Minh chứng
Thêm các Minh chứng để phục vụ quá trình tự đánh giá.
1. Thêm minh chứng trên phần mềm:
- Cách thực hiện: Di chuột vào 4. Thông tin TĐG chọn 4.3 Minh chứng:![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABH8AAADMCAYAAADqOg9KAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAB3RJTUUH3wELFjEhV0JixQAAAAd0RVh0QXV0aG9yAKmuzEgAAAAMdEVYdERlc2NyaXB0aW9uABMJISMAAAAKdEVYdENvcHlyaWdodACsD8w6AAAADnRFWHRDcmVhdGlvbiB0aW1lADX3DwkAAAAJdEVYdFNvZnR3YXJlAF1w/zoAAAALdEVYdERpc2NsYWltZXIAt8C0jwAAAAh0RVh0V2FybmluZwDAG+aHAAAAB3RFWHRTb3VyY2UA9f+D6wAAAAh0RVh0Q29tbWVudAD2zJa/AAAABnRFWHRUaXRsZQCo7tInAAAgAElEQVR4nO3de3hV1b3v/0+QqyCSQJIFSEsSCTUXLjFite4CCQhqd4+tZJ8UurdtFX6I9EFwPx7ZzwYpnKfh+BxuW0R/QT11Kza/Bqune6NESMBdt9cABghVaJJukZgVNKFVC3ghvz/mWitzrazLXPdL3q/n8ZGVNecYY44551hzfucYY6Yt2HS8RwAAAAAAAEhJA+JdAAAAAAAAAEQPwR8AAAAAAIAUNtD8oXZVYbzKAQAAAAAAgAip2Nzs+jc9fwAAAAAAAFIYwR8AAAAAAIAURvAHAAAAAAAghRH8AQAAAAAASGEEfwAAAAAAAFIYwR8AAAAAAIAURvAHAAAAAAAghRH8AQAAAAAASGEEfwAAAAAAAFLYwHgXAIi1Q4cOxbsIMXXttdcGvQ511Bd1AgAAACBZEfxBvzR24uR4FyGgNw7WhZ3GxIkTQ16XOuqLOgEAAACQjAj+AAlszpw5Ia+7f//+CJYkcVFHfVEnAAAAAMzc5vxZNW6lxs2vU2vMi9FkOe/Wxx7WuHErNf+xj2JSMsNHemz+So0b96/al5D5Wa+/SKbl3BerYlMp/VJPT0/I//UX1FFf1AkAAAAAs/hN+Nxap/mrmoJeZ9kGac3T86UNz+ixaEapQilfv9Kk7Rs+0pQ1D2jz3HiXBQAAAAAA+BKfYV+tdZp/014drfxJcOvlztPe9nmSpHsc/4+KPuUbq3v2btE90cvRQ6zzC8VUbW7fEu9CpDx6YgRGHfVFnQAAAAAwC7Lnj3M4kvM/j2FJrXWaP870vdeeMx/psWV7dVSSan7lkUaTlpnWdx9O5C/v3qFKj63ysb65bPP/Vat8DqvyVj7PYVgW8vNWL6vq3LZh1T5HOn3WDzU/f/Xno0w+95WvtBxlcS7fZ9v+VfvC3h+O7Y/LEEQAAAAAAFJLEMGfJq0a97A2HJ2up9u3qL39Aa2ZckR3mgMUjt4y7e1b1P70dKnmV17m5hmre3bM1xRJqvyJ2tv/Qa5RQ0el//baFrW3/0SVkmo2OW/+A+XtXL9JWu5j/Zv26uiU+XqtfYva75dqjvraTj/l8+QzPx9q7Lp67xa1v2akX3NnnSa95tweqebOAHP8BMrPZ/15srCvLKcVSnmD2R/9G3O3BEYd9UWdAAAAADCzHvzZ16QaSVPWzHUEQ8bqnvunSzqiTY995Pq+8papxvJz/0Ht7Vu0956x1kszZarm5UpSliZNkXTUrhYreVtd/79NUa4kzZ2rNVOsFyvo8vpSOdUof65NBW7rRyg/q+Wxsq+C3TbZdM9eI8gTMI2A+8MY9ta+d56CqZ5U5Hljfv/993u9Yff29/6COuqLOgEAAABgZnnOn9Y/dkiSCq72Hsxxfh8NgfKO9vqpJmr7al+TaqZka7nF/BNpf7x93/36n886Pvz4Tv2zno7p599t9R6NvHTpUp+//eM//qMefvhh1+cHHnjA57KRFOs68lUnnuJZR9QJAAAAgGRgOfiTe7VN0kc68cePpLl9b9qd30dDoLyjvX6qici+OtGhVk3t7ZlT8yuNq5mup9vnKVf+35KWiPtjxtZN+t1W819i/dk7XzfmDzzwgDZu3KgHH3ww4LKREvs6siaedUSdAAAAAEgG1od9zZ2qSklHN+zrnZR30xFJ03X/PWNd37vmddn3rxo3bqWXOX/UO+wpUnlbXf//HnWUbZ82+JtjJtjyJZtg9lUgLXZjcuxA8yN5yd/3/mDCZ182btzo+rf5Bt789/6OOuqLOgEAAAD6t77Bn6N7dZP5LVCuoMBUbXZNtLxS41wTMDtv+Kdq82vzNcW5/p1HpMqf+JjzZ6puqZTjbVoP67GAd/iB8raw/tPTe7ft5ewAc/4EW75kE8y+6rvu8jVjXXU5/4/Z7vP8WM0/qP3Rf3mbp6WqqsptmaqqqpAm7j38xP+jDXvao1X0mIlmHSUr6gQAAACAWdqCTcddV/u1qwrjWZYY+kiPzQ82gIToie3+OHTokMZOnBzlXML3xsE63XjjjT6//6d/+if98pe/9Pn966+/rokTJ+raa68NOm/qqC/qBAAAAEAyqdjc7Pp3EK9677Vv1crk6hHTWqf541ZqnOvV8J06dVS9b99CbLE/IsLfDTwM1FFf1AkAAADQ/1ie8Dmp5c7TjjVNumnDEd057ojjj9P19OapcS1Wv8X+sIxhOIFRR31RJwAAAADMQgr+zN28Re2bI12U6Mq95wG13xPvUsCJ/QEAAAAAQGz0j54/QJJ644034l2EhEcd9UWdAAAAADAj+IN+6aM/vR/vIgQ0ceLEuOZPHfVFnQAAAABIRgR/0O/wFqPAqKO+qBMAAAAAySqkt30BAAAAAAAgORD8AQAAAAAASGEEfwAAAAAAAFIYwR8AAAAAAIAURvAHAAAAAAAghRH8AQAAAAAASGEEfwAAAAAAAFIYwR8AAAAAAIAURvAHAAAAAAAghRH8AQAAAAAASGEDzR9eebsnJpnePCMtZnkhsth3QP/COQ8AiY12GkhOnLupIZn2Iz1/AAAAAAAAUhjBHwAAAAAAgBRG8AcAAAAAACCFEfwBACSXjkb9fNlO/fyVrniXBHDnODbnLdut5zviXZg44hwFACDhDAy8CAAAiePM0T/p5PVlqrs5I95FAdzZSvXg7ef05pQ5usMW57Ic3a95j7dJE6brqdWlGh/DrN+uO8I5CgAI2plXdutnL3bH5bcr/lq0ZVmD9ipdS9YuiMp1hKWePy//elXQ/8XL20/3PnF7++md2nI0bkWJmjOv7OapYqo7ul/z+ulTU45v+HV0v372YrfmT8+Lej7zliXpb0hSlL1Lz1c5z/MWbalq1JloZxmLejm6Xz97sU0HjyZA2z1ljup23KElOhf9ujU7ul9r3pLyx6bHMtfYS4rzDH0k7H6LQ5sYrIStuwjox9fdwYn+cTr+5gWq21Gm+adj/NuVEPK0csdiPXW79EFndHKwPOxry5Ytlv+LOFc36p2a93SL689GoMfcvbpLp9tztGHHAk2o26k1b+XoO1PCzNtqQxeJLs6W0ujSm4e6NX9pdKKBiLYuPV/lPG49/nM1oC3a8vg5LVlbptwXG6IbBOH4RqJxHJPO/9yPTce5sXS6Wh/fr7ejWY4pc/TU7enauyeEC5toX0QGOpdCKXso53hY7UKG7rhtlKrX79S8ZQ3SbSE83eto1M+d1wRWyuKvXgK0hUZQ2tReP93iZZ0Ytt0W6/7MK62asHqOZkSxKO56z1FFuw7iqkvP72lT/u13aKXndab5uExWzutu041d0A9mfJ1Tqdw+xrtNjLZQ29Bg2+pI8JdPPNvuhOW8P/G8tmrRFre2IMzj1OL5//bTbfrOjlj+dsWI32vc3mV+Y1vQ97clQpJq2Ff+hHSdbO/WGUnj1aXT7Y6/nXYukaE7Vs8x/nnnYtXdGYFMp8xR3Y4IpBMxGbpj9eJ4FwIhM/bfHZKrS/78pYs9TvA8rdzh6NWwI8q9Gzi+kUg6GvXzx40bqkdulp6vel7Vj+83XQD0nht3xOC4HX/zAtXdHP18oiEpyh5W+9OiLeuNoUXB8FkvAcriXO/tp40HSxvuzJOU57FODNtui8bfHOsbSPM5WhrTnGPL9FvuJrTjMmGd/pPe7CgN7WFMwl1f9ErY9jGB68wp+DY0Ac+JPmVNvLY79jL07WvTVX26Tf95VJrhvC/p6FarpPxrc3t/S2JwnM64c050M4iHgNe4DlPmaGUUi5FUwR9dO1HzXzznCP5064PTOZp1+zlT8Mc0TtDBqGCPMeeOm+7863Okt9p0UpImTNeGa/+kNY51XeuZb9CzGvXz9Uck03p90j/UoHmeaXjqMNI56auM3tJwrCPXso4xgdeXaYMajIvRtaP0jJ/y9dZNuvIndOvk6RxtSMWoarJzOz5MYz47LBx/Esc3x3eK8HJz5evc8CXAOePvmPH+W+L4sZZzHLpxnLb6Ohc+OqyfL/OXrzntDOvnuJOP8zGs9K2c4xbL4W9/+f2tDtSGqEvPVzVoryS91aB57d166qeByu8cR+/gmEvgjDOYs1Ra4zUYby5rjuZfb/rCM4Dva3uDaZPVN/38UPZXiL8jgdvRLuMcGFemujvz+nyO2LHdp+6l+dfnaO9bjvqWo24cabiCcn7P3+DK4ZmG+djw3T54HJdJPl9F/gSpuq5Fd9zp7YY49HNKUmq3jzFvExX6uW3l+mvHHM0IaX8H2VZbLYuV+vC3L6y23SG2W8lq/JSJyn+xW60dXdIUx3Fz9E86qXQtmRLh8zPa53/C87jGtXjsj7cS5wggyd72la5vTDin0x0yIpETRmmC+euORm18UVqydrHqdizWhuulky8e9jk04GT7KD24Y7Geuj1dOn1Eaz6aHsR6d2jJhL7LndREPeXjO0NvBLxux2LVLc3RyRefd+v2FTgN/7yWr6NRG1/sVv7td6hux3Tlng6UCuLCdPIbx2K3qte7d8H0d/ypz3Ic30gitnTlSjr54vNeugS7H1tP3S5Vr7c2BCHoY8bnb4nxZEzOcehH27RXUq7N+w+v+Rx0nQcWfqcsn+PezqUw0w/l/PS+jp/95beMgdsQ46Kp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màn hình hiển thị:![](data:image/png;base64,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- Chọn Hộp, Tiêu chuẩn, Tiêu chí hệ thống tự sinh ra số thứ tự Minh chứng. Nhấn chuột vào
sau đó điền thông tin của minh
chứng vào các ô tương ứng như trên hình. Cuối cùng nhấn chuột vào Lưu lại để
thêm mới được một minh chứng.
tương ứng Minh chứng cần sửa. Phần mềm hiển thị form để chỉnh sửa. Sau
khi sửa xong, chọn Lưu lại hoặc Bỏ
qua nếu không muốn sửa.
- Xóa: Đánh dấu vào ô vuông bên tay trái của Minh chứng cần xóa sau đó nhấp chuột vào biểu tượng
. Phần mềm hiển thị thông
báo "Bạn chắc chắn muốn
xóa", chọn Ok nếu muốn xóa hoặc Hủy bỏ nếu không muốn xóa.
2. Thêm minh chứng bằng file Excel:
- Để thêm minh chứng lên phần mềm bằng file excel Thầy/Cô phải tải về máy tính file excel mẫu bằng cách nhấn chuột vào
ở giao diện chức năng Minh chứng. Sau đó mở file excel mẫu lên, nhập thông tin theo hướng dẫn trong hình và lưu file lại:
![](http://hotro.vietec.com.vn/data/18025914944322050813/tintuc/images/04.2016/3.jpg)
- Cách thực hiện: Di chuột vào 4. Thông tin TĐG chọn 4.3 Minh chứng:
- Nhấn chuột vào
- Chọn Hộp, Tiêu chuẩn, Tiêu chí hệ thống tự sinh ra số thứ tự Minh chứng. Nhấn chuột vào
- Sửa: Nhấn chuột vào biểu tượng
- Xóa: Đánh dấu vào ô vuông bên tay trái của Minh chứng cần xóa sau đó nhấp chuột vào biểu tượng
2. Thêm minh chứng bằng file Excel:
- Để thêm minh chứng lên phần mềm bằng file excel Thầy/Cô phải tải về máy tính file excel mẫu bằng cách nhấn chuột vào
![](http://hotro.vietec.com.vn/data/18025914944322050813/tintuc/images/04.2016/2.jpg)
![](http://hotro.vietec.com.vn/data/18025914944322050813/tintuc/images/04.2016/3.jpg)
- Sau khi file excel có dữ liệu đã được lưu, để tải thông tin minh chứng lên hệ thống Thầy/Cô nhấn chuột vào
ở giao diện chức năng Minh chứng và làm theo hình minh họa:
![](http://hotro.vietec.com.vn/data/18025914944322050813/tintuc/images/04.2016/5.jpg)
- Khi file excel được tải lên, hệ thống sẽ nhận những mã minh chứng chưa có trên hệ thống. Còn lại những mã minh chứng đã có thì hệ thống sẽ không cập nhật.
![](http://hotro.vietec.com.vn/data/18025914944322050813/tintuc/images/04.2016/4.jpg)
![](http://hotro.vietec.com.vn/data/18025914944322050813/tintuc/images/04.2016/5.jpg)
- Khi file excel được tải lên, hệ thống sẽ nhận những mã minh chứng chưa có trên hệ thống. Còn lại những mã minh chứng đã có thì hệ thống sẽ không cập nhật.
Bài hướng dẫn khác
Báo cáo tiêu chuẩn
Đặt vấn đề - kết luận
Danh mục viết tắt
Gợi ý minh chứng
Thành viên TĐG
Đánh giá tiêu chí
Các câu hỏi thường gặp