Contents [hide]
- AE - Aerospace Engineering (7)
- AG - Agricultural Engineering (7)
- AR - Architecture And Planning (7)
- BT - Biotechnology (4)
- CE - Civil Engineering (7)
- CH - Chemical Engineering (7)
- CS - Computer Science And Information Technology (7)
- CY - Chemistry (7)
- EC - Electronics And Communication Engineering (7)
- EE - Electrical Engineering (7)
- GG - Geology And Geophysics (7)
- IN - Instrumentation Engineering (7)
- MA - Mathematics (7)
- ME - Mechanical Engineering (7)
- MN - Mining Engineering (7)
- MT - Metallurgical Engineering (7)
- PH - Physics (7)
- PI - Production And Industrial Engineering (7)
- TF - Textile Engineering And Fibre Science (7)
- XE - Engineering Sciences (7)
- XL - Life Sciences (6)
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)
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