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Greenfield is a fictional city created in the sandbox video game Minecraft. As of May 2022, the city is one-fourth complete and has a size of 20 million blocks. [2] The city was started by Minecraft user THEJESTR in August 2011. [3] [4] As of April 2022, there are approximately 1.3 million downloads of the city map. [5]
Four Pillars of Nepal Bhasa, four people who campaign to revive the language and literature; Four Pillars of Transnistria, basis of the declaration of independence of a separatist region in Moldova in Eastern Europe; Four pillars, Vietnamese term for the four most important people in the government; The four pillars of green politics
The four pillars (Vietnamese: tứ trụ, pronounced [tɨ˧˦ t͡ɕu˧˨ʔ]) is a Vietnamese informal term for the four most important bureaucrats in the Communist Party and government. In modern usage, the four pillars refer to the General Secretary of the Communist Party , President , Prime Minister and Chairman of the National Assembly .
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Benjamin F. McAdoo (1920–1981) was an American architect mainly active in the Seattle area. Born in Pasadena, California, he was inspired to study architecture by a mechanical-drawing class and the work of Paul R. Williams.
Even these eight pillars are all the same height. If one pillar would be shorter than the rest, then the shorter pillar would be completely unnecessary. The Five Pillars of Wikipedia are considered fundamental to the Wikipedia project. No one pillar is taller or shorter than the other — it is critical that each pillar have the same importance ...
[1] The modern standard configuration was settled much later, with variations appearing throughout Chinese history. For example, the Rong Cheng Shi manuscript recovered in 1994, which dates to the Warring States period (c. 453 –221 BCE), gives five directions rather than four and places the animals differently.
But the next iso-quadruplet will reappear only after 360 years (on 2404-4-5). Furthermore, a periodicity of 1800 years is needed in order to match both sexagenary cycle and the Gregorian cycle. For example, 4-3-18, 1980-3-18, and 3964-3-18 share the same four-pillar quadruplet. The solution to the iso-Gregorian quadruplet is a Diophantine problem.