There are 16 multiple-choice questions in a certain mathematics competition. The scoring method is: 5 points for each correct answer, 1 point for each wrong answer, and no point penalty for failure to answer, and each candidate will be given 10 points as a base ． So how many different scores can there be at most in this competition?
某次数学竞赛共16道选择题，评分的方法是：每做对一题得5分，做错一题扣1分，未做不得分也不扣分，而且每个考生给10分底分．那么这次竞赛成绩最多有多少种不同的分数．
<gadget id="calculator">97 - 10</gadget>
<output>87</output>

<result>87</result>