đề kiểm tra tin học ứng dụng trình độ a

31 693 10
đề kiểm tra tin học ứng dụng trình độ a

Đang tải... (xem toàn văn)

Tài liệu hạn chế xem trước, để xem đầy đủ mời bạn chọn Tải xuống

Thông tin tài liệu

Trƣờng Đại học Công nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 1 Tin học A Trang 1 ĐỀ KIỂM TRA TIN HỌC ỨNG DỤNG (Trình độ A) Đề 01 Thời gian: 90 phút (Thí sinh không đƣợc sử dụng tài liệu) I. PHẦN LÝ THUYẾT CƠ BẢN: (Thí sinh trả lời trên phiếu trắc nghiệm). Câu 1: Số thập lục phân 30F1 viết trong hệ nhị phân là: A. 11000011110111 B. 11000011110001 C. 11000011110011 D. 11000011110010 Câu 2: Để truy cập Internet, có thể dùng chƣơng trình nào sau đây? A. Microsoft Word B. Internet Explorer C. Windows Explorer D. Microsoft Access Câu 3: Bộ xử lý trung tâm (CPU) là: A. Nơi nhập thông tin cho máy tính B. Nơi xử lý, quyết định, điều khiển hoạt động của máy tính C. Nơi thông báo kết quả cho ngƣời dùng D. Nơi xuất thông tin ra thiết bị ngoại vi. Câu 4: Bộ nhớ RAM đƣợc viết tắt từ? A. Read Access Memory B. Random Access Memory C. Rewrite Access Memory D. Reading Access Memory Câu 5: Thiết bị nào sau đây là thiết bị nhập? A. Màn hình B. Bàn phím C. Loa D. Máy in Câu 6: Trong Windows XP, tên biểu tƣợng, tên file hay tên foder: A. Không đƣợc dài quá 8 kí tự không có khoảng trắng B. Không đƣợc dài quá 256 ký tự kể cả các khoảng trắng C. Không được dài quá 255 kí tự kể cả các khoảng trắng D. Không đƣợc dài quá 100 ký tự không có khoảng trắng Câu 7: Trong Windows XP, để tìm kiếm file, folder theo thời gian, ta thiết lập trong cửa sổ Search Result tại: A. When was it modified ? B. What size is it ? C. More advanced options D. Other search options Câu 8: Trong Windows XP, Taskbar tự động ẩn khi ta di chuyển chuột ra khỏi Taskbar do chọn thuộc tính: A. Hide inactive icons B. Lock the taskbar C. Keep the taskbar on top of other windows D. Auto-hide the taskbar Câu 9: Khi soạn thảo để gõ đƣợc tiếng Việt theo bảng mã UNICODE, chúng ta có thể sử dụng font chữ: A. .VnArial B. .VnTime C. Times New Roman D. VNI-Times Trƣờng Đại học Công nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 1 Tin học A Trang 2 Câu 10: Trong Ms Word, để chuyển đổi giữa chế độ chèn chữ và chế độ đè chữ, chúng ta sử dụng phím nào sau đây? A. Phím Tab B. Phím Insert C. Phím Del D. Phím Capslock Câu 11: Trong Ms Word, khi ta dùng Tab stop cho văn bản là số có phần thập phân, ta chọn kiểu Tab stop là: A. B. C. D. Câu 12: Trong Ms Word, để thiết lập văn bản chỉ có các chữ cái đầu từ là chữ hoa, ta chọn trong hộp thoại Change Case là: A. Sentence case B. Lower case C. Upper case D. Title case Câu 13: Trong Ms Word, để thiết lập văn bản có dạng chỉ số dƣới, ta đánh dấu hộp kiểm trong tab Font của hộp thoại Font là: A. Strike through B. Superscript C. Subscript D. Double strike through Câu 14: Trong Ms Word, để thay đổi kiểu nét kẻ khung, ta chọn trong tab Borders của hộp thoại Borders and Shading tại: A. Style B. Width C. Options D. Setting Câu 15: Trong Ms Word, để chỉ định số cột cho bảng khi tạo, ta thiết lập trong hộp thoại Insert Table tại: A. Number of columns B. Number of rows C. Fix column width D. AutoFit to contents Câu 16: Trong Ms Word, để tạo dòng chữ đứng dọc trong ô, ta sử dụng chức năng: A. Table Properties B. AutoFit C. Cell Alignment D. Text Direction Câu 17: Trong Ms Excel, để nhập vào công thức tính toán cho một ô, trƣớc hết ta phải gõ: A. Dấu bằng (= ) B. Dấu chấm hỏi (?) C. Dấu hai chấm (:) D. Dấu đô la ($) Câu 18: Trong Ms Excel, để sửa dữ liệu trong một ô tính mà không cần nhập lại, ta thực hiện: A. Nháy chuột chọn ô tính cần sửa, rồi bấm phím F2 B. Nháy chuột chọn ô tính cần sửa, rồi bấm phím F4 C. Nháy chuột chọn ô tính cần sửa, rồi bấm phím F10 D. Nháy chuột chọn ô tính cần sửa, rồi bấm phím F12 Trƣờng Đại học Công nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 1 Tin học A Trang 3 Câu 19: Trong Ms Excel, khi ta nhập dữ liệu vào ô sẽ tự động nằm ở bên phải ô là các kiểu: A. Chỉ là kiểu số (Number, Currency, Percentage, Accounting, Fraction, Scientific) B. Chỉ là kiểu văn bản (Text) C. Bao gồm kiểu số (Number, Currency, Percentage, Accounting, Fraction, Scientific), kiểu thời gian (Date, Time) D. Chỉ là kiểu thời gian (Date, Time) Câu 20: Trong Ms Excel, để thay đổi thứ tự ƣu tiên thực hiện của các phép toán số học trong một công thức ta phải: A. Đặt theo thứ tự từ trái qua phải B. Đặt theo thứ tự từ phải qua trái C. Đặt trong cặp dấu ngoặc đơn D. Đặt trong ngoặc vuông Câu 21: Trong Ms Excel, khi ta lập công thức gặp lỗi xảy ra là #N/A, không do: A. Một hay nhiều đối số (tham số) yêu cầu bắt buộc có của hàm bị bỏ qua B. Giá trị cung cấp cho đối số (tham số) lookup_value của hàm VLOOKUP, HLOOKUP không phù hợp. C. Thực hiện tính toán trên dữ liệu số D. Một hàm đƣợc sử dụng không có sẵn Câu 22: Trong Ms Excel, tại ô A2 có sẵn giá trị chuỗi là 123; Tại ô B2 gõ vào công thức =A2/5 thì nhận đƣợc kết quả: A. #VALUE! B. #NULL! C. #NUM! D. #DIV/0! Câu 23: Trong Ms Excel, khi sử dụng hàm VLOOKUP hay HLOOKUP đối số (tham số) lookup_value không hợp lệ là: A. Phạm vi nhiều ô B. Giá trị duy nhất, địa chỉ một ô hoặc kết quả của một công thức hay hàm khác C. Tên của một vùng D. Giá trị là TRUE hoặc FALSE Câu 24: Trong Ms Excel, khi sử dụng hàm VLOOKUP hay HLOOKUP đối số (tham số) range_lookup là TRUE khi: A. Dùng dò tìm trên cột hay hàng đầu tiên của table_array có dữ liệu đã đƣợc sắp xếp thứ tự và việc so sánh là chính xác B. Dùng dò tìm trên cột hay hàng đầu tiên của table_array có dữ liệu đã đƣợc sắp xếp thứ tự C. Dùng dò tìm trên cột hay hàng đầu tiên của table_array có dữ liệu cần so sánh là chính xác D. Dùng dò tìm trên cột hay hàng đầu tiên của table_array có dữ liệu sắp xếp thứ tự tăng và việc so sánh không chính xác Câu 25: Để kết thúc việc trình diễn trong PowerPoint, ta bấm phím: A. Phím F10 B. Phím ESC C. Phím Enter D. Phím Delete [...]... Time C Keyboard D Display Câu 9: Trong Ms Word, để soạn thảo một cơng thức tốn học phức tạp, ta thƣờng dùng cơng cụ: A Microsoft Equation B Ogranization Art C Ogranization Chart D Word Art Trang 15 Trƣờng Đại học Cơng nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 3 Tin học A Câu 10: Trong Ms Word, tổ hợp phím tắt nào cho phép chọn tất cả văn bản đang soạn thảo: A Ctrl + A B Alt + A C Alt + F D Ctrl + F Câu... số lẻ Trang 22 10 Trƣờng Đại học Cơng nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 4 Tin học A ĐỀ KIỂM TRA TIN HỌC ỨNG DỤNG (Trình độ A) Đề 04 Thời gian: 90 phút (Thí sinh khơng đƣợc sử dụng tài liệu) X PHẦN LÝ THUYẾT CƠ BẢN: (Thí sinh trả lời trên phiếu trắc nghiệm) Câu 1: Trong các số sau đây số nào là số bát phân A 101010d B 101010b C 101010h D 101010o Câu 2: Máy tính cá nhân đầu tiên là c a hãng A IBM... biết đ a gốc hay đ a sao Câu 6(1.25 điểm): TIỀN TRẢ = SỐ Đ A * SỐ NGÀY TH * ĐƠN GIÁ và định dạng tiền tệ là VND Câu 7(0.5 điểm): Sắp xếp dữ liệu tăng dần theo ngày th Câu 8(1.0 điểm): Lọc ra những bản ghi mà THỂ LOẠI là phim "Hình sự" hay "Võ thuật" có TIỀN TRẢ >=400000 Trang 20 Trƣờng Đại học Cơng nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 4 Tin học A Hết! ĐÁP ÁN ĐỀ KIỂM TRA SỐ 3 TIN HỌC TRÌNH ĐỘ A VII... bản, ta thiết lập trong tab Indents and Spacing c a hộp thoại Paragraph tại: A Outline Level B After C Before D Special và By Câu 14: Trong Ms Word, để chia cột văn bản tự động có đƣờng kẻ gi a các cột, ta chọn trong hộp thoại Columns tại: A Presets B Line between C Width and spacing D Start new column Câu 15: Trong Ms Word, để tạo nhiều ơ từ một ơ có sẵn trong bảng, ta sử dụng chức năng: A Table Properties... Lập ra đúng điều kiện:  Rút trích ra đúng kết quả 1.0 0.25 1.0 0.25 0.25 0.25 1.5 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.5 0.5 TỔNG CỘNG Lƣu ý: Chỉ chấm đúng kết quả khi cơng thức đúng Kết quả = (Điểm Lý thuyết + Điểm Ms Word + Điểm Ms Excel)/3, lấy 1 số lẻ Trang 14 10 Trƣờng Đại học Cơng nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 3 Tin học A ĐỀ KIỂM TRA TIN HỌC ỨNG DỤNG (Trình độ A) Đề 03 Thời gian: 90... nhau là: A 1 B 2 C 3 D 4 Câu 24: Trong Ms Excel, khi sử dụng hàm VLOOKUP hay HLOOKUP đối số (tham số) range_lookup là FALSE khi: A Dùng dò tìm trên cột hay hàng đầu tiên c a table_array có dữ liệu đã đƣợc sắp xếp thứ tự và việc so sánh là khơng chính xác B Dùng dò tìm trên cột hay hàng đầu tiên c a table_array có dữ liệu khơng đƣợc sắp xếp thứ tự C Dùng dò tìm trên cột hay hàng đầu tiên c a table_array... table_array có dữ liệu cần so sánh là khơng chính xác D Dùng dò tìm trên cột hay hàng đầu tiên c a table_array với u cầu so sánh chính xác Câu 25: Khi đang làm việc với PowerPoint, để chèn thêm một Slide mới, ta bấm tổ hợp phím: A Ctrl + N B Ctrl + M C Shift + Alt + Insert D Ctrl + Alt + Insert Trang 26 Trƣờng Đại học Cơng nghiệp Thực phẩm Tp.HCM – TT CNTT Trang 27 Đề số 4 Tin học A Trƣờng Đại học Cơng... B Ch a tạm các file hoặc folder bị x a C Tạo các file và folder bất kỳ D Chỉ ch a folder bị x a Câu 9: Khi mở file đƣợc tạo bằng Ms Word, nội dung c a file khơng hiển thị đƣợc tiếng Việt là vì máy tính: A Ch a khởi động VietKey B Ch a khởi động Unikey C Ch a cài đặt Font chữ tƣơng ứng D Ch a chọn đúng bảng mã Unicode Trang 23 Trƣờng Đại học Cơng nghiệp Thực phẩm Tp.HCM – TT CNTT Đề số 4 Tin học A Câu... trong tab Indents and Spacing c a hộp thoại Paragraph tại: A Outline Level B After C Before D Special và By Câu 14: Trong Ms Word, để chia cột văn bản tự động có kích thƣớc bằng nhau, ta chọn trong hộp thoại Columns tại: A Presets B Number of column C Width and spacing D Equal column width Câu 15: Trong Ms Word, để tạo một ơ từ nhiều ơ có sẵn trong bảng, ta sử dụng chức năng: A Table Properties B Convert... folder? A Internet Explorer B Accessories C Control Panel D Windows Explorer Câu 7: Trong Windows XP, để tìm kiếm file, folder có thuộc tính ẩn (hidden), ta thiết lập trong c a sổ Search Result tại: A When was it modified ? B What size is it ? C More advanced options D Other search options Câu 8: Để thay đổi dạng hiển thị ngày tháng trong Control Panel ta chọn: A Regional Settings B Date/ Time C Keyboard . src="data:image/png;base64,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 7a2 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 /a2 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 1A8 dlapSmPkuejvb364JGfwQZ6tc5NlyNFfLO4jSTz6D2g4JROFIAg33ngjEd19990ol6N24YUXFhcXL168GN0UJ4xaxSkjew98U2PjcVtdraLmfap+W9ndfLB3OvGwLuCaSEpt+qsMk+U3l9/S8cZmJsXH/M1isl2jM2hUMR3b2d706f/dddMbF06 0a9 VFdvOkQZk3jyu+d/JIeWQUAADAAMo16RZNLL55XPGkQZlFdrOOVd49Yejzd/28velTZaper+G0equYbI/7alOJaM1LHz/2s3sHOdzfOkXmpPQqI4cMBgf5uFR2N1P124qa9211tQdZ7VASmVC9Ro3lpE4XvbP733rrLY/Hs2jRIox3OkYPP/zwggULHnjggWeeeQalcQIkU0ZjNptsqUpqCklj6g3JWo1f3EMxj9KWafLU5K3+wj9kiK+wkDcYiMjo8UTc7qTJdBi5mz1v1m1XlrgmDCkpyi3WaHREFAt1ScmAhm1gFAW65PtMMrG/zaY2DVYoTFee89PLZlygZFXpE9yz9NWtHQG8UgAAMIAmZFqfuupqJavu+dTjE6xKG+naoxC83S2eQdlfmCUNb7xMIdXyvCHqF/7ritv/64rbiWhnw47atv3/3tO6tKrpcC6kjkYtzc3B/HwiUkWj5tZWZ3X1vlJL2JaZ8ncEDApJO/RbP8CF1VyjZvCocLcSL9PplSgEQbjnnnscDscNN9yAQjlG48aNKy4ufvbZZx988EGn04kCOQGiIdZcMoHZuyOxP0CZY0mlo7iP9n5CcZ9u7Cx1TnGK52sGhY0ej72xUev3m1tbiahq/vzDOXmuSbdm0S95LiLEG6RYZSzEJTlJo3eqaFeCs+nED8JhMRqzSIxJY85OJJLU1WR2FHCxoEbfM9dtzhD3U1uxDBQAAAxofcNtTceJRDSoNVi4qD 8a8 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 7a0 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 +A5 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 3a8 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 +a5 SKCjRqvlJT7KR1t8CouCbA5HRCU2xiJk1LYqlFIirueDPbPTEpyGVIPNjgKB5xhGKSRjRIpwWG0yJQ0GPuir15tdZD2vc+cLrG0awyqVSonne9fIUyolhpEUjFIkyV+/1nn+iykhqVRpSNIRkZJV6nMvMufMvDk78lpV8493KoXXF96yY2/jfu+GbXUCz/9zzdd9v1tqSzo1KZsmlWdITTtnqiMn156VlTts2PcO7veHog88/jYRHThV4EDpq1hVouH8KfJVDv9PWPnJN7tq2ypr9h/Ok42seKY7Ue7kiMhotU6//IqJ370ZqNyl0FO34Pn2hoZcm8Zt0ciPmO12g9WS7TDlZ5rtJm2M41Nqg9XlHj58cDKRiIVCRHTUsyDk3iH52OpyYTZFWjTGpWf+pO+uUlvS2lEpb9U1avr0ERibCgMRJwZNuWdUcc7Dd118zbxJD/3ivjd2K97dsK97YtHzd09/96knN6 1a6 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 8a9 3j30158e+qnl 2a9 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 6a8 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 3a8 3PjRBQJBD59/fXZN930vSX58/v+Ih8vffKm1b9/SD7+6V13n8jxNk67qXPbs3qtmoj0Fsuv/vo3VqMZwJPv3/Dk+dc/0W+cWJVfPd0Vl7spdq5fP+3Syw5dWa+u6w3YDqtutq1zqElgmJ6VxArHjDnMEqvYWnfQPUDSK+p2xhlPgvWkF9lvjtCnOyc5tg4x8fIVy+deMGTs2MO/IkC/KLvykx0bttUdzgadbq0wPiNZYuGtatFdUDBu1rlFEyYcfv/h+/Ud/65bk/7yV+VFNvWWOJsfE4aneK9e5VVrVHLDVnau/I4tENUS1Qa5obyyRB4hLNvevHdGSc8yiTwXSQRaUgLHRf1GW07U38Kq2P27/+Ua++tQc7LvL 6A1 qjPHLCRi7E6XlNwgDwwIdjSLQs/7ucp+bizUKSRjJpPAdX2t10k8d 0a9 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 9a8 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 3a+ e6kmwO4O9U7SrKyq +a4 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 8A/ 9q6cTIL0hjLyS8ndd99D9WoeOslkGuiq/p8DdBQVX3v /A9 5aPQa85cLhgRGBe2GORbzy5Z+/772E+Tv4Gat8eSg4Pd03Xm11KVu3MHx/yNsjVeCIyqHR9Z00QUcv+3b5ET1PRxr3No/IGE5EkCkQSkSIY1NpscYYhozEe8tbbskZYh163r2KxrWCypMo0mSVRJJ5XiqJCEASWFTVmgWGIKBYLNMU6vmJIUKqtKSHJqnTWwpKu2jaiGvcgB+O8zGbJJ6LfnEMvbG88aYf+wsAkiiuvvHLRokUPP/zwihUrUCjH7r333iOim06CIRynpBl5Do2hZ8EmvSUnGc5zZHGp2K7ups9FhT4R6dJbc9SWknDLZ5RazQydq9WzDEM63be210kkJEXwk6793fnTl2iMuSkhmQi36PUkisQwZDAk1WoxENBY3D27xQUTvRMn6tt8M8Z861cy2nKIcvq/4XORNm/r+1sqSBSpfRu1b6OSi8iYeRIWaXVd60E+ 4A2 97/u5w4Yd4yWsZv2BD3oSvZ2inqamk6dArph7xmMvru43On91qz69kNHaV1/pt5CRIIjplbKWPnnTuwM0IbszzlT6VVpGcunEmpqmD95dpdHpi0cM1et6+tnkIftNLV1Pvfqh3G4aDQY/eOWVTatWnsgM9uHSX6Xr5ena+ecd2hmZCTlUfPHmm3lTz0k36s+YOHSuvq6rdh8RFZaN7tuJ8b2V1AMr1mdnxtNx46vBZwAAIABJREFU4qyr5h9Rt0xpSe6X/3yg7zlfrTenF2h+7f77D7FAs9NuOnCCEB3VhP5DEwRx3s3PHvRbbq1wQW7MrJb0SmnQkPzZN/ 3a6 nTId4WY+v6q2/bqfRu21RFRvwjd1yRHYnZ2XG5tOaI9PdI7LR5Cevb8ZflR0ls/6rISkdaZc+C0rn5/9fiMZJZOmDhCKhicO2jY8MzCwWdfc63ebE4/Z9kzt6aPDzpGTv7T0gMvy+decOiX6fm/f9x3LbhCIy93xB3pPcyyzL9fumPoWff1u3PebDKm5yD987HHDpWx+ThVv01CnIg+3/VN1d49JsdgOVTIbW3fZV9372SGSk/PLAijPS8earHb48kkI/85kqRIxjp5Lk+ld+dOfrB5/cOOLEtMOVNvUMgjo/ri4qlAw9p4JKJ3jeOi/nB3s8BHudBeRWKnzWUxOXJVlp7+Fo0hY/ZgrPh0qicKp9M5f/785cuXf/311+imOEY+n++5554rKysrHbh1eKCvByaV6M097UBc1B9XlDmzuxur92mS/yYiVcZIlXO+e8TlBvdEyb861LQmbhluy+kJBmJKiAYC0UCXyCdsBZcMHjqST 8a7 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 7a2 ttgt9iCb1dRUsFpE/IdcoAlIbD66r+HwGt/ICSq1r8PaFp06XkSCI1NNBm1zfaHNJtGpHVP/dWU7Ze+XEpKotUUUtWtEpL5it7ldr3z1g4LKoua20uZWEUkP02b6GsTcolKpdpcVeT 6A/ hoqzrX8gkrvK2MCO+JWdHJyv/qFc4YnLbnpco/R1VtlwcqaY+UkomvN8blbkJ0RbBk3xFkrEpOSGp6aubvI2SHRbrV8tuNI/zlikycM6zRUpAdbSg2+SroQkf+96QLT7o+Vddin25/xwy9+8B5fXhrrLFYUkanX/axnM0K/v+PH7jv2KL95dphZiQQb3lydPWlSp5FgzsyxyjjVe0H /a8 UhrlfLfx5e3ukK9e4oq6z3aJPichYXO2k06skThk2eMOzeW66Yt/gZjwBTYvB9vjDkpkxDkMZRsnfPC79besPDeae1gdjkCcM+fGGJq/3Ig4svD9j+tnJ5+oKFnS7Hnzxh2EtP/Mq1IZjLxTEm1zM+ce7cbh5VbVAnuyeH+ 3a8 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 /a4 Rmk4oFz+eFOBa0G2uq6sDztki8i0iR1dSlNGjerDg+Z98lXpfKcMlZT9MZWhUvd1Os2l9eko+9GGnmlf8HlXdLIxSYG+ozy48Pvvu76HC4eYgt0qkUSkpl2zt9HXebmsbN8333Tzl7Fa7Vfc8Ffl8orlizY+/3SfPJXeKUtE3igN2VjtHEmveuzRb95 6a1 B+ymzecdj7jWtoSMe2B0PHnVHxqnsZmDuzvSNRmE0mEUlOzJSR82XkfIk/vu7I9bESP16Gz5WR8ztdnmcKCRGR5MY45dNHHyb6EHGfpsh75S+X3jFbb+j4Y/QPCtf 4a5 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 0a/ 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 /a+ 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 2a+ 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 5a5 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 7a0 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 9a5 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 0a8 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 0a1 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 8A9 dQ18S0lB042cLda7QeLj/555ZqTbTTs/pDDoqJnXzJUecgi4pqoWXT3851uwO3MObEhGSnOHzp2ZEp8cryIBPr7Zo8e7hcYKCJ+/v49bg1xTj4BX3rpbN7jifuRnJRDcvdrfE3ObQMOzJ/fVr8l0FolIm0BQyXxoq6WfXcmWCrjNV+315qPhN24cNIlfAKSKM5muigpKcnPz9+2bduBAwe+/PLLs3XPubm5o0aNmjNnTmpq6tixY7VarfLjFi9erOSK2bNnP/roo92vg9q4ceNtt922du 1a2 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 1a5 YsaK0tHTWrFlr16695JJLnnvuOavV6n3LnJwcEfnss884aAAAADgTDodj0ISK83cdRac2b958xx137N27Nyoq6oEHHvjxj3/scQOWUgAAAADumKM4weTJk3fu3PnGG2/4+Pjcf//93osrWEoBAAAAkCi6oiyuKC4uzsvLcy2uqKysVL6qLKUoLCzkQAEAAAAkipPSarXLli0rLS1duHDh2rVrZ8 2a9 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 +a9 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 0a5 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 4a8 d+mdd94ZP358RcrPyspasGDBlSv5Hh6dRKRnz54dO 3a0 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 7a2 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 1a4 Q52m1WqjoqKio6MNaeJ3/x9xIvKGOKEoSnDw8KSkZBF5ZYJMGyu3OOGql6d4ecrIweI9UAYPHlzinFF2YujQoZs2bTp06BBr3gEAABIFUDZhYWHR0dHPvylfbxZFkWHPyBeGP+OExWLx9fUxmcyhA2XhG6JtUubyzb+JiLi5udnbCIrrMof9VAAAIABJREFUubu7i8iBAwfGjx/PJQEAAEgUQBm4ubmFhITEx8en/CBvvCdfpPwZJwwGw+jRo0wmy6vPyyvPlbP8Qz+KiHh4eNhzolAdOXKE6wEAAJQV4yhQZddWTRhHocrKyvLy8lKfX986oS5Ctydeuj9Q/sL/FSnrN0taWlo1rk59K3r16lWvXr1jx47dtndkHAUAoNLvOvhOqRa0UQB/NlNcP3bC19dHRL7YWKE4ISJXC0VE7HkQhXq8FoslJCSEiwEAAJAogPKIjY0dN26cbVxycPBwk8n832jp4Vf+Mvd/LROnyeEj4uDgUK9ePXtuo8jJyRGRhx9+mCsBAACQKIBy/UvQaGxxYv369UlJySOD5dlx5S/wjXfk9dkiIt7e3qmpqWaz+Z577rHbw1+5cqWIFBQUcCUAAICyYhwFquzaqjnjKK6nKIqHR0eTyXzutJS7p9KCWHn+JfH09Ny4caPJZOrZs2dGRoZOp7PPQ7ZarXfffbeIBAcHr1ix4ra9L+MoAACVftfBd0q1oI0CuEFCQoLJZF4ZJ00dy1mC2SLPvyR6vf7LL7/UaDSurq6//PKLPXd5mjx5soj06NEjISFh5syZbm5uXAYAAKAMiY4kh6r +a0 ENaqNQFMXDw91BLFkZUu4I8PxUmb9Idu 3a5 efnZ/+HnJKSEhgYGBoa+uKLL/r4+ERERLz99tu3561powAAVPpdB98pJAqQKKqZwWAICgp6b65MfKb8hdRvIp07dz548GCNOGSz2TxlypS5c+c6Ozt369bt8OHDt+18kSgAACSK2oFeT6ijLBbLJ598smLFMrPZcuhQqjq 7a1 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 1a4 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 1a2 e1Wn/++ee0tLSdO3e6uLhs2rTJfsZk00YBAKj0uw6+U0gUIFFUg1mzZkVHRy+fKyMHi4iYc+XBQTeECovF4uvrYzKZXXWyOkb8/lHmt0j5VkZFSo5FnJz+lpv7q6Oj44wZM5o 1a3 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 +a9 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 +A0 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

Ngày đăng: 03/12/2014, 07:38

Từ khóa liên quan

Tài liệu cùng người dùng

Tài liệu liên quan