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It is controlled by 25 Regional Offices and 05 ZIETs (Zonal Institute of Education and Training) under the KVS headquarters. In April 2022, the Centre decided to remove an MP quota for KV students, invalidating parliamentarians' recommendations for admission to the schools.
The Kendriya Vidyalayas are a network of central government-overseen schools in India, formed under the aegis of the Ministry of Education, affiliated to the Central Board of Secondary Education (CBSE), headquartered in New Delhi.
Kendriya Vidyalaya BHU (KV-BHU) is situated in the city of Varanasi in the campus of Banaras Hindu University.The school is affiliated to CBSE and has classes running from 1 to 12.
In 2003, 858 university and college workers were indicted for bribery, admission "fee" in MGIMO allegedly reached 30,000 US dollars. [28] University heads, notably Moscow State University rector Viktor Sadovnichiy, resisted the novelty, arguing that their schools cannot survive without charging the applicants with their own entrance hurdles ...
The fee for the preliminary examination is Rs. 50 in India. No further fee is required for the main examination. Rs. 75/- per candidate (out of which Rs.15/- will be retained by the institution only for all expenses and Rs.60/- to be sent to AMTI).
2024–25 Delhi Premier League [1] 12 26 Sep 2024– Punjab: 2024–25 Punjab State Super League [2] 12 25 July 2024– International FC; Haryana: Haryana Men's Football League: North-East; Manipur: Manipur State League [3] [4] 19 1 Feb 2025– Mizoram: 2024–25 Mizoram Premier League [5] 8 9 July–15 Oct 2024: 3 Aizawl [6] Mizoram Police ...
Motor Vehicles Department (MVD) is a field department of the Department of Transport, which is one of the administrative departments of the Government of Kerala.The Kerala Motor Vehicles Department is entrusted with the responsibility of providing registration of vehicles in Kerala, issuance of Driving license, issuance of various permits, collection of road taxes, control of vehicular ...
In this context, one may view the Maurer–Cartan form as a 1-form defined on the tautological principal bundle associated with a homogeneous space. If H is a closed subgroup of G, then G/H is a smooth manifold of dimension dim G − dim H. The quotient map G → G/H induces the structure of an H-principal bundle over G/H.