giận thích nhất hạnh pdf

... diện tiêu biểu cho phong cách cat-eye chính là 7 xu hướng làm đẹp được giới trẻ yêu thích nhất năm 6. Tóc rẽ ngôi giữa Tóc rẽ ngôi giữa là kiểu tóc rất thịnh vào thập niên 70. Thời ... Nếu được hỏi rằng xu hướng trang điểm mắt nào nổi bật nhất năm 2012 thì chắc chắn style trang điểm mắt mèo chính là câu trả lời hoàn hảo nhất. Xu hướng này đã lan rộng từ Âu qua Á, từ những ... lưỡi Kẻ mắt mèo, tóc đuôi ngựa hay son môi đỏ đều là những xu hướng làm đẹp "hot" nhất năm 2012 Trong năm vừa qua, chúng ta đã chứng kiến sự soán ngôi của những xu hướng làm đẹp...

... của nó có năm thùy(đôi khi nhiều hơn) và chót lá nhọn. Đây là trong các lọai bonsai phổ biến nhất ở Nhất Bản. Vỏ của thân cây thường có vỏ màu xanh lục khi còn non và có thể biến thành màu nâu ... trên của cây được cắt giảm. Tốt nhất là nên làm công việc thay chậu và xé tỉa vào mùa thu để tránh cho nhựa cây bị mất mát quá nhiều vì rằng các vết thương ở cây thích chảy rất nhiều mủ khi nhựa...

... nạ đeo trước mặt, chim trống mặt nạ đen, chim mái mặt nạ xám. 10 LOÀI CHIM ĐẸP NHẤT HÀNH TINHChim là loài duy nhất có lông vũ, và tuyệt đại đa số loài lông vũ đều biết bay. Đó là đặc điểm để ... khác. Thế giới có 10.000 loài chim, trong số này người ta đã bình chọn 10 loài có bộ cánh sặc sỡ nhất, tô điểm cho vẻ đẹp của thiên nhiên.1. Trĩ vàng (Chrysolophus pictus)Trĩ vàng châu Á được ... macao)Vẹt Macao to và lông pha trộn các màu rực rỡ. Quê hương chúng ở vùng nhiệt đới Nam Mỹ, nhiều nhất là ở Braxin và Peru. Chắc chúng chỉ được các nhà sinh học biết đến khi người Bồ Đào Nha bắt...

... Những kỹ năng nghề nghiệp được yêu thích nhất Trong môi trường cạnh tranh khốc liệt như hiện nay, mỗi người cần trang bị cho mình ... dồi thường xuyên cho phần kỹ năng này, dưới đây chúng tôi xin giới thiệu 10 kỹ năng được yêu thích nhất. 10. Kỹ năng giải quyết vấn đề Hàng ngày cuộc sống và công việc chúng ta đều nảy ... cầu xã hội. Hạnh Phúc Theo XHN 6. Kỹ năng quản lý thông tin Trong thời đại kinh tế thông tin hiện nay, nắm bắt và quản lý thông tin là điều kiện tối thiểu và cơ bản nhất. Chuyên viên...

... (Utah, Mỹ) Nằm ở phía tây nam thành phố Salt Lake, mỏ đồng Bingham là mỏ khai thác lộ thiên lớn nhất thế giới. Bắt đầu khai thác từ năm 1906 đến nay, 6 tỉ tấn đất đá đã được đào lên và đổ đi ... đốt bên dưới quá dồi dào, khiến ngọn lửa trong hố cứ cháy mãi không tắt. Những chiếc hố kỳ bí nhất hành tinh Những điểm đến dưới đây có cái do bàn tay của tạo hóa kiến tạo, có cái do sức lao ... đầu tiên khám phá ra hố xanh khổng lồ này là Jacques Cousteau, một trong những thợ lặn nổi tiếng nhất thế giới. Hố Great Blue ở Belize là giấc mơ của tất cả những người đam mê lặn biển. Đường...

... Con vật em yêu thích nhất Trong chúng ta, chắc chẳng có ai không biết đến mèo, loài vật đáng yêu được nuôi ... Mèo mướp với bộ lông xám tro, mèo vàng lông vàng óng nữa. Có lẽ giống mèo đông đúc nhất, được nuôi phổ biến nhất là mèo tam thể. Loài này lông có màu đen, vàng, trắng pha lẫn với nhau. Nghe ... ba mươi chiếc. Trong số này, ngoài bốn chiếc răng nanh sắc nhọn thì hầu hết đều nhỏ xíu. Kỳ lạ nhất là đôi mắt mèo, đôi mắt trong veo như hai hòn bi ve. Đồng tử mèo có khả năng co dãn cực tốt....

... Phần mềm chat Windows Live Messenger tương thích với Yahoo Messenger. Người dùng có thể trò chuyện dưới dạng text (văn bản) hay video hoặc ... thoại đường dài và quốc tế giá rẻ qua Internet (VoIP). Windows Live Hotmail là bản nâng cấp mới nhất cho webmail của Microsoft. Người dùng có thể kéo - thả thông điệp vào trong folder hoặc bấm...

... trong phòng với khung cảnh bên ngoài. 10 mẫu phòng khách được yêu thích nhất năm 2010 Sau đây là những mẫu phòng khách được yêu thích ở Mỹ trong năm 2010 theo tổng kết của trang House Beautiful....

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... ỦY BAN NHÂN DÂN TỈNH ĐỒNG THÁP CỘNG HÒA XÃ HỘI CHỦ NGHĨA VIỆT NAM Độc lập - Tự do - Hạnh phúc Số: 31/2012/QĐ-UBND Đồng Tháp, ngày 20 tháng 08 năm 2012 QUYẾT ĐỊNH VỀ VIỆC BÃI...

... đoàn điện tử hùng mạnh với lượng hàng hóa tiêu thụ nhiều nhất thế giới thương hiệu Samsung xếp thứ 21 trong số 100 thương hiệu giá trị nhất trên thế giới, với giá trị ước đoán vào khoảng 13 tỷ ... nước Mỹ Tập đoàn bán lẻ hàng đầu thế giới Wal-Mart luôn nằm trong top những tập đoàn quyền lực nhất thế giới. Các nhà kinh tế đã ví nếu xem Wal-Mart như một quốc gia thì đây là đối tác thương ... lái con thuyền Samsung. Ảnh:CNBC Dưới đây là thống kê những tập đoàn gia đình lớn mạnh nhất thế giới. Tất cả các gia tộc trong danh sách này đều có tối thiểu 2 thành viên đang tham...

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...

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