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Shala Darpan is an ICT Programme of Ministry of Human Resource Development, Government of India that to provide mobile access to parents of students of Government and ...
The board has special markings known as "castles", where pieces are safe from being captured or removed from play. Each player receives an even number of pieces to play the game. The goal is to move a piece around the board clockwise, entering the castle, and to regain his castle back in a counterclockwise direction so as to make it reach the ...
e-Patashale is a low-cost digital content repository based on the national curriculum adopted by state board schools in India, facilitating improved learning outcomes for government-run school beneficiaries. A teacher using e-Patashale. CLT Resource Centre acts as a hub where pedagogy experts gather and develop educational content.
Four-player chess (also known as four-handed chess) is a family of chess variants played with four people. The game features a special board typically made of a standard 8×8 square, with 3 rows of 8 cells each extending from each side, and requires two sets of differently colored pieces.
Turkish draughts board and starting setup. White moves first. Turkish draughts (Turkish: Dama)(Armenian: շաշկի)(Arabic: دامە)(Kurmanji: Dame) is a variant of draughts (checkers) played in Turkey, Greece, Egypt, Kuwait, Lebanon, Syria, Jordan and several other locations around the Mediterranean Sea and Middle East.
An 8×8 checkerboard is used to play many other games, including chess, whereby it is known as a chessboard. Other rectangular square-tiled boards are also often called checkerboards. In The Netherlands, however, a dambord (checker board) has 10 rows and 10 columns for 100 squares in total (see article International draughts).
The PRi structure did not develop the requisite democratic momentum and failed to cater to the needs of rural development.There are various reasons for such an outcome which include political and bureaucratic resistance at the state level to share power and resources with local-level institutions, the domination of local elites over the major share of the benefits of welfare schemes, lack of ...
The mutilated chessboard problem is an instance of domino tiling of grids and polyominoes, also known as "dimer models", a general class of problems whose study in statistical mechanics dates to the work of Ralph H. Fowler and George Stanley Rushbrooke in 1937. [1]