chữa giảm sắc tố da

... Tăng sắc tố da (Hyperpigmentation) Khái niệm: Tăng sắc tố da là một tình trạng một vùng da hoặc móng đen hơn do sự tập trung nhiều một cách bất thường sắc tố da. Các nguyên nhân ... tiểu Nhiễm trùng da do nấm Nhiễm sắc tố sắt: là một rối loạn di truyền thường gặp đặc trưng bởi sự tích luỹ mãn tính sắt trong cơ thể. Xăm chấn thương là tình trạng da tăng sắc tố sau chấn thương. ... Châu Phi sẫm màu hơn có tỷ lệ sắc tố Melanin nhiều hơn, đặc biệt khi tiếp xúc nhiều với ánh nắng da của những nhóm người này thường sạm đen hơn. Tình trạng tăng sắc tố thường liên quan đến một...

... nhang có số lượng tế bào sắc tố bình thường nhưng sản xuất ra quá nhiều sắc tố. Theo hiểu biết hiện nay thì thấy một số vết tàn nhang lại tăng số lượng tế bào sắc tố. Ở người trưởng thành ... thuốc bôi tretinoin 0,1%, mỗi tối 1 lần trong vòng 6 -10 tháng. Dày sừng da mỡ Dày sừng da mỡ là sự quá sản của lớp thượng bì da một cách lành tính. Vùng dày sừng da mỡ thường có màu be đến ... lồ có nguy cơ phát triển thành ung thư sắc tố lớn cũng nên phẫu thuật cắt bỏ sớm. Bớt loạn sản Làm sao biết sắc tố da lành hay ác tính? Một làn da mịn màng, không tỳ vết là mơ ước của nhiều...

... cứu: − −− − Tách sắc tố của cà chua chín, cà rốt, ñu ñủ chín − −− − Phạm vi nghiên cứu: Nghiên cứu tách sắc tố cà chua chín, cà rốt, ñu ñủ chín bằng sắc kí cột và kiểm tra bằng sắc kí bản mỏng. ... 1.5. Sơ lược về sắc kí 1.5.1 Sơ lược về lịch sử phát triển sắc kí 14 1.5.2. Sắc kí bản mỏng 15 1.5.2.1 Nguyên tắc sắc kí bản mỏng 15 1.5.2.2 Các chất hấp phụ dùng trong sắc kí bản mỏng ... 3.1.1 Chạy sắc ký bản mỏng dịch cà chua chín 30 3.1.2 Chạy sắc ký bản mỏng dịch cà rốt 31 3.1.3 Chạy sắc ký bản mỏng dịch ñu ñủ chín 32 3.2 Kết quả chạy sắc ký cột 33 3.3 Kết quả chạy sắc ký...

... thuê đất). Trường hợp tiền thuê đất sau khi được giảm vẫn lớn hơn 2 lần so với tiền thuê đất phải nộp của năm 2010, thì tổ chức kinh tế được giảm tiếp tiền thuê đất của năm 2011, năm 2012 đến ... về thu tiền thuê đất, thuê mặt nước; Xét đề nghị của Bộ trưởng Bộ Tài chính, QUYẾT ĐỊNH: Điều 1. Giảm 50% tiền thuê đất trong năm 2011 và năm 2012 cho các tổ chức kinh tế đang hoạt động trong ... tháng 3 năm 2011 phải xác định chính thức số tiền thuê đất phải nộp. Tiền thuê đất sau khi được giảm theo quy định tại Điều này không thấp hơn tiền thuê đất phải nộp năm 2010 (với cùng mục đích...

... đưa ra các quyết định tố tụng cần thiết như khởi tố vụ án, khởi tố bị can, áp dụng các biện pháp ngăn chặn khác hoặc trả tự do cho người bị tạm giữ. - Đảm bảo cho tiến trình tố tụng được tiến hành ... khó khăn cho việc giải quyết vụ án. Ở mỗi giai đoạn tố tụng nhất định, việc áp dụng biện pháp này còn nhằm đảm bảo thực hiện tốt chức năng tố tụng của cơ quan áp dụng. - Ý nghĩa: Tạm giam có ... hình sự với tội phạm ít nghiêm trọng tối đa là 4 tháng còn thời hạn tạm giam điều tra tối đa là 3 tháng; đối với tội phạm nghiêm trọng thì thời hạn điều tra tối đa là 8 tháng còn thời hạn tạm...

... công nhận của tổ chức công nhận (nếu có); Chủ tịch Hội đồng có quyền xem xét quyết định miễn giảm thủ tục đánh giá tại chỗ của Hội đồng hoặc Nhóm chuyên gia đánh giá đối với lĩnh vực và sản...

... Miễn giảm thủ tục đánh giá Tổ chức chứng nhận sản phẩm cây trồng an toàn, giống cây công nghiệp và cây...

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...

... lời khai; tự bào chữa hoặc nhờ người khác bào chữa; đưa ra tài liệu, đồ vật, yêu cầu; khiếu nại về việc tạm giữ, hành vi tố tụng của cơ quan, người có thẩm quyền tiến hành tố tụng. Trong thời ... định của cơ quan có thẩm quyền trong hoạt động tố tụng hình sự xác định người đó không thực hiện hành vi phạm tội; - Người bị khởi tố, truy tố, xét xử về nhiều tội trong cùng một vụ án, đã ... Người bị khởi tố, truy tố, xét xử về nhiều tội trong cùng một vụ án và bị kết án tử hình nhưng chưa thi hành mà sau đó có bản án, quyết định của cơ quan có thẩm quyền trong hoạt động tố tụng hình...

... tất 16g, tang phiêu tiêu 8g. Các vị cho vào nồi, đổ 400ml nước sắc còn 200ml chia 2 lần uống trong ngày. Công dụng: bổ thận, chữa di tinh, mộng tinh, đau lưng mỏi gối, liệt dương. Bài 2: đẳng ... 400ml nước sắc còn 200ml chia 2 lần uống trong ngày. Công dụng: bổ khí huyết. Bài 3: thỏ ty tử 12g, liên tu 8g, xa tiền tử 10g, câu kỷ tử 12g. Các vị cho vào nồi, đổ 400ml nước sắc còn 200ml ... vừng đen 8g (bọc trong túi vải). Các vị cho vào nồi, đổ 400ml nước sắc còn 200ml chia 2 lần uống trong ngày. Công dụng: tốt cho nam giới lưng đau, gối lạnh tê đau. Bài 8: thỏ ty tử 80g, ngũ...

... Bôi trơn đúng kỹ thuật có tác dụng, giảm lực ma sát tức là giảm tổn thất công nảy sinh giữa các chi tiết chịu ma sát; ã Đảm bảo cho máy làm việc tốt, êm, ã Giảm hao mòn, giữ vững và nâng cao ... H 2 O = 3 Fe + CO + H 2 Quá trình mất các bon sẽ làm giảm độ cứng, độ chịu mài mòn và giảm giới hạn đàn hồi. Nhôm (Al) là nguyên tố hợp kim tốt nhất dùng để tăng độ bền của gang và thép nhằm ... dầu + khí phun lên nơi cân bôi trơn bằng những hạt li ti 0,1 - 0,003 mm. Tự bôi trơn: Hộp giảm tốc, hộp tốc độ cơ cấu bánh răng, bộ bánh vít trục vít. ã Bôi trơn bằng mỡ đặc hoặc dầu có độ nhớt...

... phơng pháp phá huỷ 3.2.1 Kiểm tra cơ tính ã Kiểm tra độ bền (máy thử kéo, nén, ) ã Kiểm tra độ dai va đập; ã Kiểm tra tính dẻo; ã Kiểm tra độ cứng; 3.2.2 Kiểm tra tổ chức kim tơng; ã Soi ... máy ã Dựa vào công suất; ã Dựa vào sự tiêu hao nhiên liệu; ã Dựa vào các dấu hiệu khác : nh tốc độ dịch chuyển, áp lực ép, 3.4 Kiểm tra mức độ hỏng hóc và không hoàn hảo của máy. ã Xác...