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3つ続いた整数をn−1,n,n+1 とする
(n−1)²+n²+(n+1)²=302
n²−2n+1+n²+n²+2n+1=302
3n²+2=302
3n²=300 n²=100 n=±10(整数なので一応両方ありえる)
よって9,10,11 または−9,−10,−11
だと思います

キム

ありがとうございます!!

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