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0
The answer is (n-min(l+1,n-r)) not max(l+1,r).Here we are opting for min of prefix and suffix so that we get max subsequence of the array. If u still didn't get it try various scenarios which is the only way to answer ur question. |
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The sentence loosely translates to finding the first and last numbers which are not divisble by x in the array and then find the minimum between those numbers and subtract them from array size which gives us our subarray of largest size. |
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Missed this challenge |
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-8
No , I guess for a case n0=(1..k) , n1=0 & n2=(1..k) we can't find any solution I guess. Please correct me If I am worng. |
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Good one. |
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Guys I am a noob I need help with this problem 1352F Brinary String construction. ihave read the editorial I am trying a new approach need some help with that . Here's the solution : https://mirror.codeforces.com/contest/1352/submission/80051458 Hope you would help me out. Gracias Lord_Thunder. |
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Auto comment: topic has been updated by lord_thunder (previous revision, new revision, compare). |
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+3
It'll really help beginners. |
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Happy Fixing u are the best. |
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