The length of distance from Osaka to Oita is ...
The length of 1 distance from Osaka to Oita is 395.2 kilometers. That is ...
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almost the same as distance from Tokyo to Osaka (1.0 to be exact).
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2 times bigger than Suez canal (2.04 to be exact).
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3 times bigger than distance from Osaka to Gifu (2.93 to be exact).
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4 times bigger than distance from Tokyo to Tochigi (4.0 to be exact).
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21 times bigger than distance from Tokyo to Saitama .
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79 times bigger than perimeter of Imperial Palace .
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82 times bigger than Yamanote Line between Ikebukuro-Shinjuku area .
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101 times bigger than Akashi-Kaikyo bridge (the longest suspension bridge in the world) .
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988 times bigger than range of Japanese bow .
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5,348 times bigger than Boeing 777-300 .
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112,914 times bigger than one-story building .
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581,176 times bigger than wing length of meganeuropsis (the largest flying insect in history) .
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4,649,412 times bigger than long side of credit card .
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51,863,517 times bigger than diameter of bullet .
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395,200,000 times bigger than length of lice .
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7,904,000,000 times bigger than euglena .
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39,520,000,000 times bigger than diameter of cloud water drop .
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898,181,818,182 times bigger than blue light wavelength .
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2 times smaller than distance from Tokyo to Large (2.0 to be exact).
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3 times smaller than distance from Osaka to Okinawa (3.04 to be exact).
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4 times smaller than distance from Paris to Stockholm (3.91 to be exact).
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24 times smaller than distance from Paris to Sao Paulo .
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28 times smaller than distance from Cape Town to Sydney .
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39 times smaller than distance from Tokyo to Cape Town .
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69 times smaller than altitude of GPS satellite .
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649 times smaller than diameter of Jupiter .
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8,845 times smaller than diameter of the Sun .
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51,551 times smaller than distance that light travels in 1 minute .
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236,024 times smaller than distance to Mars .
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6,999,682 times smaller than diameter of Saturn .
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21,905,487 times smaller than diameter of Pluto .
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313,587,754 times smaller than distance that light travels in a day .
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238,112,474,245 times smaller than diameter of Pleiades .
