The number of total circulation of A Certain Magical Index is ...
The number of 1 total circulation of A Certain Magical Index is 18,000,000 . That is ...
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almost the same as population of Cairo metropolitan area (1.06 to be exact).
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2 times bigger than population of Papua New Guinea (2.01 to be exact).
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3 times bigger than population of Turkmenistan (2.98 to be exact).
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4 times bigger than population of Liberia (4.02 to be exact).
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5 times bigger than population of Shizuoka in Japan (4.96 to be exact).
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6 times bigger than population of Armenia (6.09 to be exact).
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7 times bigger than all combinations of poker hands (6.93 to be exact).
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9 times bigger than population of Gifu in Japan (9.06 to be exact).
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11 times bigger than population of Guinea Bissau .
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13 times bigger than population of Republic of Trinidad and Tobago .
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34 times bigger than population of Himeji city in Japan .
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38 times bigger than population of Doniestor .
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76 times bigger than population of Saga city in Japan .
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1,006 times bigger than population of Palau .
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3,000 times bigger than kang in the Japan kanji aptitude test grade 1 .
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74,380 times bigger than members of the House of Councilors in Japan .
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692,308 times bigger than alphabet .
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2 times smaller than population of Saudi Arabia (1.9 to be exact).
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3 times smaller than total circulation of Crayon Shin-chan (3.0 to be exact).
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4 times smaller than total circulation of Rurouni Kenshin (4.0 to be exact).
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6 times smaller than population of Philippines (6.03 to be exact).
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7 times smaller than population of Mexico (7.03 to be exact).
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25 times smaller than 10-yen coins issued per year in Japan .
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50 times smaller than population of Europe .
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57 times smaller than population of Africa .
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71 times smaller than coins issued per year in Japan .
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744 times smaller than web pages on google.com .
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9,225 times smaller than brain neurons .
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35,871 times smaller than galactic stars .
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3,607,838 times smaller than human cells .
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249,228,808 times smaller than microorganisms in a human body .
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184,344,422,942 times smaller than all insects on earth .
