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Chhattisgarh State Election Commission is an autonomous and statutory body constituted in Indian state of Chhattisgarh for ensuring that elections in are conducted in free, fair and unbiased way.
Assigned by IEEE, but uses a unique 3-octet company ID (CID) instead of an OUI. XE-XX-XX-XX-XX-XX: Standard assigned SAI For use in the forthcoming IEEE P802.1CQ specification, to be assigned dynamically by the Block Address Registration and Claiming (BARC) protocol. X2-XX-XX-XX-XX-XX: Administratively assigned AAI
A Blender screenshot displaying the 3D test model Suzanne. Computer graphics deals with generating images and art with the aid of computers.Computer graphics is a core technology in digital photography, film, video games, digital art, cell phone and computer displays, and many specialized applications.
For example, in the .uk namespace a college or other academic institution would register under the .ac.uk ccSLD, while companies would register under .co.uk. Strictly speaking, domains like .ac.uk and .co.uk are second level domain themselves, since they are right below a TLD. A list of the official TLDs can be found at icann.org and iana.org.
The AC-130U gunship set a new record for the longest sustained flight by any C-130 on 22 and 23 October 1997, when two AC-130U gunships flew 36 hours nonstop from Hurlburt Field to Taegu Air Base (Daegu), South Korea, being refueled seven times in the air by KC-135 tankers. The two gunships took on 410,000 lb (186,000 kg) of fuel.
The Commonwealth Register of Institutions and Courses for Overseas Students (CRICOS) is a register formed under the Education Services for Overseas Students (ESOS) Act 2000. It maintains a list of institutions, and courses, which have been granted permission by states and territories, to educate overseas students. [ 1 ]
USS Ticonderoga (DDG/CG-47), nicknamed "Tico", was a guided missile cruiser built for the United States Navy. She was the lead ship of the Ticonderoga class and the first U.S. Navy combatant to incorporate the Aegis combat system .
These identities are useful whenever expressions involving trigonometric functions need to be simplified. An important application is the integration of non-trigonometric functions: a common technique involves first using the substitution rule with a trigonometric function, and then simplifying the resulting integral with a trigonometric identity.