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[Title]
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% Ȃ΁C[Level1]ɏ̂̂܂ܖ蕶ƂȂB
[Problem]
̕fƋȕfB

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% ꂼ̖𓚂$\displaystyle $tȂꍇ́COFF܂0
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[displaystyle]
OFF


% Level1̖BȉLevel7܂œlB
% 1sڂɂ͏ڍאݒ̃^CgB
% 2sڈȍ~ɖƂ̉𓚂B
% Ɖ𓚁C𓚂Ɩ͂PsďB
% vZߒꍇ́CƉ𓚂̊ԂɂPsԊuC
% ŏprocessƂsC̎̍svZߒĂB
[Level1]
a}bi a,bƂɐ

$1+i$

$1-i$

$1+2i$

$1-2i$

$1+3i$

$1-3i$

$1-i$

$1+i$

$1-2i$

$1+2i$

$1-3i$

$1+3i$

$2+i$

$2-i$

$2+2i$

$2-2i$

$2+3i$

$2-3i$

$2-i$

$2+i$

$2-2i$

$2+2i$

$2-3i$

$2+3i$

$3+i$

$3-i$

$3+2i$

$3-2i$

$3+3i$

$3-3i$

$3-i$

$3+i$

$3-2i$

$3+2i$

$3-3i$

$3+3i$

$-1+i$

$-1-i$

$-1+2i$

$-1-2i$

$-1+3i$

$-1-3i$

$-1-i$

$-1+i$

$-1-2i$

$-1+2i$

$-1-3i$

$-1+3i$

$-2+i$

$-2-i$

$-2+2i$

$-2-2i$

$-2+3i$

$-2-3i$

$-2-i$

$-2+i$

$-2-2i$

$-2+2i$

$-2-3i$

$-2+3i$

$-3+i$

$-3-i$

$-3+2i$

$-3-2i$

$-3+3i$

$-3-3i$

$-3-i$

$-3+i$

$-3-2i$

$-3+2i$

$-3-3i$

$-3+3i$










[Level2]
(a}bi)^c





$\nfrac{-1+\sqrt{2\,}\,i}{2}$

$\nfrac{-1-\sqrt{2\,}\,i}{2}$

$\nfrac{-1+\sqrt{3\,}\,i}{2}$

$\nfrac{-1-\sqrt{3\,}\,i}{2}$

$\nfrac{-1+\sqrt{5\,}\,i}{2}$

$\nfrac{-1-\sqrt{5\,}\,i}{2}$

$\nfrac{-1+\sqrt{7\,}\,i}{2}$

$\nfrac{-1-\sqrt{7\,}\,i}{2}$

$\nfrac{-7+\sqrt{2\,}\,i}{2}$

$\nfrac{-7-\sqrt{2\,}\,i}{2}$

$\nfrac{-7+\sqrt{3\,}\,i}{2}$

$\nfrac{-7-\sqrt{3\,}\,i}{2}$

$\nfrac{-7+\sqrt{5\,}\,i}{2}$

$\nfrac{-7-\sqrt{5\,}\,i}{2}$

$\nfrac{-7+\sqrt{7\,}\,i}{2}$

$\nfrac{-7-\sqrt{7\,}\,i}{2}$

$\nfrac{-5+\sqrt{2\,}\,i}{2}$

$\nfrac{-5-\sqrt{2\,}\,i}{2}$

$\nfrac{-5+\sqrt{3\,}\,i}{2}$

$\nfrac{-5-\sqrt{3\,}\,i}{2}$

$\nfrac{-5+\sqrt{5\,}\,i}{2}$

$\nfrac{-5-\sqrt{5\,}\,i}{2}$

$\nfrac{-5+\sqrt{7\,}\,i}{2}$

$\nfrac{-5-\sqrt{7\,}\,i}{2}$

$\nfrac{1+\sqrt{2\,}\,i}{2}$

$\nfrac{1-\sqrt{2\,}\,i}{2}$

$\nfrac{1+\sqrt{3\,}\,i}{2}$

$\nfrac{1-\sqrt{3\,}\,i}{2}$

$\nfrac{1+\sqrt{5\,}\,i}{2}$

$\nfrac{1-\sqrt{5\,}\,i}{2}$

$\nfrac{1+\sqrt{7\,}\,i}{2}$

$\nfrac{1-\sqrt{7\,}\,i}{2}$

$\nfrac{7+\sqrt{2\,}\,i}{2}$

$\nfrac{7-\sqrt{2\,}\,i}{2}$

$\nfrac{7+\sqrt{3\,}\,i}{2}$

$\nfrac{7-\sqrt{3\,}\,i}{2}$

$\nfrac{7+\sqrt{5\,}\,i}{2}$

$\nfrac{7-\sqrt{5\,}\,i}{2}$

$\nfrac{7+\sqrt{7\,}\,i}{2}$

$\nfrac{7-\sqrt{7\,}\,i}{2}$

$\nfrac{5+\sqrt{2\,}\,i}{2}$

$\nfrac{5-\sqrt{2\,}\,i}{2}$

$\nfrac{5+\sqrt{3\,}\,i}{2}$

$\nfrac{5-\sqrt{3\,}\,i}{2}$

$\nfrac{5+\sqrt{5\,}\,i}{2}$

$\nfrac{5-\sqrt{5\,}\,i}{2}$

$\nfrac{5+\sqrt{7\,}\,i}{2}$

$\nfrac{5-\sqrt{7\,}\,i}{2}$

$\nfrac{-1-\sqrt{2\,}\,i}{2}$

$\nfrac{-1+\sqrt{2\,}\,i}{2}$

$\nfrac{-1-\sqrt{3\,}\,i}{2}$

$\nfrac{-1+\sqrt{3\,}\,i}{2}$

$\nfrac{-1-\sqrt{5\,}\,i}{2}$

$\nfrac{-1+\sqrt{5\,}\,i}{2}$

$\nfrac{-1-\sqrt{7\,}\,i}{2}$

$\nfrac{-1+\sqrt{7\,}\,i}{2}$

$\nfrac{-7-\sqrt{2\,}\,i}{2}$

$\nfrac{-7+\sqrt{2\,}\,i}{2}$

$\nfrac{-7-\sqrt{3\,}\,i}{2}$

$\nfrac{-7+\sqrt{3\,}\,i}{2}$

$\nfrac{-7-\sqrt{5\,}\,i}{2}$

$\nfrac{-7+\sqrt{5\,}\,i}{2}$

$\nfrac{-7-\sqrt{7\,}\,i}{2}$

$\nfrac{-7+\sqrt{7\,}\,i}{2}$

$\nfrac{-5-\sqrt{2\,}\,i}{2}$

$\nfrac{-5+\sqrt{2\,}\,i}{2}$

$\nfrac{-5-\sqrt{3\,}\,i}{2}$

$\nfrac{-5+\sqrt{3\,}\,i}{2}$

$\nfrac{-5-\sqrt{5\,}\,i}{2}$

$\nfrac{-5+\sqrt{5\,}\,i}{2}$

$\nfrac{-5-\sqrt{7\,}\,i}{2}$

$\nfrac{-5+\sqrt{7\,}\,i}{2}$

$\nfrac{1-\sqrt{2\,}\,i}{2}$

$\nfrac{1+\sqrt{2\,}\,i}{2}$

$\nfrac{1-\sqrt{3\,}\,i}{2}$

$\nfrac{1+\sqrt{3\,}\,i}{2}$

$\nfrac{1-\sqrt{5\,}\,i}{2}$

$\nfrac{1+\sqrt{5\,}\,i}{2}$

$\nfrac{1-\sqrt{7\,}\,i}{2}$

$\nfrac{1+\sqrt{7\,}\,i}{2}$

$\nfrac{7-\sqrt{2\,}\,i}{2}$

$\nfrac{7+\sqrt{2\,}\,i}{2}$

$\nfrac{7-\sqrt{3\,}\,i}{2}$

$\nfrac{7+\sqrt{3\,}\,i}{2}$

$\nfrac{7-\sqrt{5\,}\,i}{2}$

$\nfrac{7+\sqrt{5\,}\,i}{2}$

$\nfrac{7-\sqrt{7\,}\,i}{2}$

$\nfrac{7+\sqrt{7\,}\,i}{2}$

$\nfrac{5-\sqrt{2\,}\,i}{2}$

$\nfrac{5+\sqrt{2\,}\,i}{2}$

$\nfrac{5-\sqrt{3\,}\,i}{2}$

$\nfrac{5+\sqrt{3\,}\,i}{2}$

$\nfrac{5-\sqrt{5\,}\,i}{2}$

$\nfrac{5+\sqrt{5\,}\,i}{2}$

$\nfrac{5-\sqrt{7\,}\,i}{2}$

$\nfrac{5+\sqrt{7\,}\,i}{2}$

$\nfrac{-1+\sqrt{2\,}\,i}{4}$

$\nfrac{-1-\sqrt{2\,}\,i}{4}$

$\nfrac{-1+\sqrt{3\,}\,i}{4}$

$\nfrac{-1-\sqrt{3\,}\,i}{4}$

$\nfrac{-1+\sqrt{5\,}\,i}{4}$

$\nfrac{-1-\sqrt{5\,}\,i}{4}$

$\nfrac{-1+\sqrt{7\,}\,i}{4}$

$\nfrac{-1-\sqrt{7\,}\,i}{4}$

$\nfrac{-7+\sqrt{2\,}\,i}{4}$

$\nfrac{-7-\sqrt{2\,}\,i}{4}$

$\nfrac{-7+\sqrt{3\,}\,i}{4}$

$\nfrac{-7-\sqrt{3\,}\,i}{4}$

$\nfrac{-7+\sqrt{5\,}\,i}{4}$

$\nfrac{-7-\sqrt{5\,}\,i}{4}$

$\nfrac{-7+\sqrt{7\,}\,i}{4}$

$\nfrac{-7-\sqrt{7\,}\,i}{4}$

$\nfrac{-5+\sqrt{2\,}\,i}{4}$

$\nfrac{-5-\sqrt{2\,}\,i}{4}$

$\nfrac{-5+\sqrt{3\,}\,i}{4}$

$\nfrac{-5-\sqrt{3\,}\,i}{4}$

$\nfrac{-5+\sqrt{5\,}\,i}{4}$

$\nfrac{-5-\sqrt{5\,}\,i}{4}$

$\nfrac{-5+\sqrt{7\,}\,i}{4}$

$\nfrac{-5-\sqrt{7\,}\,i}{4}$

$\nfrac{1+\sqrt{2\,}\,i}{4}$

$\nfrac{1-\sqrt{2\,}\,i}{4}$

$\nfrac{1+\sqrt{3\,}\,i}{4}$

$\nfrac{1-\sqrt{3\,}\,i}{4}$

$\nfrac{1+\sqrt{5\,}\,i}{4}$

$\nfrac{1-\sqrt{5\,}\,i}{4}$

$\nfrac{1+\sqrt{7\,}\,i}{4}$

$\nfrac{1-\sqrt{7\,}\,i}{4}$

$\nfrac{7+\sqrt{2\,}\,i}{4}$

$\nfrac{7-\sqrt{2\,}\,i}{4}$

$\nfrac{7+\sqrt{3\,}\,i}{4}$

$\nfrac{7-\sqrt{3\,}\,i}{4}$

$\nfrac{7+\sqrt{5\,}\,i}{4}$

$\nfrac{7-\sqrt{5\,}\,i}{4}$

$\nfrac{7+\sqrt{7\,}\,i}{4}$

$\nfrac{7-\sqrt{7\,}\,i}{4}$

$\nfrac{5+\sqrt{2\,}\,i}{4}$

$\nfrac{5-\sqrt{2\,}\,i}{4}$

$\nfrac{5+\sqrt{3\,}\,i}{4}$

$\nfrac{5-\sqrt{3\,}\,i}{4}$

$\nfrac{5+\sqrt{5\,}\,i}{4}$

$\nfrac{5-\sqrt{5\,}\,i}{4}$

$\nfrac{5+\sqrt{7\,}\,i}{4}$

$\nfrac{5-\sqrt{7\,}\,i}{4}$

$\nfrac{-1-\sqrt{2\,}\,i}{4}$

$\nfrac{-1+\sqrt{2\,}\,i}{4}$

$\nfrac{-1-\sqrt{3\,}\,i}{4}$

$\nfrac{-1+\sqrt{3\,}\,i}{4}$

$\nfrac{-1-\sqrt{5\,}\,i}{4}$

$\nfrac{-1+\sqrt{5\,}\,i}{4}$

$\nfrac{-1-\sqrt{7\,}\,i}{4}$

$\nfrac{-1+\sqrt{7\,}\,i}{4}$

$\nfrac{-7-\sqrt{2\,}\,i}{4}$

$\nfrac{-7+\sqrt{2\,}\,i}{4}$

$\nfrac{-7-\sqrt{3\,}\,i}{4}$

$\nfrac{-7+\sqrt{3\,}\,i}{4}$

$\nfrac{-7-\sqrt{5\,}\,i}{4}$

$\nfrac{-7+\sqrt{5\,}\,i}{4}$

$\nfrac{-7-\sqrt{7\,}\,i}{4}$

$\nfrac{-7+\sqrt{7\,}\,i}{4}$

$\nfrac{-5-\sqrt{2\,}\,i}{4}$

$\nfrac{-5+\sqrt{2\,}\,i}{4}$

$\nfrac{-5-\sqrt{3\,}\,i}{4}$

$\nfrac{-5+\sqrt{3\,}\,i}{4}$

$\nfrac{-5-\sqrt{5\,}\,i}{4}$

$\nfrac{-5+\sqrt{5\,}\,i}{4}$

$\nfrac{-5-\sqrt{7\,}\,i}{4}$

$\nfrac{-5+\sqrt{7\,}\,i}{4}$

$\nfrac{1-\sqrt{2\,}\,i}{4}$

$\nfrac{1+\sqrt{2\,}\,i}{4}$

$\nfrac{1-\sqrt{3\,}\,i}{4}$

$\nfrac{1+\sqrt{3\,}\,i}{4}$

$\nfrac{1-\sqrt{5\,}\,i}{4}$

$\nfrac{1+\sqrt{5\,}\,i}{4}$

$\nfrac{1-\sqrt{7\,}\,i}{4}$

$\nfrac{1+\sqrt{7\,}\,i}{4}$

$\nfrac{7-\sqrt{2\,}\,i}{4}$

$\nfrac{7+\sqrt{2\,}\,i}{4}$

$\nfrac{7-\sqrt{3\,}\,i}{4}$

$\nfrac{7+\sqrt{3\,}\,i}{4}$

$\nfrac{7-\sqrt{5\,}\,i}{4}$

$\nfrac{7+\sqrt{5\,}\,i}{4}$

$\nfrac{7-\sqrt{7\,}\,i}{4}$

$\nfrac{7+\sqrt{7\,}\,i}{4}$

$\nfrac{5-\sqrt{2\,}\,i}{4}$

$\nfrac{5+\sqrt{2\,}\,i}{4}$

$\nfrac{5-\sqrt{3\,}\,i}{4}$

$\nfrac{5+\sqrt{3\,}\,i}{4}$

$\nfrac{5-\sqrt{5\,}\,i}{4}$

$\nfrac{5+\sqrt{5\,}\,i}{4}$

$\nfrac{5-\sqrt{7\,}\,i}{4}$

$\nfrac{5+\sqrt{7\,}\,i}{4}$

$\nfrac{-1+\sqrt{2\,}\,i}{6}$

$\nfrac{-1-\sqrt{2\,}\,i}{6}$

$\nfrac{-1+\sqrt{3\,}\,i}{6}$

$\nfrac{-1-\sqrt{3\,}\,i}{6}$

$\nfrac{-1+\sqrt{5\,}\,i}{6}$

$\nfrac{-1-\sqrt{5\,}\,i}{6}$

$\nfrac{-1+\sqrt{7\,}\,i}{6}$

$\nfrac{-1-\sqrt{7\,}\,i}{6}$

$\nfrac{-7+\sqrt{2\,}\,i}{6}$

$\nfrac{-7-\sqrt{2\,}\,i}{6}$

$\nfrac{-7+\sqrt{3\,}\,i}{6}$

$\nfrac{-7-\sqrt{3\,}\,i}{6}$

$\nfrac{-7+\sqrt{5\,}\,i}{6}$

$\nfrac{-7-\sqrt{5\,}\,i}{6}$

$\nfrac{-7+\sqrt{7\,}\,i}{6}$

$\nfrac{-7-\sqrt{7\,}\,i}{6}$

$\nfrac{-5+\sqrt{2\,}\,i}{6}$

$\nfrac{-5-\sqrt{2\,}\,i}{6}$

$\nfrac{-5+\sqrt{3\,}\,i}{6}$

$\nfrac{-5-\sqrt{3\,}\,i}{6}$

$\nfrac{-5+\sqrt{5\,}\,i}{6}$

$\nfrac{-5-\sqrt{5\,}\,i}{6}$

$\nfrac{-5+\sqrt{7\,}\,i}{6}$

$\nfrac{-5-\sqrt{7\,}\,i}{6}$

$\nfrac{1+\sqrt{2\,}\,i}{6}$

$\nfrac{1-\sqrt{2\,}\,i}{6}$

$\nfrac{1+\sqrt{3\,}\,i}{6}$

$\nfrac{1-\sqrt{3\,}\,i}{6}$

$\nfrac{1+\sqrt{5\,}\,i}{6}$

$\nfrac{1-\sqrt{5\,}\,i}{6}$

$\nfrac{1+\sqrt{7\,}\,i}{6}$

$\nfrac{1-\sqrt{7\,}\,i}{6}$

$\nfrac{7+\sqrt{2\,}\,i}{6}$

$\nfrac{7-\sqrt{2\,}\,i}{6}$

$\nfrac{7+\sqrt{3\,}\,i}{6}$

$\nfrac{7-\sqrt{3\,}\,i}{6}$

$\nfrac{7+\sqrt{5\,}\,i}{6}$

$\nfrac{7-\sqrt{5\,}\,i}{6}$

$\nfrac{7+\sqrt{7\,}\,i}{6}$

$\nfrac{7-\sqrt{7\,}\,i}{6}$

$\nfrac{5+\sqrt{2\,}\,i}{6}$

$\nfrac{5-\sqrt{2\,}\,i}{6}$

$\nfrac{5+\sqrt{3\,}\,i}{6}$

$\nfrac{5-\sqrt{3\,}\,i}{6}$

$\nfrac{5+\sqrt{5\,}\,i}{6}$

$\nfrac{5-\sqrt{5\,}\,i}{6}$

$\nfrac{5+\sqrt{7\,}\,i}{6}$

$\nfrac{5-\sqrt{7\,}\,i}{6}$

$\nfrac{-1-\sqrt{2\,}\,i}{6}$

$\nfrac{-1+\sqrt{2\,}\,i}{6}$

$\nfrac{-1-\sqrt{3\,}\,i}{6}$

$\nfrac{-1+\sqrt{3\,}\,i}{6}$

$\nfrac{-1-\sqrt{5\,}\,i}{6}$

$\nfrac{-1+\sqrt{5\,}\,i}{6}$

$\nfrac{-1-\sqrt{7\,}\,i}{6}$

$\nfrac{-1+\sqrt{7\,}\,i}{6}$

$\nfrac{-7-\sqrt{2\,}\,i}{6}$

$\nfrac{-7+\sqrt{2\,}\,i}{6}$

$\nfrac{-7-\sqrt{3\,}\,i}{6}$

$\nfrac{-7+\sqrt{3\,}\,i}{6}$

$\nfrac{-7-\sqrt{5\,}\,i}{6}$

$\nfrac{-7+\sqrt{5\,}\,i}{6}$

$\nfrac{-7-\sqrt{7\,}\,i}{6}$

$\nfrac{-7+\sqrt{7\,}\,i}{6}$

$\nfrac{-5-\sqrt{2\,}\,i}{6}$

$\nfrac{-5+\sqrt{2\,}\,i}{6}$

$\nfrac{-5-\sqrt{3\,}\,i}{6}$

$\nfrac{-5+\sqrt{3\,}\,i}{6}$

$\nfrac{-5-\sqrt{5\,}\,i}{6}$

$\nfrac{-5+\sqrt{5\,}\,i}{6}$

$\nfrac{-5-\sqrt{7\,}\,i}{6}$

$\nfrac{-5+\sqrt{7\,}\,i}{6}$

$\nfrac{1-\sqrt{2\,}\,i}{6}$

$\nfrac{1+\sqrt{2\,}\,i}{6}$

$\nfrac{1-\sqrt{3\,}\,i}{6}$

$\nfrac{1+\sqrt{3\,}\,i}{6}$

$\nfrac{1-\sqrt{5\,}\,i}{6}$

$\nfrac{1+\sqrt{5\,}\,i}{6}$

$\nfrac{1-\sqrt{7\,}\,i}{6}$

$\nfrac{1+\sqrt{7\,}\,i}{6}$

$\nfrac{7-\sqrt{2\,}\,i}{6}$

$\nfrac{7+\sqrt{2\,}\,i}{6}$

$\nfrac{7-\sqrt{3\,}\,i}{6}$

$\nfrac{7+\sqrt{3\,}\,i}{6}$

$\nfrac{7-\sqrt{5\,}\,i}{6}$

$\nfrac{7+\sqrt{5\,}\,i}{6}$

$\nfrac{7-\sqrt{7\,}\,i}{6}$

$\nfrac{7+\sqrt{7\,}\,i}{6}$

$\nfrac{5-\sqrt{2\,}\,i}{6}$

$\nfrac{5+\sqrt{2\,}\,i}{6}$

$\nfrac{5-\sqrt{3\,}\,i}{6}$

$\nfrac{5+\sqrt{3\,}\,i}{6}$

$\nfrac{5-\sqrt{5\,}\,i}{6}$

$\nfrac{5+\sqrt{5\,}\,i}{6}$

$\nfrac{5-\sqrt{7\,}\,i}{6}$

$\nfrac{5+\sqrt{7\,}\,i}{6}$






[Level3]
0



$1$

$1$

$2$

$2$

$-1$

$-1$

$-2$

$-2$

$i$

$-i$

$2i$

$-2i$

$-i$

$i$

$-2i$

$2i$





[Level4]


[Level5]


[Level6]


[Level7]




[EOF]

