In a typical day (i.e. 24 hour period), how many times can the numbers on a 12-hour digital clock (i.e. not military time) be read the same when rotated 180 ? That is, the numbers will be the same if you ignore the colon and rotate the entire number 180. For example: 6:59==>659=rotate=659#valid10:01==>1001==>rotate==>1001#valid4:06==>406==>rotate=90h#invalid6:06==>606=rotate=909#invalid12:51==>1251=>>rotate==>1521#invalid10:37==>1037==>rotate==>LE01#invalid These are the single digits on a digital clock that -- when rotated 180-- result in a valid number: See this Wikipedia article on seven-segment displays to understand why only these numbers can be rotated. Specifically, scroll to the the Decimal section to see the seven-segment representation of the digits 0 through 9 . Print the list of times as well as the total number of occurrences in a 24 hour period, as shown in Expected Output. In Expected Output, the list of times has been truncated. You must display all valid times. You must also replace with the total number of occurrences over a 24 hour period. You must arrive at your solution programmatically. \# write your solution below \# insert additional code cells as needed Expected Output All 180-degree times: ['1:01', '1:11' ... ... '11:11', '12:21'] Total number of 180-degree times in 24 hours