数字子集 | HJ76 尼科彻斯定理
# 定义解法 while True: try: n = int(input()) l = [i for i in range(1, n**3,2)] for i in range(len(l)): if sum(l[i:n+i]) == n**3: print('+'.join(map(str,l[i:n+i]))) except: break # 我的代码 n = int(input()) res = [str(i) for i in range(n**2-n+1, n**2+n, 2)] print('+'.join(res))
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高质量题: 1~40:HJ16,HJ22,HJ24,HJ26,HJ27,HJ28,HJ35,HJ37,HJ39; 40~80:HJ41,HJ42,HJ43,HJ44,HJ48,HJ50,HJ52,HJ53,HJ57,HJ61,HJ63,HJ64,HJ70,HJ71,HJ74,HJ77; 80~108:HJ82,HJ85,HJ88,HJ89,HJ93,HJ95,HJ98,HJ103,HJ107