0
  1. Trang chủ >
  2. Kỹ thuật >
  3. Hóa dầu >

các phương pháp nuôi cấy và thu hoạch tảo

Các phương pháp tổng hợp và nuôi cấy Lysine

Các phương pháp tổng hợp nuôi cấy Lysine

... chánh.CHƯƠNG 2: TỔNG QUAN PHƯƠNG PHÁP NUÔI CẤY LYSINE 2.1. Khái niệm Lysine 2.2. Các phương pháp tổng hợp Lysine 2.3. Tổng quan về phương pháp nuôi cấy Lysine 2.4. Cơ chế tổng hợp Lysine CHƯƠNG ... izoloxin cũng được tạo thành.2.2. Các phương pháp tổng hợp Lysine Phương pháp thủy phân Phương pháp tổng hợp hóa học Phương pháp kết hợp Phương pháp tổng hợp axit amin bằng công nghệ vi sinh ... kiếm.2.3. Tổng quan về phương pháp nuôi cấy Lysine 2.3.1. Giống vi sinh vậtTrong nuôi cấy Lysine. Người ta thường sử dụng chủng Corynebacterium glutacium vì:Có khả năng tổng hợp Lysine với...
  • 35
  • 978
  • 4
Cải tạo giống cây trồng bằng phương pháp nuôi cấy và dung hợp tế bào trần

Cải tạo giống cây trồng bằng phương pháp nuôi cấy dung hợp tế bào trần

... tính thẩm thấu của mao mạch, kháng Histamin làm giảm tính phản ứng của tế bào đối với kích thích.Tác dụng đối với khả năng thực bào của tế bào thực bào ổ bụng của chuột nhắt nếu chuột ở trạng ... thay thế bởi một kim loại. Có thể kết tủa saccharat khỏi dung dịch bằng rượu. Phản ứng tạo thành saccharat phụ thuộc vào nồng độ của dung dịch, lượng kiềm cũng như lượng saccharose.C12H22O11 ... gỗ của cây me có màu đỏ rất đẹp. Cây me rất phổ biến ở miền nam Ấn Độ, cụ thể là tại khu vực Andhra Pradesh. Tại đây, nó được trồng để tạo bóng mát trên các con đường, tương tự như cây sồi....
  • 46
  • 2,185
  • 7
Nghiên cứu nhân giống các dòng Bạch đàn lai UE35 và UE56 giữa Eucaliptus urophylla và E. exsertar bằng phương pháp nuôi cấy mô tế bào

Nghiên cứu nhân giống các dòng Bạch đàn lai UE35 UE56 giữa Eucaliptus urophylla E. exsertar bằng phương pháp nuôi cấy mô tế bào

... nhân giống 2 dòng UE35 UE56 của bạch đàn lai giữa (E. urophylla x E. exserta) bằng phương pháp nuôi cấy mô.  Tạo ra cây con hoàn chỉnh bằng phương pháp nuôi cấy cho các dòng UE35 dòng ... tài tốt nghiệp Nghiên cứu nhân giống các dòng Bạch đàn lai UE35 UE56 giữa Eucaliptus urophylla E. exsertar bằng phương pháp nuôi cấy tế bào . Sau thời gian học tập hoàn thành luận ... tiễn nhu cầu khoa học nêu trên, chúng tôi tiến hành đề tài: Nghiên cứu nhân giống các dòng bạch đàn lai UE35 UE56 giữa Eucaliptus urophyla E. exserta bằng phƣơng pháp nuôi cấy ....
  • 119
  • 2,570
  • 6
NGHIÊN CỨU NHÂN GIỐNG CÁC DÒNG BẠCH ĐÀN LAI UE35 VÀ  UE56 GIỮA EUCALYPTUS UROPHYLLA VÀ E. EXSERTA BẰNG  PHƯƠNG PHÁP NUÔI CẤY MÔ

NGHIÊN CỨU NHÂN GIỐNG CÁC DÒNG BẠCH ĐÀN LAI UE35 UE56 GIỮA EUCALYPTUS UROPHYLLA E. EXSERTA BẰNG PHƯƠNG PHÁP NUÔI CẤY

... tài tốt nghiệp Nghiên cứu nhân giống các dòng Bạch đàn lai UE35 UE56 giữa Eucaliptus urophylla E. exsertar bằng phương pháp nuôi cấy tế bào”. Sau thời gian học tập hoàn thành luận ... ĐẶNG NGỌC HÙNG NGHIÊN CỨU NHÂN GIỐNG CÁC DÕNG BẠCH ĐÀN LAI UE35 UE56 GIỮA EUCALYPTUS UROPHYLLA E. EXSERTA BẰNG PHƢƠNG PHÁP NUÔI CẤY MÔ CHUYÊN NGÀNH: LÂM HỌC MÃ ... suốt quyết định sự thành công hay thất bại của quá trình nhân giống. 1.6. Bạch đàn urô (Eucalyptus urophylla) Bạch đàn liễu (E. exserta) 1.6.1. Bạch đàn urô (Eucalyptus urophylla) Eucalyptus...
  • 119
  • 622
  • 0
NGHIÊN CỨU KỸ THUẬT NHÂN GIỐNG VÔ TÍNH CÂY LÔ HỘI BẰNG PHƯƠNG PHÁP NUÔI CẤY VÀ PHƯƠNG PHÁP GIẤM HOM THÂN

NGHIÊN CỨU KỸ THUẬT NHÂN GIỐNG VÔ TÍNH CÂY LÔ HỘI BẰNG PHƯƠNG PHÁP NUÔI CẤY PHƯƠNG PHÁP GIẤM HOM THÂN

... nghiên cứu thảo luận 434.1. Nghiên cứu kỹ thuật nhân giống cây hội bằng phơng pháp nuôi cấy in vitro 434.1.1. Nghiên cứu kỹ thuật tạo vật liệu khởi đầu in vitro 434.1.2. Nghiên cứu kỹ thuật ... phơng pháp nhân giống tính bằng kỹ thuật giâm cành, giâm hom. 262.4. Kỹ thuật nuôi cấy mô, tế bào ứng dụng trong nhân giống tính cây trồng 273. Đối tợng, nội dung phơng pháp nghiên ... Nghiên cứu kỹ thuật nhân giống tính cây hội Aloe vera Linne.var Sinensis Berger trên cơ sở đó từng bớc xây dựng quy trình nhân cây hội bằng phơng pháp nuôi cấy in vitro giâm hom...
  • 108
  • 1,680
  • 3
BÀI GIẢNG CÁC PHƯƠNG PHÁP ĐO ĐẠC VÀ THU MẪU KHÔNG KHÍ

BÀI GIẢNG CÁC PHƯƠNG PHÁP ĐO ĐẠC THU MẪU KHÔNG KHÍ

... muốn thu mẫu hạt có kích thước nào);- Màu sắc (đối với phân tích quang). LY MU KH TH NG (tt)ãÊ?o\ôĂ IMPINGER SỦI BỌT CÁC PHƯƠNG PHÁP ĐO ĐẠC VÀ THU MẪUBÀI GIẢNG ĐO ĐẠC VÀ THU MẪUKHÔNG KHÍ ... lấy mẫu khí bằng cách hút khí vào, hướng dòng khí thay đổi ở miệng vào của bộ phận lấy mẫu. Tùy thu c vào quán tính của hạt, không phải tấtTùy thu c vào quán tính của hạt, không phải tấtcả các ... phản ứng giữa sol khí mẫu không khí cần đo -Ví dụ, nếu ta cần lấy mẫu đo HF đầu lọcở miệng vào chứa sol khí mang tính kiềm, HFsẽ nằm lại trên đầu lọc không vào hệthống đo ...
  • 60
  • 1,530
  • 5
Bài giảng Các phương pháp nuôi cấy tế bào: Bài 1 - ThS. Nguyễn Thành Luân

Bài giảng Các phương pháp nuôi cấy tế bào: Bài 1 - ThS. Nguyễn Thành Luân

... trùng các cơ quan, mô, tế bào thực vật trên môi trường nhân tạo được kim soát. 5 /17 /2 013 15 Các dạng nuôi cấy tế bào Nuôi cấy tế bào vi sinh vật  Nuôi cấy tế bào vi khuẩn  Nuôi cấy ... công nghệ nuôi cấy tế bào? Công nghệ nuôi cấy tế bào ngày nay khác với công nghệ nuôi cấy tế bào ngày xa xƣa nhƣ thế nào? Mục đích của nuôi cấy tế bào hiện đại? Lịch sử hình thành “Mọi ... NHC LI 5 /17 /2 013 1 CHƢƠNG MỞ ĐẦU GIỚI THIỆU MÔN HỌC ThS. Nguyễn Thành Luân Email: luannt@cntp.edu.vn KHOA CNSH & KTMT BÀI GIẢNG CÁC PHƢƠNG PHÁP NUÔI CẤY TẾ BÀO ĐỀ CƢƠNG MÔN...
  • 24
  • 913
  • 3
Bài giảng Các phương pháp nuôi cấy tế bào: Bài 4 - ThS. Nguyễn Thành Luân

Bài giảng Các phương pháp nuôi cấy tế bào: Bài 4 - ThS. Nguyễn Thành Luân

... src="data:image/png;base 64, 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 240 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 447 /dzMz7PV/x3P09/eXFpxOp8vlsizr5OSkWCy6XK5er6dFMIPBICuA3bZ61Gg0zs7OlE4dDke321Xbp2VZCwsLgUCg0Wicnp72ej2K 641 cLpfT6czn88fHx51Ox+Vytdvtfr+/uLj4EUfbu93uTCaTTqd7vZ7T6dSdEgqFVHccj8ej0Wh1dfUzXTR2MpnkcrmnT5/qIRAKhTTWiKvxo/x2NJvN09PT6XTq9XrH47HWaRgMBhrV5vf72+12Pp+fyWDT6bRWqz19+rRWq3m93kgkorYnihT4/x7jFAEgGvTVbrfnB6x7vV79V4WB0WjU7XbNJAr7T47pRXl/P4e9Xq9Wq6mtOhgMLi0tbW9vq47CSTSJzufzDYfDWq2mQhuNRn6/315ElmWdnp6Wy2Wn09lut8fjscvl+vrrr/P5/NnZmcfjcblcCwsLxWKxXC6TA29iPB5Xq9XRaKSVHhKJRCqV2tzc/IjzfDQz+4svvphMJoVCwel0ut1uNUaMRiOPx7O7u7uzs/OZTgYYjUYvX760LCsWi3k8ns+xF+I3w7Ks8/PzYrHodDo7nc5gMEgkEtvb25VK5eTkpN/vawbX5eXl+vq6fbLceDw+Pz9vNpvxeFyRnrQJEFSAKyQSia+//np+1a9er3dxcTGdTs3kTsuyLMtaXV0NBAIztaJIJJJMJjUo6z1VvAKBQCqVarVa6+vr9+7d83q9n+CE 74/ L6/Vubm46HA77ql/r6+szI7iCwWAqldIgJa/Xu7W1tb6+vri46PP56vX6cDgMBAJ+v19jzQkqb6TVwzR8bm9vL5PJmIn1H/eoEonEt99+WywWS6VSu92eTCZ+vz+ZTCYSic96yvJkMun3+z6fz+12c31+dHoyqwM2lUrdv38/kUgsLy/7fL5qtaqJUppJaH+eaBU+j8ejFi7SJkBQAa7m9/u3trbm91Gp1Wrlctk+Yngymfh8vt3d3ZnJjlqb9Zo5zRow1u12NZVFI7N9Pl8gEJgPG5qXbN5NvQRutzsajf7hD38YDodm/rc9XKlS7nQ6h8OhJq7oj+rquaY2oxnkpptIs0TMHJt+v68h1+o10hpc1y/LM5lMLMvS/iSj0cjlcvn9/mAwqMPQIkXmV9ntdr9xQrOW5dUKTuYN/X6/vq/9ldrHY2dnR+8/nU5dLtdMp5PP59vZ2VlfXx+NRqasLi8vNd96ZWVFUzhcLtfM+2v/DVO2eoHa6YfDoSYJaOMOHZ72fTNfQUPwLcsaDodOp9Pj8QSDwXc+mVtlNRwOZ/ZauX7lNHU9aYu64XC4sLCgU6b+peuvap3oSCSyubmpYWDNZtPj8ejavtW3m7kUdUnrUhyNRoNXJpOJLkVNb3jdpWh2NAqHw263W1ed7juPx6OetPnDm7n73G63mdJjzrJlWTr7Pp/P7/dfH8nG47EuXd1Euut15ShR2289VVuvubnMLXnl+hCa4aBjtv9XTZbTTaQ1OdTFpItQy+vNfKj+ibnadQkpupuFEzT7y34lv5PUpKtRhabRmF6vVx8xX9QzzxNzV17/MhW12+2emcN2zeNI4XDmxbo+NzY2stnsaDRSiWkNcafTubS0lE6ndf1oDqTeWddSp9PRt5v5lE6nozto/vkGEFSA36krfw80BGjmh0TLsF7ZlfG6JrHRaKRxRJeXlxpr5HA4VNNaXV1dX18Ph8P28QDValVzZPVxHo9nc3NTtUAtZjX/Mv1qamjBxcVFtVrVwbhcrqWlpd3d3WvG4luWdXBwkM/nVSNxu90bGxubm5vD4fDy8vL8/LzVaqkupemh8Xh8c3MzmUxeWT/T3sxnZ2etVkvVKdV60+n0+vp6PB6vVCqHh4emxyMSiTx69Cgej19TZSkUCmdnZ/V6XaWnufKRSGRtbS2bzdqr4OPxuFQqHRwcmPf3+/337t1bWVkxp1j1nslkUiqVLi4uWq2WKqaquwQCgXQ6vbq66vf7Z85yu93e399vNps6g8FgcHd3N5lMasZLvV5vtVrKUYFAIBaLbW5uptNpt9s9Ho8bjcbJyYl2idGaAW63O5FIbG5uquX1XV3JzWbz+fPnjUbDBOyFhYVgMLizs3PlxHHVmXq93tnZWT6f7/V6GsHl8/k0gksTOeYroFrRrlqtFgqFdrut6q+28nC73drnZ2VlZWlp6ebf7nWXomVZFxcXFxcXqtupkzMSicTj8Y2NjWQyeWXeaDQa9Xr94uJCpaG5ZDo8t9sdj8czmUwmk7GP7ptOp+Vy+eDgQIsX6/p88OBBJBKpVqvn5+e6CFVEynJra2tra2tX1imVbC8uLs7Pz80ZUYtDIpFYX1/3+/2Hh4elUsmskZBMJq+/W+v1+v7+frvd7vV6kUjE7K3k8Xh 047 vd7mQy+fDhQ+2GPplMut1uLpfL5XLdbleXuu5KbW8aj8fj8fjKyko8Hrfn6mq1enp6ap4kXq93Z2dneXm51WqVSiXtxqMbQd9obW1tcXExFou9ZU/adDqtVCrn5+e1Wq3ZbJospI+YKWo9Wq+/3x2vtjQxL1NrhVKE/TsuLCyEw+G9vb1kMjl/YLVabX9/30z3X1hYiMViDx48iMfjytLlcllXiLK0rjQ9+lZXV4PBoNnJp91u66qo1+v2znkt7PHkyROdlwcPHtxqFymAoALgLr+71Wq1VCppHVg 14+ 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 447 S/Tr2a329UwrXA4rGZsjRK5fr1L1ftVR1H1q1qtfv/9971ez+/36/3Nb7PmIheLxR9++OFPf/qTvelxMBjs7+8fHh6quVr9UfZm+2q1+sMPP+j3WHuWa+cEzRWZ53K5yuVyuVzWvigajm+OZDwedzqdn376aTwe37t3zwQzzZSIxWJ6fwUGM6hvMplcXl7+/PPP7XZbnQb28Spmxd5yuVwsFqvV6ldffaWNAvUFtc2LKk/qJDk5ObEsKxqNahyRmQ6rHU6+++67dDpdKBR6vZ4G7Jlgqc6iTqfzj3/8Q6PO3nLKxHA4PDk52d/f13gks3p1o9FIpVJXdjtobaJ//vOf0+lUQ2vM4TlejZbZ39+fTqdbW1tmm/lOp3N+fv7kyROn03nlwCFTAt1u96effhqNRjOR7yaXoi5pXYqqU4bD4ZnbR6u7Wpb18OHDTCZjNoepVCo//fSTtklJJBJ6N/tZNkMQnz592uv17t27l0wmde76/b52CNXtoA0uLMsaj8f2s2yOodvt/vzzz8Vi8Q9/+IPp8JxOp/l8/ueff 240 GrrM7EeuHHh5eVkulzX32uVy6U5 /49 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 34/ 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 +4/ /+A+N41Ib/3A43Nra2t3dVbFPJpNQKBSNRjVnw+FwuN3ue/fuPXr0SMU4Ho9XVlb+9re/jUYj3bY616Y3YJ5lWZPJ5Ntvv9VKbuZRViqVFMn0KSqHuz3B1Ffz9ddfb21t6Xy1Wq0XL 148 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 648 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 543 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 142 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 343 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 +4/ 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 549 a7fbtx5R8Xq9nU4nnU4fHR0dHR2pj9Dr9YbD4XA4HIlE3qYlpGdTR6Pf7w8EApPJpNls7u/vLywsxGKx30Z33Xg83t/fL5fL5iqk0+lkMpnNZm8eVJrN5tOnT23bNtsXpFKpVCp1OaiMRiNdrOl0qjbEdDrtdDovXrxYXFz8NM/qdDqtVqtPnz4djUb6F7/fPxqNMpnMTW4wx3Hcf67baTqdZjKZW7eN1LQyN6ff73ccx9yc8Xj8I56rVqulQZXT09NEIqEbaTKZNBqN4+Njy7I8Hk+/3/8NfIPZtt3tdv1+/w0j6yfCtu39/f1araaeHY/HE4vFptPpZ7rfiOM4Jycn9Xo9GAyar5RKpTKbzbLZbDqdfm0nS6fTCYVC6XSa+mAAQQX4/38hOp1Ou92ORCK3rsriOE6j0RiNRo1GIxAIhMNhDX10Op1Op1MoFG59eH6/P5fLbW9vt9vtyWRiWVa/ 34/ 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 745 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 /46 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 148 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 346 OTnRMMvlsTtNjRuPx/V6/b//+7/v3Llz9+5dNbI10c7c8P1+v91u//jjj8PhMBKJ6JvHvS58OBzW6/UffvjhT3/60803aZ27G/1+v4KHbi33S5gbcjAYfPfdd6lUyowXeb1ek6U7nY5lWZfLNCvCmb0Uu92uBmEU9vTx1NtUFY14PO6+0Pq2GY1G5rvFsqzBYKAqLD/99NPFxYUGnOc+RIqmlmX9+OOPjUbjq6++UtE5c27Nd4IysO5VjVhalsUyORBUALwvPp8vGo2ORiOzlaSmtnv+95282+32/v5+Pp83tcXMFBr9jyuf3Ew/MI0z9+te/sfr2wfuvwoGg8PhMBQKqWqTul29Xq8eYOa112q18/NzLRJQK/nRo0eNRkNzP0zvpuaMafVINBq1LEs94iazmfdy+expObtpMejsmSPRk7RarePjY1P9zEyE06IC0wIwjZWTk5Pd3V0zpV5Pq4PUk6tZqUGbn3/++dtvv9WW0u5n9ng8oVBIRY3V9FF/s8/n05Nocrn6TdXCNluLaL6NJg5lMhkNTeTz+WKx+DY3m+M4BwcHe3t74XBYIxjT6dSyLMuytra27t27F4lEbNueu+4aSTAbaWscxvdSNBrVGd7d3c1msxqXs2378ePHzWZTAcDcIbrZzJ/rAgUCAUXTVCp1/c7c7hvbfSsGAoHRaKRIafZmMRPMNEyhI0yn04o3nU7nl19+abfbqVTKjJWZOuM6+Tr/ev7Dw8PZbPbNN99oXEu3q15C94NKgZuncl9oLYcYDAaHh4eazaW0U61Wf/755+l0aroS3IehJOk4jmpk673cvOiTeeSVj3eHh8PDw5OTk1Qqpea4jsG9JMasVAkEAt1ud3d3d2FhQbfi5Rteqy/0HvVezHnQMEIkEtEAoxYF3SKo6AtTf66XcB+DPlaaWbq9va3RCff10oPnVhu6T9rcw/x+f6FQODs7G4/HiqCRSKTVapXL5VKp5O47sCzr4uJC6+L0cRsOh6lUKhqNPnny5OLiQinafMzdX+MaFxqNRkdHR7FYbGtry3x7Xzm12Bw8KQUEFQDvkRpD6iGzbVsjG1qTavZf16rlVquleQ6fwmEHg0FV9NeyZrN+Q+uG9eOqOdnVanVtbU2FNRuNRqVSicViaryaPnWtPPZ4PAoAsVjM7Nn82rOnpqHKr5nVKaFQyGQMtYbr9fqr5jXNtVSazebR0ZGaI6bha1mWLo37ybU+uF6v12q1K/cDUYUAtdi0hkfPEI/H1UTTVBydqMlkYpYoaLKH2jQ6Eu3GXSgUbr1SZTKZ9Hq9w8PDYDDoLlpg23Y6nd7Y2Ljy5Og6qmml2SZa+xGJRHTf6gGhUKjT6WhioWJArVbTW9NswOFwqP57c9VMnQPz59pd8Y1/pQIBdeerpWg+QWb9t+flAnStNUomk7rK7XZb70JpWaN2Ov/6cw1x6HJ4vd56va5d6q9sOquVrycxq1y0sFsHEAqF+v1+s9lUtp9MJufn55q0ZlKKPk0qDKVj0Kr6N603oLM6HA518O7VGiozYG7FwWCgbn4dvxbHDwYDsz5ed7sCv3ofer1ep9MpFApXXot4PK6b2awp1z+aVRb6PGqRxu2Ciu4cjQXpJdyXW7EqGAzWarVCofBOJkwmk8lwODwajXSn6VXa7bZGS9xBRanSfOI0PmPb9vn5uSmLopNsStjrPtGXgGbKKTcqnY5GIwU893em4zjqAVFpdX5GQVAB8H6ziiaHRKPR7e1tzRMol8udTsfMOwqFQpp+Y5qYt6afPbNx4e2eRE2fbrer3tNcLjeZTNrtdrVaTSaT6oNX3KrX63pr4/H4xYsXpofe83LHZa/Xu7S0tLCwoDZTu92ORqPxePwmLTMlIsuybNvOZDLqhqzX61pfqwlp6vVvtVq9Xu+179e27b29vXq9rkkjpqyQLo16ahuNhvrv1TwajUYHBwelUmlu+YHn5TyNwWDQ6/Xy+XwulxuPx7Vard1um6EG9ZQPBoNut7u8vJzJZFQOqNVqpdNp92hGvV7XpPlbXC+t5j88PLQsy0zEGg6HnU6nVCrduXPHTOi/8oYZjUbdbjccDq+trcXj8U6noxrN6iFWS73dbtdqtVKppKlimiioBrHyw8rKSi6X00IpLRHOZDJqH0cikU6n0+/3bx311UZUV7Q+QWdnZ5PJRHFaGbjf76uFPZ1Oa7Wa3ppa7b1ez+Px5PP5xcVFj8ejAgCDwUBDYbqTbdue24zPnQo8Hk+r1YrFYsViMZVK9Xq9er3ebrfN3CS1RCuVytramoYmTk9P3fsvaYpjNBrd2NiIxWLqs7csSxu2vlFQCQQCGxsbR0dHGudRk9fj8TiO0+l0otGo6jSoGIY28dDOS7rQ8Xj87t270WhUUzHb7bYmjOlW9Pl8rVbLDEXOfS14vd5erzcajVKp1Pr6utfr1aoMzUMzQ0ydTqfX612/Lu6aj7y+bTKZzPr6ut/v73a75+fn0+nUDD2Fw+FGo1GtVrPZ7DsJKktLS1p8oo4Y03dgorVuKq1D87ws/6UiBMfHx1q6Y+aa9vv9XC63tLTk9XorlUqtVtOkQYW6Vqv1/Pnzr776anNzU0uVNCtYQUW3umJPPB438y0BggqA98JxnF6vl8lk/vCHP2gSvHpb//KXv6iUrZm7pbqibxlUwuHw5ubm+fl5u93WlhG320RMfa7fffddPp836zu///77crlspglp5xmFIi1rUYer52Xdnlgsdv/+/dXVVa3cbbfbh4eHz 549 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 048 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 34+ 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 /48 Go2ajQ41vUr1hfUdEolErl/L9PaB8027SN7mO/NVm6hcP9UqEAgUCoWjoyNNXFR0aTabjUZDW0xqJZtWHKVSKU19dL+Wqanw2q8U/dVNOmsAggqAz5XZtsL9j1rQrDXiKysrKu9zu+bCzVsk+nl2r+vQKMTlcKUlBzdsmZkN2t5VLNEOjOZftKn5axeHzGazTCbzNtvGv+8JHtonZDgcalKT2nmRSKRer6tc1fXn8I0aytPptFKpaMMc9T2bfVQ0jBaPxyORiIoruAtS3TqoKE/e/G8nk8np6anKYamgreM4tm2rXR4IBLSivdlsas/4d34RtV2G+07z+XxXTh00cybf 042 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 242 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 549 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 949 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 648 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 ... CHO ã Các loại đường rượu: chứa chức -OH 4/ 01/2013 1 BÀI 4 CÁC QUI TRÌNH KIỂM TRA VI SINH VẬT TRUYỀN THỐNG VÀ PHI TRUYỀN THỐNG Lớp phân tích vi sinh GV: ThS. Nguyễn Thành Luân luannt@cntp.edu.vn ... src="data:image/png;base 64, 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 240 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 447 /dzMz7PV/x3P09/eXFpxOp8vlsizr5OSkWCy6XK5er6dFMIPBICuA3bZ61Gg0zs7OlE4dDke321Xbp2VZCwsLgUCg0Wicnp72ej2K 641 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 74/ 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 047 vd7mQy+fDhQ+2GPplMut1uLpfL5XLdbleXuu5KbW8aj8fj8fjKyko8Hrfn6mq1enp6ap4kXq93Z2dneXm51WqVSiXtxqMbQd9obW1tcXExFou9ZU/adDqtVCrn5+e1Wq3ZbJospI+YKWo9Wq+/3x2vtjQxL1NrhVKE/TsuLCyEw+G9vb1kMjl/YLVabX9/30z3X1hYiMViDx48iMfjytLlcllXiLK0rjQ9+lZXV4PBoNnJp91u66qo1+v2znkt7PHkyROdlwcPHtxqFymAoALgLr+71Wq1VCppHVg 14+ 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 447 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 240 GrrM7EeuHHh5eVkulzX32uVy6U5 /49 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 34/ 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 +4/ /+A+N41Ib/3A43Nra2t3dVbFPJpNQKBSNRjVnw+FwuN3ue/fuPXr0SMU4Ho9XVlb+9re/jUYj3bY616Y3YJ5lWZPJ5Ntvv9VKbuZRViqVFMn0KSqHuz3B1Ffz9ddfb21t6Xy1Wq0XL 148 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 648 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 543 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 142 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 343 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 +4/ 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 549 a7fbtx5R8Xq9nU4nnU4fHR0dHR2pj9Dr9YbD4XA4HIlE3qYlpGdTR6Pf7w8EApPJpNls7u/vLywsxGKx30Z33Xg83t/fL5fL5iqk0+lkMpnNZm8eVJrN5tOnT23bNtsXpFKpVCp1OaiMRiNdrOl0qjbEdDrtdDovXrxYXFz8NM/qdDqtVqtPnz4djUb6F7/fPxqNMpnMTW4wx3Hcf67baTqdZjKZW7eN1LQyN6ff73ccx9yc8Xj8I56rVqulQZXT09NEIqEbaTKZNBqN4+Njy7I8Hk+/3/8NfIPZtt3tdv1+/w0j6yfCtu39/f1araaeHY/HE4vFptPpZ7rfiOM4Jycn9Xo9GAyar5RKpTKbzbLZbDqdfm0nS6fTCYVC6XSa+mAAQQX4/38hOp1Ou92ORCK3rsriOE6j0RiNRo1GIxAIhMNhDX10Op1Op1MoFG59eH6/P5fLbW9vt9vtyWRiWVa/ 34/ 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 745 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 /46 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 148 GBuhxMd/PPnz8/Pzy3L0mKPYDColnqn01lcXMzn8ycnJ5Zl6bX0NtPp9KuCimVZh4eH+/v7moCnYQrHcVqtVrPZtG37d7/7nTmM2WzWarXOzs7MbG+1VueC0Gg0Oj8/f/r0qZayqKdTfZmDwUCJYnl5eWtry73xnG3b7nOrKguhUEghZDKZ6PBms5njOMfHx7Ztb2xslEoly7KePHlSLpfNAJfH43EcR9lGV/9dlZRVsdr9/X21k8wtNJlMxuPxlUFFmz9oq01dL9PTf3BwYFnWl19+mUql5rrn2+323t6ehhx1t+jS6LRokKrRaHS7XaXEG05PGo1GZ2dn1WpVj9coSjqdbjab2sdTr6WbqtvtdrvdSqXy4MGDUqnkfgld9+fPn2sFs9qCemuqkDEcDs/Ozur1umVZOzs77q7uWq2mi6UCG91uN5fLNRqN58+f93o9JY1gMKgLfXZ2po/YnTt3tJDanSi0a43qR+vS6+ScnZ11u13VgDo/PzdXqtPpLCwsuBviV16v09PTVqultqxpxWqISTmz2+3GYrGlpSUtxDo4OCiXy9qIUElSK+91KtrtdqvVarVa+kQr8ulJLt/wsVjs9PS0UqmMRiPztTCdTpvNZqfTqVarDx48yOfzb9O2nkwmx8fHBwcHunDmJfRGbNt+8OBBLpe78nrpOOPxuPoI3HesbiEFDL2KhrU1LdD8ebvdjsViShdz8andbh8dHbm/ctvtdj6fX15eNie51WrpTtNpdBxHW0A2m83hcLi6uqqbxHyZaHBPT6hyhRq3UdSJx+OXC4UBBBUA74zf7z89PT06OvL7/WZbPbO7/Hg87nQ6f/vb37799ttisaifK3VOZ7NZU4Zfc2nmfjU1K8M8p55K81I0Jcb8TM797ZWtw+FwqFW5Ho9He2toPCQSiWiamfltVovh7OxsNBr9y7/8i/k51/56P/zwQ71ej0Qiamy528oaGFHycb+WZkNdXg2iv93d3dX6bJ0Q92E4jlOWoqiEAAAgAElEQVQulweDwR//+Edtk6LO4+l0qgdrHr+ZoGKa8k+fPn327JnGGXSQc3O0BoPB8+fP6/X673//e7ODnibwmHNrWVar1fr1118ty4rH43OTuEajkVonlUql0WjYtp1MJtVcNq/lOE632/3++++3trbu37//9qWQlYi0T7wqbqnR0+/3S6VSKpW68iQr8mngzj22o5HAi4uL4XB479691dVVk6Wbzeb333/fbDbD4XAmk1GGmYusmhV2eHjY7/d3dnbmgsQ1jVTbtsPhsO4r3fyPHj2yLEsb4bmnXOol+v3+Dz/84PV6i8WiXmIymVxcXDx//vzi4iIajWazWZVgcr81xd3BYPD48WPbtre3txcWFnTGBoOBKoYp1Wjzyl6vp+Jac3M1VUT7119/HY/HX375pYlz4/H45OTk559/1t07N5toPB5rGFOz2sygk7L39WsV9FHS8mv3revz+eLxeCwWm0wmrVZLwz79fv+nn 346 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 549 MxPhXkvd/Gtra7/73e+0Gt627ePj459++sl0RQcCAZ1k98L3K7Xb7UqlYsrdKkAmk8lvv/1WTfnhcFitVv/6178Oh0OVLlXDotlsXpmCtPxjc3Pzq6++UnWvVqv1H//xH+Px2Cx90bFtbW199dVXOg/Ly8uPHj3q9/tqFWlyiNbO3iKoaI+5x48fK1/pxI5Go06ns7S09PXXX89Ntb8ccnq9XrFYvHv3rqp7jcfjw8PDx48fDwYDBRV1t2vUSMNEyWSy3+/3+32d8AcPHuzs7JgiAblc7tGjR5o9qDeoc3uLW1EnUOvdNzc3dYkdx3n27Nkvv/yiAQHPy6lBZlRHK6DUZNR/+uMf/7i8vKw7WVMx9/b2RqORGdV0FwSfo4oUmUxGK7LU7m+1Wv/5n/85GAzUxNd9aAYBarXacDg0Z15vYWtra2trS3MUteBhd3fXpJ03Cir3799fX1//y1/+0u12TYRWaax///d/V6PZ7/c3m03VIWg2mxr6K5VK9+7dW1xcVFBfW1v79ddfK5WKWe6iU6GBtSu/zUaj0ddff10qlTT+sLa29ve//92s7NfXgiox3OLrS+NOvV6vUCh8++23OreO4zx58uTx48eaC6qX6Pf7vV7vhmOz1wuFQisrK41Gw3zqw+HwYDCoVComJ4zHY837ctd42NzcVGeN+d7TQNDm5ubDhw91qFtbW7u7u/v7+4PBIJFIaFxai9YePHiwtbX1ww8/lMtl80a 048 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 34+ 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 /48 Go2ajQ41vUr1hfUdEolErl/L9PaB8027SN7mO/NVm6hcP9UqEAgUCoWjoyNNXFR0aTabjUZDW0xqJZtWHKVSKU19dL+Wqanw2q8U/dVNOmsAggqAz5XZtsL9j1rQrDXiKysrKu9zu+bCzVsk+nl2r+vQKMTlcKUlBzdsmZkN2t5VLNEOjOZftKn5axeHzGazTCbzNtvGv+8JHtonZDgcalKT2nmRSKRer6tc1fXn8I0aytPptFKpaMMc9T2bfVQ0jBaPxyORiIoruAtS3TqoKE/e/G8nk8np6anKYamgreM4tm2rXR4IBLSivdlsas/4d34RtV2G+07z+XxXTh00cybf 042 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 242 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 549 GowsLC9VqVRsmauhM+52rCaj+bLXqTFPP5/OZsmDv9Qxoql4ymez3+2a3kFQqpXyi9KKd1DW1RslZoVQ1Cd7VYWxsbFSr1U6nowUhmmqohUNqlU4mE1WI0uL7N73BdK/qM2VCYyKRiEQiWsDWbrez2aw2BtGFCIVCyWRyOBweHh7qeFRy190non4QTVr7XL4wU6nU4uLixcWFmWunj/ZoNBqNRh6PJxqNBgIBRUQtObvmC1OVSOr1utl1RxSEFP/cV2F1dbVcLne73VQqpQ9FKpUaDofaHkelOHSBVO/E5/NtbW1lMhnPy9V9wWDQPUswHo9rytlgMGg2myysB0EFwCf2yQwENjY2KpWKftXMD5jZBkE/eI7jaL3HB94c7VUikcj9+/cHg4FZIqymjxr9apaNRqNEImFZ1uUW8Ic5yGQyee/evV6vd3FxoUK66n917/ihxp9K7u7s7Ny9e/czmiaueUelUuns7MxMR4nFYicnJ8vLy8vLy29/c+7s7LRarW63qyX1GiswvcJataxZ+5lMRscQiUS63a5lWR+g+RuPx7e3t//xj390u121AlW12RzhaDRSpTK/369pPIrW9Xr98raet5bNZr/55pu///3vrVZLG8BrhEfHoIas7qtbj+QsLCxojMjskKgxNAXC8Xi8vLxs23aj0dAmKqrOpyTjcVW1VltfaU2hXcf8udzz0Wh0Z2dnPB43m02TCtxfmKpAqK1L1ENxzRdONBpdWVlpt9uj0cgMnqhERDKZXFhYmHt8JpP5+uuv//a3v3U6HaUgdX+4H6NjsG17Op1+8803xWJRt5nX611cXFxYWNB8VF0CsyRmOp1eWeQd+OfBYCLwGuqnnEwm6pwbj8eTyeT6vk+fz+c4juM4GgB51dQsswTiyoel0+mNjQ3NZR8Oh1pbOZlMtFObWvwrKyuhUEgvdP1r3fCdup/qVRVp5h4294rRaHR7e3txcdFxnE6nY1mWbdtq8Xc6nclkUigUlpeX52qqKsyYeTjm+bVo+1VnzzxMZZ3cG8l7PB6dWJ23uZXfsVhse3tbS2bVUHNctGuhWtX5fH5zc9O02HQw7pvhyhPuvmHUzrjyMeYg9bo371DX3Dn388/9bSAQ0EnWFMHRaKT2cb1e18G4//xV97P7YVpeYvbVzmazGxsbjuP0+331vqtCqx7f6XR8Pt/y8rLf7x8Ohzq9mvFi2/ZN5hTNfeJeteHjqx6mVy8Wi6pRZo5faVkXNxqNFgoF8wZ1k+he1fOoZXn9Kbr+YZoMubOzo0UyuqMGg4EOQJXENzY2NEnJNGff6CMcj8d1oc3b1L1kthCJRqObm5taXK6dZNS7oe1Bu93uaDRKp9ORSETvXe9iNpspyOlTaU7yq75hLn9J3vxd3PAzNfeFOfcwn8+3sLCwtbWldzoYDMy3pXocut2uz+fTAj/318uVE1AVsBOJhHvzeF1obZ9y+fG5XG57e9vn8/V6PXMtJpOJlsWbYxiNRqurq2Ytvt5+PB4vFouz2cyyLPf3vP7H3M6hwD9dvy2nALj+RzQej5dKpRcvXphdESKRSLFYfFUXeyAQWFlZOTw8NIMG6XQ6n8/PDXqYOpiDwUC/Q3MPi0Qid+/ezWaze3t7jUZDfa76bVbx084nQuEAABMTSURBVPv37xeLxXA4fHJyotfyer25XC6bzd7inSaTyUKh0Gg09Db1o27KCrsbRqVSqVKpmIdpYwr9V7WBMpnM73//+1arVS6XtevfbDYLhULq5s9kMmdnZ+7nnE6nwWBQ5zMUCq2srGhARu9oaWlJa4LdfxIMBkulknnjHo8nn89rswiv16vlrb1eTyc2EAjkcjn3e9G7i0ajx8fH5+fn7q3K9QAtMFhcXCyVSu5yBbFYbGVl5fz8XG9fJ1wtcvPkfr+/WCz2ej2zWDaZTObzefdbCAQClw9yZWXlJiNjPp8vn8/XajXz3nU23H+rwkR37 949 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 648 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...
  • 53
  • 797
  • 4
khảo sát các điều kiện nuôi cấy và phương pháp tách chiết enzyme

khảo sát các điều kiện nuôi cấy phương pháp tách chiết enzyme

... viên Nghiên cứu Khoa học lần thứ 7 Đại học Đà Nẵng năm 2010 378 KHẢO SÁT CÁC ĐIỀU KIỆN NUÔI CẤY VÀ PHƢƠNG PHÁP TÁCH CHIẾT ENZYME CELLULASE TỪ VI KHUẨN BACILLUS SUBTILIS INVESTIGATION OF CULTURING ... Enzyme cellulase được tổng hợp nhiều ở Bacillus subtilis có nhiều ứng dụng quan trọng. Trong đề tài này, chúng tôi tiến hành khảo sát các điều kiện nuôi cấy Bacillus subtilis phương pháp ... phương pháp tách chiết để thu nhận enzyme cellulase. Kết quả thu được cho thấy ở nhiệt độ 40oC, pH=7,0 thời gian nuôi 30h, lượng enzyme cellulase sinh ra là lớn nhất. Phương pháp tách chiết...
  • 7
  • 1,004
  • 6
Thí nghiệm vi sinh vật học - BÀI 3 : CÁC PHƯƠNG PHÁP NUÔI CẤY VÀ BẢO QUẢN VI SINH VẬT ppt

Thí nghiệm vi sinh vật học - BÀI 3 : CÁC PHƯƠNG PHÁP NUÔI CẤY BẢO QUẢN VI SINH VẬT ppt

... VI SINH VẬT THUẦN KHIẾT 4.1. Các phương pháp bảo quản giống vi sinh vật 1. Phương pháp cấy truyền định kỳ lên môi trường mới: - Phương pháp này áp dụng để bảo quản tất cả các loại vi sinh ... với vi sinh vật kị khí : Hình 3. 5 : Các dụng cụ nuôi yếm khí a. Bình hút ẩm chân không b. c. Các kiểu ống nghiệm hàn kín Thí nghiệm vi sinh vật học ThS.Lê Xuân Phương 46 III. Các phương ... phương pháp nuôi vi sinh vật : Để đảm bảo sự phát triển của vi sinh vật, sau khi cấy xong phải quan tâm đến các điều kiện nuôi dưỡng chúng. Các điều kiện đó bao gồm: - Nhiệt đ : Tuỳ loài vi sinh...
  • 8
  • 1,430
  • 15
các phương pháp nuôi cấy và thu hoạch tảo

các phương pháp nuôi cấy thu hoạch tảo

... hóa.1.4 Các phương pháp nuôi thu hoạch tảo 1.4.1. Giới thiệu hệ thống nuôi tảo - Môi trường nước cần được khuấy đều liên tục. Các chất dinh dưỡng cầnđược cung cấp là phospho, nito sắt ... tấn công lên men tạo ra các sản phẩm không mongmuốn trong vòng vài giờ. Vì vậy các trang trại nuôi tảo theo phương pháp thủcông nhỏ lẽ thường phơi bằng cách cho dịch tảo vào trong các hộp ... điển hoặc kiểu ống xoắnốc…Hình 1.5. Nuôi tảo theo hệ thống kínSo sánh hệ thống nuôi tảo spirulina hở kín:Hệ thống nuôi tảo spirulina hở Hệ thống nuôi tảo spirulina kín- Chi phí đầu tư thấp...
  • 40
  • 1,357
  • 3
BÀI GIẢNG CÁC PHƯƠNG PHÁP NUÔI CẤY TẾ BÀO

BÀI GIẢNG CÁC PHƯƠNG PHÁP NUÔI CẤY TẾ BÀO

... luannt@cntp.edu.vn KHOA CNSH & KTMT BÀI GIẢNG CÁC PHƢƠNG PHÁP NUÔI CẤY TẾ BÀO ĐỀ CƢƠNG MÔN HỌC Tên học phần: CÁC PHƢƠNG PHÁP NUÔI CẤY TẾ BÀO M học phần: 08220058 S tín chỉ: 2 (2, ... Cơ bản về nuôi cấy tế bào ─ Cấu trúc cơ bản của tế bào và sự di truyền của nó sau khi nuôi cấy. ─ Cơ chế điều hòa và hoạt động của hệ gen đối với tế bào nuôi cấy. Các phƣơng pháp và kỹ ... biết có công nghệ nuôi cấy tế bào? Công nghệ nuôi cấy tế bào ngày nay khác với công nghệ nuôi cấy tế bào ngày xa xƣa nhƣ thế nào? Mục đích của nuôi cấy tế bào hiện đại? 11/27/2013 11...
  • 27
  • 736
  • 0

Xem thêm

Từ khóa: nuối cấy và thu hoạch tảocác phương pháp nuôi cấy vi sinh vậtcác phương pháp nuôi cấy mô tế bàocác phương pháp nuôi cấy mô tế bào thực vậtcác phương pháp nuôi cấy viruscác phương pháp nuôi cấy vi khuẩncác phương pháp nuôi cấy vi sinhcác phương pháp nuôi cấy chìmcác phương pháp nuôi cấyiii các phương pháp nuôi cấy môcác phương pháp bảo quản sau thu hoạchnhược điểm của các phương pháp nuôi cấy mô truyền thốngcác phương pháp nuôi cấy huyền phù tế bàonghiên cứu nhân giống các dòng bạch đàn lại ue35 và ue56 giữa eucalyptus urophylla và e exserta bằng phương pháp nuôi cấy môluận văn nghiên cứu nhân giống các dòng bạch đàn lai ue35 và ue56 giữa eucaliptus urophylla và e exsertar bằng phương pháp nuôi cấy mô tế bàoBáo cáo quy trình mua hàng CT CP Công Nghệ NPVNghiên cứu tổ chức chạy tàu hàng cố định theo thời gian trên đường sắt việt namGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitĐỒ ÁN NGHIÊN CỨU CÔNG NGHỆ KẾT NỐI VÔ TUYẾN CỰ LY XA, CÔNG SUẤT THẤP LPWANQuản lý hoạt động học tập của học sinh theo hướng phát triển kỹ năng học tập hợp tác tại các trường phổ thông dân tộc bán trú huyện ba chẽ, tỉnh quảng ninhPhối hợp giữa phòng văn hóa và thông tin với phòng giáo dục và đào tạo trong việc tuyên truyền, giáo dục, vận động xây dựng nông thôn mới huyện thanh thủy, tỉnh phú thọPhát triển mạng lưới kinh doanh nước sạch tại công ty TNHH một thành viên kinh doanh nước sạch quảng ninhTrả hồ sơ điều tra bổ sung đối với các tội xâm phạm sở hữu có tính chất chiếm đoạt theo pháp luật Tố tụng hình sự Việt Nam từ thực tiễn thành phố Hồ Chí Minh (Luận văn thạc sĩ)Nghiên cứu, xây dựng phần mềm smartscan và ứng dụng trong bảo vệ mạng máy tính chuyên dùngTổ chức và hoạt động của Phòng Tư pháp từ thực tiễn tỉnh Phú Thọ (Luận văn thạc sĩ)Kiểm sát việc giải quyết tố giác, tin báo về tội phạm và kiến nghị khởi tố theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn tỉnh Bình Định (Luận văn thạc sĩ)BT Tieng anh 6 UNIT 2Giáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtĐổi mới quản lý tài chính trong hoạt động khoa học xã hội trường hợp viện hàn lâm khoa học xã hội việt namHIỆU QUẢ CỦA MÔ HÌNH XỬ LÝ BÙN HOẠT TÍNH BẰNG KIỀMMÔN TRUYỀN THÔNG MARKETING TÍCH HỢP