The project includes a main.py that defines a list of 7-letter words called my_list:

my_list = \ ['qabalah','qasidas', 'qigongs','qindars','qintars','qiviuts','quacked', 'orchids','chamber','phoenix','central','juggler','dungeon','passive', 'capable','creator','rabbits','succeed','compute','achieve','attempt', 'network','address','supreme','believe','concern','explore','finance', 'quadric','quaered','quaeres','quaffed','quaffer','quaggas','quahaug', 'benifit','license','carcass','abalone','morning','abandon','macabre', 'teacher','billion','yankees','mistake','suspect','barrack','connect', 'operate','cabbage','ability','rushing','passion','perfect','fashion', 'outputs','success','banking','journal','quaichs','quaighs','quailed', 'douleia','eulogia','miaoued','moineau','sequoia','toxemia','sodaine', 'yibbles','yickers','yielded','yielder','yikkers','yippers','yippies', 'yipping','yirding','yirking','yirring','ymolten','ynambus','yobbery', 'yobbish','yobbism','yobboes','yocking','yodeled','yodeler','yodlers', 'yodling','yoghurt','yoginis','yogisms','yogurts','yohimbe','yoicked', 'yojanas','yokings','yokking','yolkier','yomping','yonders','yonkers', 'yoppers','yorkers','yorkies','yorking','youking','younger','youngly', 'youngth','younker','youpons','youthen','youthly','yowlers','yowleys', 'yowling','yperite','yplight','ypsilon','yshends','yslaked','yttrias', 'yttrium','yuchier','yuckers','yuckier','yucking','yukatas','yukiest', 'yukkier','yukking','yummier','yummies','yumpies','yumping','yuppies']

All the words have exactly 7 letters. Let us define 3 categories of words: LEFTIES, RIGHTIES, and CENTRIES. LEFTIES have more vowels (a,e,i,o,u) in the first 3 consecutive letters than the last 3 consecutive letters. An example is 'youthly': the first 3 letters (y,o,u) contain more vowels than the last 3 letters (h,l,y) Similarly, RIGHTIES have more vowels in the last 3 consecutive letters than the first 3 consecutive letters. An example is 'dungeon': the last 3 letters (e,o,n) contain more vowels than the first 3 letters (d,u,n) Finally, CENTRIES are balanced and have equal number of vowels on both sides. An example is 'yodeled': the first 3 letters (y,o,d) has 1 vowel, and so does the last 3 letters (l,e,d)

Write python code that prints a single value (A+B+C) as defined below:

A = number of CENTRIES words from my_list where the words have at least 3 letters in common with MY_WORD. As an example: if MY_WORD is orchids then 'morning' is such a CENTRIES word (common letters are o,r,i)

B = number of LEFTIES words from my_list where the Nth index letter of the word exists in MY_WORD. Here, N is the smallest digit of MY_NUM. In your case if N > 6, use N=6. As an example: if MY_WORD is 'orchids' and MY_NUM is 10233, then 'outputs' is such a LEFTIES word - the letter in 0th index is o and it exists in orchids.

C = number of RIGHTIES words from my_list where middle 5 letters of that word has at most three letter in common with MY_WORD. As an example: if MY_WORD is orchids, then 'sequoia' is such a word -- the middle 5 letters (equoi) has i and o in common with orchids. Make sure your program does not print anything else besides the computed result (A+B+C) (comment out all other extra print statements) For this project, your sample code only defines this list and nothing else. Good Luck!