴻⵜⵜⵀⵓⵎ ⴰⴳⴻⵊⴷⴰⵏ, ⵛⵀⴰⵏⵉ ⵎⴻⴷⵊⴷⵧⵓⴱ. ⵏⴰⵇⴰⵍ, ⵉⵎⵡⴻⴽⴽⴻⵍ ⵢⴻⵙⵙⵓⵜⴻⵔ ⵍⴻⵃⴽⴰⵎ ⴷ ⵉⵎⴻⵇⵔⴰⵏⴻⵏ ⵏ ⵍⵃⴻⴱⵙ ⵍⴰⴷⵖⴰ ⵎⴳⴰⵍ ⵛⵀⴰⵏⵉ ⴷ ⴽⵀⴻⵍⵍⴰⴷⵉ (20 ⵏ ⵢⵉⵙⴻⴳⴳⴰⵙⴻⵏ ⵏ ⵍⵃⴻⴱⵙ).
ⴷⴻⴳ ⵟⴰⵎ-ⵏⵏⵉ (8) ⵏ ⵡⵓⵙⵙⴰⵏ ⵏ ⵛⵛⵕⴻⵄ, ⴰⵢ ⵉⵛⵓⴱⴰⵏ ⵜⴰⴼⴹⵉⵃⵜ ⵢⴻⵇⵇⵏⴻⵏ ⵖⴻⵔ ⵢⵉⴷⵔⵉⵎⴻⵏ, ⵢⵉⵡⴻⵏ ⵙⴻⴳ ⵢⵉⵎⴻⵜⵜⵀⵓⵎⴻⵏ, ⴰⴷⵧⵓ ⵜⴻⴷⵊ ⴻⴷⴷⵉⵏⴻ ⴰⵢ ⴷ-ⵢⴻⵜⵜⵡⴰⴱⴻⴷⵔⴻⵏ ⴷⴻⴳ ⵜⴻⵎⵙⴰⵍⵜ ⵏ ⵙⵡⵉⵙⵙⵍⴻⴰⴽⵙ, ⴰⴽⴽ ⵉⵎⴻⵜⵜⵀⵓⵎⴻⵏ ⵄⴻⴷⴷⴰⵏ-ⴷ ⵖⴻⵔ ⵓⴼⴻⴳⴳⴰⴳ ⵢⴻⵔⵏⴰ ⵙⵙⴰⵡⵍⴻⵏ-ⴷ ⴰⵎ ⵡⴰⴽⴽⴻⵏ ⴰⵢ ⵜⴻⵏ-ⵢⴻⴱⵃⴻⵜ ⵍⵇⴰⴹⵉ ⵖⴻⴼ ⵓⵜⵜⴻⴽⴽⵉ-ⵏⵙⴻⵏ ⴷⴻⴳ ⵜⴻⵎⵙⴰⵍⵜ-ⴰ.
ⵙⵉⵏ-ⵏⵏⵉ ⵏ ⵢⵉⵎⴻⵜⵜⵀⵓⵎⴻⵏ ⵉⴳⴻⵊⴷⴰⵏⴻⵏ, ⵛⵀⴰⵏⵉ ⵎⴻⴷⵊⴷⵧⵓⴱ ⴷ ⴽⵀⴻⵍⵍⴰⴷⵉ ⵎⵧⵀⴰⵎⴻⴷ ⵜⵜⵡⴰⵃⴻⴽⵎⴻⵏ ⴼⴻⵍⵍ-ⴰⵙⴻⵏ 10 ⵏ ⵢⵉⵙⴻⴳⴳⴰⵙⴻⵏ ⵏ ⵍⵃⴻⴱⵙ ⴷ ⵍⴻⵅⴹⴻⵢⵢⴰ ⵏ ⵡⴰⵟⴰⵙ ⵏ ⵢⵉⵎⴻⵍⵢⵓⵏⴻⵏ ⵏ ⵢⵉⴷⵉⵏⴰⵕⴻⵏ ⴷ ⵜⵓⴽⴽⵙⴰ ⵏ ⵡⴰⵢⵍⴰ ⴷ ⵢⵉⴷⵔⵉⵎⴻⵏ-ⵏⵙⴻⵏ.
ⴰⵎⴰⵔⵓ ⴰⵎⴰⵜⵓ ⴰⵇⴱⵓⵔ ⵏ ⵓⵏⴻⵖⵍⴰⴼ ⵏ ⵢⵉⵎⵓⵀⴰⵍ ⵉⵏⴰⴳⴷⵓⴷⴻⵏ ⴱⵧⵓⵛⵀⴰⵎⴰ ⵎⵧⵀⴰⵎⴻⴷ ⴷ 3 ⵏ ⵢⵉⵎⴻⵜⵜⵀⵓⵎⴻⵏ ⵏⵉⴹⴻⵏ ⵙⵙⵓⵔⴼⴻⵏ-ⴰⵙⴻⵏ ⴷⴻⴳ ⵛⵛⵕⴻⵄ-ⴰ.
ⵚⴰ-ⵏⵏⵉ (7) ⵏ ⵜⴽⴻⴱⴱⴰⵏⵉⵢⵉⵏ ⵜⵉⴱⴻⵕⵕⴰⵏⵉⵢⵉⵏ (ⵛⵉⵜⵉⵛ ⵛⵔⵛⵛ ⵏ ⵛⵛⵉⵏⵡⴰ, ⵛⵧⵊⴰⴰⵍ ⵏ ⵊⴰⵒⵓⵏ, ⵒⵉⵣⴰⵔⵔⵧⵜⵉ ⵏ ⵙⵙⵡⵉⵙ, ⵛⴰⵔⴰⵠⴻⵏⵜⴰ ⵏ ⵙⵙⵡⵉⵙ, ⵉⵙⵧⵍⵓⵅ ⵛⵧⵔⵙⴰⵏ ⵏ ⵙⵒⴻⵏⵢⵓⵍ, ⵙⵎⵉⵏⵛ ⵏ ⴽⴰⵏⴰⴷⴰ ⴷ ⵛⵧⴱⴰ ⵏ ⵒⵓⵕⵜⵓⴳⴰⵍ) ⵢⴻⵜⵜⵡⴰⵃⴽⴻⵎ ⵖⴻⴼ ⵢⴰⵍ ⵢⵉⵡⴻⵜ ⴼⴻⵍⵍ-ⴰⵙⴻⵏⵜ ⴰⴷ ⵜⵅⴻⵍⵍⴻⵚ ⵙⴻⵎⵎⵓⵙ (5) ⵏ ⵢⵉⵎⴻⵍⵢⵓⵏⴻⵏ ⵏ ⵢⵉⴷⵉⵏⴰⵕⴻⵏ ⵏ ⵍⴻⵅⴹⴻⵢⵢⴰ ⵉ ⵍⵅⴻⵣⵏⴰ ⵏ ⵓⵡⴰⵏⴰⴽ.
ⵉ ⵓⵙⵎⴻⴽⵜⵉ, ⴷⴻⴳ 2006, ⵢⴻⵜⵜⵓⵏⴻⴼⴽ ⵍⴻⵄⵇⴻⴷ ⵏ ⵍⴻⴱⵏⵉ ⵏ ⵓⴱⵔⵉⴷ ⴰⵎⴰⵣⵣⴰⵍ ⴰⴳⵎⵓⴹ-ⴰⵜⴰⵔⴰⵎ ⵉ ⵜⴻⴳⵔⴰⵡⵜ ⵜⴰⵛⵉⵏⵡⴰⵜⵜ ⵏ ⵛⵉⵜⵉⵛ-ⵛⵔⵛⵛ ⵙ ⵡⴰⵣⴰⵍ ⵏ 6 ⵏ ⵢⵉⵎⴻⵍⵢⴰⵕⴻⵏ ⵏ ⵢⵉⴷⵓⵍⴰⵕⴻⵏ.
ⵎⴰⵛⴰ ⴰⵙⴻⵏⴼⴰⵔ-ⵏⵏⵉ ⵇⵇⵉⵎⴻⵏ ⴽⴰⵏ ⵜⵜⵄⴰⵡⴰⴷⴻⵏ-ⴰⵙ ⴰⵇⴻⵢⵢⴻⵎ ⴰⵔⵎⵉ ⴰⵢ ⵢⴻⵡⵡⴻⴹ ⵖⴻⵔ 13 ⵏ ⵢⵉⴷⵓⵍⴰⵕⴻⵏ, ⵖⴻⴼ ⵍⴻⵃⵙⴰⴱ ⵏ ⵓⵏⴻⵖⵍⴰⴼ ⵏ ⵢⵉⵎⵓⵀⴰⵍ ⵉⵏⴰⴳⴷⵓⴷⴻⵏ, ⴰⴱⴷⴻⵍⴽⴰⴷⴻⵔ ⴽⴰⴷⵉ.
ⵉⴱⵓⴳⴰⵟⵓⵜⴻⵏ ⵏ ⵛⵀⴰⵏⵉ ⴷ ⴽⵀⴻⵍⵍⴰⴷⵉ ⵏⵏⴰⵏ-ⴷ, ⵙⴻⴳ ⵢⵉⴷⵉⵙ-ⵏⵙⴻⵏ, ⴷⴰⴽⴽⴻⵏ ⴰⴷ ⵔⵥⴻⵏ ⵛⵛⵕⴻⵄ.
ⵙⴻⴳ ⵢⵉⴷⵉⵙ ⵏⵉⴹⴻⵏ, ⴰⵅⵅⴰⵎ ⵏ ⵛⵛⵕⴻⵄ ⵏ ⵜⴻⵊⵔⵉⵎⵉⵏ ⵏ ⵍⴷⵣⴰⵢⴻⵔ ⵜⴰⵎⴰⵏⴻⵖⵜ ⵢⵓⴳⵉ ⴰⵙⵙⵓⵜⴻⵔ ⵏ ⵓⵖⵔⴰⵎ ⵏ ⵢⵉⴷⵔⵉⵎⴻⵏ ⵖⴻⴼ ⵍⴻⵅⵚⴰⵔⴰ ⴷⴻⴳ ⵡⴰⵢⵍⴰ ⴷ ⵍⴱⴰⵍ ⵉ ⵢⵉⵎⵛⴻⵜⴽⵉⵢⴻⵏ (ⴳⴰⵔ-ⴰⵙⴻⵏ ⵓⵍⴰ ⴷ ⵍⵅⴻⵣⵏⴰ ⵏ ⵓⵡⴰⵏⴰⴽ) ⴰⵢ ⴷ-ⵢⴻⵏⵏⴰⵏ ⴷⴰⴽⴽⴻⵏ ⵎⵎⴻⵛⵛⴻⵏ ⴷⴻⴳ ⵜⴻⵎⵙⴰⵍⵜ-ⴰ ⵏ ⵓⴱⵔⵉⴷ ⴰⵎⴰⵣⵣⴰⵍ ⴰⴳⵎⵓⴹ-ⴰⵜⴰⵔⴰⵎ.
ⵍⵅⴻⵣⵏⴰ ⵏ ⵓⵡⴰⵏⴰⴽ ⵜⴻⵙⵙⵓⵜⴻⵔ-ⴷ 12 ⵏ ⵢⵉⵎⴻⵍⵢⵓⵏⴻⵏ ⵏ ⵢⵉⴷⵉⵏⴰⵕⴻⵏ ⵙⵖⵓⵔ ⴽⵀⴻⵍⵍⴰⴷⵉ ⵎⵧⵀⴰⵎⴻⴷ ⴷ ⵛⵀⴰⵏⵉ ⵎⴻⴷⵊⴷⵧⵓⴱ, ⵉⵎⴻⵜⵜⵀⵓⵎⴻⵏ ⵉⴳⴻⵊⴷⴰⵏⴻⵏ ⴷⴻⴳ ⵜⴻⵎⵙⴰⵍⵜ-ⴰ.
ⵎⴰ ⴷ ⵜⴰⵏⴻⴳⴳⴰ ⵜⴰⵖⴻⵍⵏⴰⵡⵜ ⵏ ⵢⵉⴱⵔⵉⴷⴻⵏ ⵉⵎⴰⵣⵣⴰⵍⴻⵏ (ⴰⵏⴰ) ⵜⴻⵙⵙⵓⵜⴻⵔ ⵙⴻⴳ ⵢⵉⵎⴻⵜⵜⵀⵓⵎⴻⵏ ⴰⴷ ⴰⵙ-ⵅⴻⵍⵍⵚⴻⵏ ⵙ ⵓⵊⴻⵎⵎⴰⵍ ⵙⴻⵎⵎⵓⵙ (5) ⵏ ⵢⵉⵎⴻⵍⵢⵓⵏⴻⵏ ⵏ ⵢⵉⴷⵉⵏⴰⵕⴻⵏ ⴰⴽⴽⴻⵏ ⴰⴷ ⴰⵙ-ⵖⴻⵔⵎⴻⵏ ⵍⴻⵅⵚⴰⵔⴰ ⵏ ⵍⴱⴰⵍ ⴷⴻⴳ ⵜⴻⵎⵙⴰⵍⵜ-ⴰ.
ⴰⵅⵅⴰⵎ ⵏ ⵛⵛⵕⴻⵄ ⵢⵓⴳⵉ ⴷⴰⵖ ⴰⴷ ⵢⴻⵇⴱⴻⵍ ⴰⴷ ⵜⵉⵍⵉ ⵜⴻⴷⵡⴰⵏⵜ ⴷ ⵜⵉⵎⵛⴻⵜⴽⵉⵜ, ⵉⵎⵉ ⵖⴻⴼ ⵍⴻⵃⵙⴰⴱ ⵏ ⵓⵅⵅⴰⵎ ⵏ ⵛⵛⵕⴻⵄ, ⵜⴰⴷⵡⴰⵏⵜ ⵓⵔ ⵜⴻⵅⵚⵉⵔ ⴰⵛⴻⵎⵎⴰ ⴷⴻⴳ ⵜⴻⵎⵙⴰⵍⵜ-ⴰ.
