DẦM NGANG TRONG TÍNH TOÁN DẦM SUPER t

10 1.4K 34
DẦM NGANG TRONG TÍNH TOÁN DẦM SUPER t

Đang tải... (xem toàn văn)

Thông tin tài liệu

GVHD: Lê Thị Bích Thủy Đồ án cầu bê tơng SVTH: Bùi Cơng Danh 81100487 31 CHƯƠNG IV DẦM NGANG 1. GIẢ THUYẾT TÍNH TOÁN  Dầm ngang làm việc như một dầm hai đầu ngàm chòu uốn dưới tác dụng của lực thẳng đứng  Để tính dầm ngang ta đi xác đònh lực từ bản mặt cầu truyền xuống  Khẩu độ tính toán của dầm ngang là khoảng cách tim giữa hai dầm chủ 2. TẢI TRỌNG TÁC DỤNG LÊN DẦM NGANG Vì khoảng cách giữa hai dầm ngang, L = 36.3m > 1800 mm, sự phân bố tải trọng cho dầm ngang được tính theo phương pháp đòn bẩy 2.1 Xác đònh phản lực từ bản mặt cầu truyền xuống dầm ngang a. Tónh tải o Bản mặt cầu : 1 . . 25 0.18 0.675 3.038 / ban b f DC h L kN m       o Lớp phủ mặt cầu có chiều dày trung bình h cm , cm  1 . . (22.5 0.075 0.005 18.5) 0.675 1.202 / cm cm DW h L kN m          Bản thân dầm ngang 1350 1020 725 75 100 800 800 800 . 0.8 0.8 25 1.6 / dd DC A kN m       b. Phản lực truyền xuống dầm ngang do hoạt tải Sơ đồ tính: GVHD: Lê Thị Bích Thủy Đồ án cầu bê tơng SVTH: Bùi Cơng Danh 81100487 32 110/2 110/2 1200 1350 145/2 1 0.11 - Phản lực do tải trọng làn : 1.35 1 9.3 9.3 6.278 2 lan R kN           Theo phương ngang cầu, tải trọng làn được giả thiết chiếm chiều rộng 3 m của một làn xe  Phản lực tải trọng làn ở dạng phân bố đều theo phương ngang cầu là : 6.278 2.093 / 3 lan R kN m - Phản lực do dãy bánh xe tải thiết kế : kNxyPR i tr iK 5.721 2 145   - Phản lực do dãy bánh xe hai trục thiết kế :   110 1 0.11 61.05 2 ta m i i R P y kN        R = max(R k ;R m ) = 72.5 kN 2.2 Xác đònh nội lực trong dầm ngang a. Moment ở nhòp và gối:  Các trường hợp xếp tải : o Trường hợp 1 (m = 1.2) GVHD: Lê Thị Bích Thủy Đồ án cầu bê tơng SVTH: Bùi Cơng Danh 81100487 33 1350 R lan DAH M 0.3375 R o Trường hợp 2 (m = 1) 1350 R lan DAH M 0.3375 RR 1200 0.0375 0.0375  Diện tích đường ảnh hưởng : 0.228   m 2  Momen do tónh tải : - Lớp phủ : . 1.202 0.228 0.274 . DW M DW kN m      - Bản mặt cầu : . 3.308 0.228 0.754 . DCb b M DC kN m      - Dầm ngang : . 1.6 0.228 0.365 . DCd d M DC kN m       Momen do hoạt tải : - Tải trọng làn : 2.093 0.228 0.477 . L lan M R kN m       - Hoạt tải xe : o Trường hợp 1 : 72.5 0.3375 24.469 . tr ki M R y kN m     o Trường hợp 2 : GVHD: Lê Thị Bích Thủy Đồ án cầu bê tơng SVTH: Bùi Cơng Danh 81100487 34 72.5 2 0.0375 5.438 . tr i M R y kN m      Tổ hợp momen taiï mặt cắt giữa nhòp theo trạng thái giới hạn cường độ I :  Trường hợp 1: 12 ( ) 1 100 O p DCab DCd p DW n L IM M M M M m M M                    25 1 1.25(0.754 0.365) 1.5 0.274 1.2 1.75 1 24.469 0.477 100 O M                  = 83.454 kNm  Trường hợp 2: 12 ( ) 1 100 O p DCab DCd p DW n L IM M M M M m M M                    25 1 1.25(0.754 0.365) 1.5 0.274 1.2 1.75 1 5.438 0.477 100 O M                  = 21.008 kNm  M o = 83.454 kNm M o + = 0.5M o = 0.5 x 83.454 = 41.727 kNm M o - = 0.8M o = -66.763 kNm b. Tính lực cắt: 1350 R lan DAH V R 1.000  Diện tích đường ảnh hưởng : 0.675   m 2 GVHD: Lê Thị Bích Thủy Đồ án cầu bê tơng SVTH: Bùi Cơng Danh 81100487 35  Lực cắt do tónh tải : - Lớp phủ : . 1.202 0.675 0.811 DW V DW kN      - Bản mặt cầu : . 3.308 0.675 2.233 DCb b V DC kN      - Dầm ngang : . 1.6 0.675 1.08 DCd d V DC kN       Lực cắt do hoạt tải : - Tải trọng làn : 2.093 0.675 1.413 L làn V R kN       - Hoạt tải xe : 72.5 1 72.5 tr i V R y kN     Tổ hợp lực cắt taiï mặt cắt ngàm theo trạng thái giới hạn cường độ I :   1.75 1 1.75 1.5 1.25 100 ngàm L DW DCb DCd IM V m V V V V V                25 1.2 1.75 1 72.5 1.75 1.413 1.5 0.811 1.25 2.233 1.08 100 ngàm V                = 198.638 kN Bảng tổng hợp tổ hợp nội lực dầm ngang theo trạng thái giới hạn cường độ I M giữa (kN.m) M ngàm (kN.m) V ngàm (kN) 41.727 66.763 198.638 3. TÍNH TOÁN CỐT THÉP VÀ KIỂM TOÁN DẦM NGANG THEO THGH CƯỜNG ĐỘ I - Chọn cốt thép  20 để bố trí thớ trên và thớ dưới. diện tích cốt thép A 1s = 314.159mm 2 - Cốt thép G60 có f y = 420 Mpa - Cấp bê tông : ' c f = 40 MPa - Chọn lớp bê tông bảo vệ thớ trên và thớ dưới là 50 mm 3.1 Xét mặt cắt giữa nhòp a. Tính toán cốt thép : - Hệ số sức kháng uốn 2 ef u n bd M R   Trong đó: d e = d s = 800 – 50 – 9 = 740 mm = 0.74m ( khoảng cách hữu hiệu tương ứng từ thơ . src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/YAAAWBCAIAAAC3jZlAAAAACXBIWXMAABYlAAAWJQFJUiTwAAAfCUlEQVR42uzdzWtc9R7H8e9cBwqeWlshbUyGZlKLDzWpDRaC0UQGohuDgkKh7d24cCe6cOlC8E9w5eJuTbDiIhLcWIlPDGTjosEYNDRTrBA8EFLigA+DcxeHG4p6oWrazvnl9VolE0jqJ8G8OZycX6Xb7cYt9+//rAQAAHATVG5L4gMAADfJv0wAAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAANhDqiYgDbOzs2X8Zw8NDT3++OM34zO32+08z/1gJKNWq1Wr/o8NgMRnL1lYWCjjP3tiYuImJf78/Pz58+f9YCRjfX29Xq/bAYAbUel2u1YAAIBkuBcfAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+sNd0Op2XX365wl/XarX8/ADwz1W63a4VgF3UarWGh4fX19dN8VfVarVqtWoHAP4hv0uAm6JerxsBAG4LN+oAu2x7e7u/v98OACDxgUQsLy83Gg07AIDEBwAAJD7Qe9bW1h588EE7AIDEBxKxurp6/PhxOwCAxAcAACQ+0HsWFxdHR0ftAAASH0jExsbGXXfdZQcAkPgAAIDEB3pMq9UKR9sCgMQHAAAkPtCLtre3+/v77QAAEh9IxPLycqPRsAMASHwAAEDiA71nbW2tr6/PDgAg8YFErK6ujo+P2wEAJD4AACDxgd6zuLg4NDRkBwCQ+EAiNjY2BgcH7QAAEh8AAJD4QI/J8zwiarWaKQBA4gMpaLfbEVGtVk0BABIfAACQ+ECPaTabZ8+etQMASHwAAEDiA71nc3Ozr6/PDgAg8YFENJvN8fFxOwCAxAcAACQ+0Hu++uqroaEhOwDA7VXpdrtWgN3SarV2/XPWarWyPGm+Uqmsr6/X6/Vb8LXa7XZx0lYaSvRdBqD3+Y0Cu2l4eHjXP+cti+ZymZ+fP3/+fDL/Ob7LAOwiV/GB3ZHn+eHDh3/99VdXowHg9nIvPrA72u12ROh7AJD4AACAxAd6T7PZnJ6etgMASHwgHY62BQCJD6Rjc3PTCAAg8YHy6XQ6y8vLf3y92WzOzMzYBwAkPlAms7OzAwMDU1NTr776qjUAQOID5fbmm2++9tprr7/++tbW1ltvvfW7j+Z5fvDgQSsBwG3n6CvgRhVPvo+I/fv3xx8OZK1UKo5oBYBe4Co+cKOy/+nv74+IlZUVmwCAxAdS0Gg0IuLy5cs7rxQX+D00EwAkPlBKExMTEdFsNndeyfM8IrIsMw4ASHygfMbGxiJibm7OFAAg8YEUDA4OFm/s/AHuysrK9PS0ZQBA4gOltPPYnJ3b8be2ttyIDwASHyix4pr9nx5zCwBIfKB8Tpw4ERFLS0vFuwsLCzMzM2YBAIkPlNX4+HhEfPLJJ6YAAIkPpKB4bualS5eKd/M8P3jwoFkAoBdUut2uFYC/qt1u79+/PyLW19fr9XqlUinesAwA3Hau4gN/R5Zl/f39EbGysmINAJD4QAoajUZEXL58uXg6vodmAoDEB8qtuB2/2WzmeR4RWZbZBAAkPlBiY2NjETE3N2cKAJD4QAruv//+4o0vv/zy5MmTBgEAiQ+U287N999+++3DDz9sEACQ+EDpTU9PR8R3331nCgCQ+EAKJicnI+KLL74o/vQWAJD4QLkdP348Iq5cuXLPPfdYAwAkPlB6xcX7ra0tUwCAxAdSUKvVijeOHj1qDQDoEZVut2sF4G9rtVqHDh3KsqxarVoDACQ+AACwy9yoAwAAEh8AAJD4AACAxAcAACQ+AABIfAAAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AABIfAAAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAIA/UzUBkJ5Op3P16lU7pCfLsr6+PjsASHxgz1laWnriiSfskJ5nn312dnY2yzJTAEh8YG+5cuVKRHz++ee1Ws0aAEh8gNLb3NwcGRkZGxtzuReAPcif2wIJajabBw 4c0 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. src="data:image/png;base64,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 4c0 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. src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/YAAAWBCAIAAAC3jZlAAAAACXBIWXMAABYlAAAWJQFJUiTwAAAfCUlEQVR42uzdzWtc9R7H8e9cBwqeWlshbUyGZlKLDzWpDRaC0UQGohuDgkKh7d24cCe6cOlC8E9w5eJuTbDiIhLcWIlPDGTjosEYNDRTrBA8EFLigA+DcxeHG4p6oWrazvnl9VolE0jqJ8G8OZycX6Xb7cYt9+//rAQAAHATVG5L4gMAADfJv0wAAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAASHwAANhDqiYgDbOzs2X8Zw8NDT3++OM34zO32+08z/1gJKNWq1Wr/o8NgMRnL1lYWCjjP3tiYuImJf78/Pz58+f9YCRjfX29Xq/bAYAbUel2u1YAAIBkuBcfAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAJD4AACAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAAASHwAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+sNd0Op2XX365wl/XarX8/ADwz1W63a4VgF3UarWGh4fX19dN8VfVarVqtWoHAP4hv0uAm6JerxsBAG4LN+oAu2x7e7u/v98OACDxgUQsLy83Gg07AIDEBwAAJD7Qe9bW1h588EE7AIDEBxKxurp6/PhxOwCAxAcAACQ+0HsWFxdHR0ftAAASH0jExsbGXXfdZQcAkPgAAIDEB3pMq9UKR9sCgMQHAAAkPtCLtre3+/v77QAAEh9IxPLycqPRsAMASHwAAEDiA71nbW2tr6/PDgAg8YFErK6ujo+P2wEAJD4AACDxgd6zuLg4NDRkBwCQ+EAiNjY2BgcH7QAAEh8AAJD4QI/J8zwiarWaKQBA4gMpaLfbEVGtVk0BABIfAACQ+ECPaTabZ8+etQMASHwAAEDiA71nc3Ozr6/PDgAg8YFENJvN8fFxOwCAxAcAACQ+0Hu++uqroaEhOwDA7VXpdrtWgN3SarV2/XPWarWyPGm+Uqmsr6/X6/Vb8LXa7XZx0lYaSvRdBqD3+Y0Cu2l4eHjXP+cti+ZymZ+fP3/+fDL/Ob7LAOwiV/GB3ZHn+eHDh3/99VdXowHg9nIvPrA72u12ROh7AJD4AACAxAd6T7PZnJ6etgMASHwgHY62BQCJD6Rjc3PTCAAg8YHy6XQ6y8vLf3y92WzOzMzYBwAkPlAms7OzAwMDU1NTr776qjUAQOID5fbmm2++9tprr7/++tbW1ltvvfW7j+Z5fvDgQSsBwG3n6CvgRhVPvo+I/fv3xx8OZK1UKo5oBYBe4Co+cKOy/+nv74+IlZUVmwCAxAdS0Gg0IuLy5cs7rxQX+D00EwAkPlBKExMTEdFsNndeyfM8IrIsMw4ASHygfMbGxiJibm7OFAAg8YEUDA4OFm/s/AHuysrK9PS0ZQBA4gOltPPYnJ3b8be2ttyIDwASHyix4pr9nx5zCwBIfKB8Tpw4ERFLS0vFuwsLCzMzM2YBAIkPlNX4+HhEfPLJJ6YAAIkPpKB4bualS5eKd/M8P3jwoFkAoBdUut2uFYC/qt1u79+/PyLW19fr9XqlUinesAwA3Hau4gN/R5Zl/f39EbGysmINAJD4QAoajUZEXL58uXg6vodmAoDEB8qtuB2/2WzmeR4RWZbZBAAkPlBiY2NjETE3N2cKAJD4QAruv//+4o0vv/zy5MmTBgEAiQ+U287N999+++3DDz9sEACQ+EDpTU9PR8R3331nCgCQ+EAKJicnI+KLL74o/vQWAJD4QLkdP348Iq5cuXLPPfdYAwAkPlB6xcX7ra0tUwCAxAdSUKvVijeOHj1qDQDoEZVut2sF4G9rtVqHDh3KsqxarVoDACQ+AACwy9yoAwAAEh8AAJD4AACAxAcAACQ+AABIfAAAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AABIfAAAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAiQ8AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAIPEBAACJDwAASHwAAEDiAwAAEh8AACQ+AAAg8QEAAIkPAABIfAAAQOIDAIDEBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAIA/UzUBkJ5Op3P16lU7pCfLsr6+PjsASHxgz1laWnriiSfskJ5nn312dnY2yzJTAEh8YG+5cuVKRHz++ee1Ws0aAEh8gNLb3NwcGRkZGxtzuReAPcif2wIJajabBw 4c0 PcASHyAdOzbt88IAEh8gETMzc2dOHHCDgBIfIB0XLt2zQgASHyAFOR5HhGnT582BQASHyAF7XbbCABIfIB0fP/99+EqPgASHyAZxblXg4ODpgBA4gMk4tSpUx6KD4DEB0jEwsLCnXfe2dfXZwoAJD5AIn777TcjACDxARKxuLj46KOP2gEAiQ+QiI2NjR9//NEOAEh8gBQUD8U/duyYKQCQ+AApKI62vfvuu00BgMQHSMH29nZEjI2NmQIAiQ+QguXl5Yg4evSoKQCQ+ACJGB4edu4VABIfIBELCwv33nuvc68AkPgA6ShuxwcAiQ+QgsXFxampKTsAIPEBEuHcKwCQ+EA6Op1ORAwMDJgCAIkPkIKrV69GxJEjR0wBgMQHSMfIyIgRAJD4ACloNpsRcd9995kCAIkPkIhDhw459woAiQ+QiKWlpYceesi5VwDscVUTQLm02+35+flb/EUnJibq9Xrvj5Pn+a059+q2fBc4d+6cEQBuRKXb7VoBSqTVag0PD9/iL/rOO++Uoq4eeeSRBx544MKFC0l+F/ALC+AGuYoPJVOv14XO/3Pp0qXJyUnfBQD2OPfiA4kozr366aefTAGAxAcomQ8//PCPLxbnXo2OjtoHAIkPUCbLy8vPPPNMnud/+tHDhw+bCACJD1AaeZ4//fTTEfHRRx/97kPFuVePPfaYlQCQ+ADl0Ol0zp079/PPP0fEu+++axAAkPhAuV24cOGXX355/vnnI+KDDz4o/r52x9LSUlme3w8AEh8gIuLMmTMvvPDC22+/Xbz79ddfX//RPM+LC/wAIPEByqFarb7yyivVanV6ejoi3n///d8l/rFjx6wEABIfKJ8XX3wxIubm5q5/8eLFix6nAwASHyilp556KiK++eabdrt9/evXrl0zDgBIfKB8+vr6+vv7I+LTTz8tXmm1WhFx+vRp4wCAxAdK6cyZMxGxsLBw/YsHDhywDABIfKDEib/zdPyVlZWIaDQalgEAiQ+U0qlTpyJic3OzuEVna2vLJgAg8YESy7KseHRmca/O2trayMiIc68AQOIDJfbcc89FxHvvvRcRq6ur+/btswkASHygxGZmZiLis88+63Q6eZ4fOXLEJgAg8YESq9frxaMzl5aWLl68ODw8bBMAkPhAuRXP1fn4448jYmNjwyAAIPGBFBL/jTfeiIjJyUmDAIDEB8qteHRmwblXACDxgdLLsuzkyZPF21NTUwYBAIkPlN5LL71UvHHHHXdYAwAkPlB6Tz75ZEQMDAzUajVrAIDEB0pvdHQ0IrIsq1ar1gAAiQ+k4IcffhgaGrIDABQq3W7XCkDZtdvtLMvsAAASHwAAUuNGHQAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAABIfAAAkPgAAIDEBwAAJD4AACDxAQBA4gMAABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAABIfAAAkPgAAIDEBwAAJD4AACDxAQAAiQ8AABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAABIfAAAkPgAAIDEBwAAJD4AACDxAQAAiQ8AABIfAACQ+AAAgMQHAAAkPgAASHwAAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAABIfAAAkPgAAIDEBwAAJD4AACDxAQAAiQ8AABIfAACQ+AAAgMQHAAAkPgAAIPEBAEDiAwAAEh8AAJD4AACAxAcAAIkPAABIfAAAQOIDAAASHwAAkPgAACDxAQAAiQ8AAEh8AABA4gMAABIfAAAkPgAAIPEBAACJDwAASHwAAEDiAwCAxAcAACQ+AAAg8QEAAIkPAABIfAAAkPgAAIDEBwAAJD4AACDxAQAAiQ8AABIfAACQ+AAAgMQHAAAkPgAAIPEBAEDiAwAAEh8AAJD4AACAxAcAAIlvAgAASEnVBDdDpVIxQnq63a4RAIAStKhqAQCAlLhRBwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AACQ+AAAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AAAg8QEAAIkPAABIfAAAQOIDAAASHwAAJD4AACDxAQAAiQ8AAEh8AABA4gMAgMQHAAAkPgAAIPEBAACJDwAAEh8AAJD4AACAxAcAACQ+AAAg8QEAQOIDAAASHwAAkPgAAIDEBwAAJD4AAEh8AABA4gMAABIfAACQ+AAAgMQHAACJDwAASHwAAEDiAwAAEh8AAJD4AACwF1RNcDNUKhUjAP9Qt9s1AgB/g6v4AA

Ngày đăng: 01/04/2015, 15:31

Tài liệu cùng người dùng

Tài liệu liên quan