Canadian Computing Competition: 2023 Stage 1, Junior #3
You are trying to schedule a special event on one of five possible days.
Your job is to determine on which day you should schedule the event, so that the largest number of interested people are able to attend.
Input Specification
The first line of input will contain a positive integer , representing the number of people
interested in attending your event. The next lines will each contain one person's availability
using one character for each of Day , Day , Day , Day , and Day (in that order).
The character Y
means the person is able to attend and a period (.
) means the person is
not able to attend.
The following table shows how the available 15 marks are distributed:
Marks | Description |
---|---|
6 | There will be exactly one day on which every person will be able to attend. |
6 | There will be exactly one day on which the largest number of people will be able to attend. |
3 | There might be more than one day on which the largest number of people will be able to attend. |
Output Specification
The output will consist of one line listing the day number(s) on which the largest number of interested people are able to attend.
If there is more than one day on which the largest number of people are able to attend, output all of these day numbers in increasing order and separated by commas (without spaces).
Sample Input 1
3
YY.Y.
...Y.
.YYY.
Sample Output 1
4
Explanation for Sample 1
All three people are able to attend on Day , and they are not all available on any other day.
Sample Input 2
5
YY..Y
.YY.Y
.Y.Y.
.YY.Y
Y...Y
Sample Output 2
2,5
Explanation for Sample 2
There is no day on which all five people are able to attend. Four people are able to attend on both Day and Day .
Comments
so fun to do
ok
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ummm... what are the constraints for N?
hey mx
cool thing i learned... i didn't know strings had index pos weird but rlly cool lmao
kaizenecks a legend for copying d's code word for word 😭😭
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How your question on the ccc will be marked
man it literally gives the mark distributions above