In a coding contest I have a programming task to find minimum or maximum from different arrays, and the final result to put it at the end of the URL (www.example.com/result).
I can't figure out what format are they expecting...
They gave this hint:
look at the resulting values and see if they could represent something familiar), at the end of the root of the URL of the page you're on (of course add a slash if needed)
Update
For the result of the problem, you need to figure out a way to convert those numbers to a "URL friendly form" value. For example, a URL friendly value means a string, so you need a 'standard' way to convert each number to a character and use the resulting string to go to the next problem.
I tried the following formats 1:2:3:4 , 1_2_3_4 no chance.
The numbers are 100,126,114,85,82,121,54 .
So I need them formatted in an url friendly form whatever that would mean.
This is the coding challenge :
You are given an input file containing:On the first line a positive integer N
On the following N lines there will be arrays of integers, of variable length, each integer value separated by a white space from the next value
The start of each array will only contain one of the following possible numbers: 1 or -1
To get to the next step you will have to calculate the minimum (if start value is -1) or maximum (if start value is 1) of the arrays in the input file and then put the result, in a more human and URL friendly form (hint: look at the resulting values and see if they could represent somehting familiar), at the end of the root of the URL of the page you're on (of course add a slash if needed). Also keep the code used to solve this problem!Here is your input data:
7
-1 156 198 171 134 197 120 149 177 130 100 103 126 169 115 199 188 119 168 151 161 167 141 111
-1 126 128 150 190 193 198 168 128 194 138 196 153 134 163 152 136 158 132 178 141 174 143 195 126 183 132 174 173 171 130 155 164 158
-1 178 115 166 161 164 134 130 164 147 114
1 73 78 81 66 77 0 26 42 48 42 12 24 33 4 54 31 50 34 78 13 21 37 29 85 56 68 12 79 81 82 25 7 16 44 32 82
1 62 35 54 82 30 7 28 78 74 34 12 80 40 16 5 39 29
-1 157 183 175 140 158 164 138 166 176 121 145 139 186 188 158 121 183 146 132 124 123 198 162 135 161 132 187 184 121 148 157 146 123 199 142 134 196 179
-1 70 74 81 105 121 129 148 91 160 76 146 94 64 154 54 102 142 68 62 88 63 144 143 138 118 117 148 166 146 159 162 130 183 184 156 172