Sentence Primeness

A word value can be established summing up all the numeric values of every single character (excluding spaces and punctuation): a value from 1 ("a") to 26 ("z") is given to letters, while numbers have their literal values, from 0 to 9. The sentence value is the sum of the values of the words.

sentence = "ABC ! abc ... @ 123"
# Remove spaces, punctuation and any symbol.

sentence = ["ABC", "abc", "123"]

words values = "ABC" = 1+2+3 = 6 | "abc" = 1+2+3 = 6 | "123" = 1+2+3 = 6

sentence value = 6 + 6 + 6 = 18

Given a string sentence implement a function that returns:

• Prime Sentence if the original sentence value is a prime.

• Almost Prime Sentence (xxx) if the sentence value is not a prime but, after a single removal of any of the words the new sentence value is a prime (see example #2 for a clearer explanation), with xxx being the word removed. If more than a word can be removed to obtain a prime value, return the first encountered in the original sentence.

• Composite Sentence if the sentence value is not a prime and more than one removal is necessary to make the new sentence value (or if none is possible).

Letters values are case insensitive ("aZ" = "Az" = 1 + 26 = 27), while numbers are treated as words ("123" = 1+2+3 = 6).

Examples

sentence_primeness("Help me!") ➞ "Prime Sentence"
# "Help" + "me" = 41 + 18 = 59 (prime)

sentence_primeness("42 is THE aNsWeR...") ➞ "Almost Prime Sentence (aNsWeR)
# "42" + "is" + "THE" + "aNsWeR" = 6 + 28 + 33 + 80 = 147 (not prime)
# Without "42" new value is 141
# Without "is" new value is 119
# Without "THE" new value is 114
# Without "aNsWeR" new value is 67 (prime!)
# If the word "aNsWeR" is removed from sentence the new value is a prime.

sentence_primeness("Did you smoke?") ➞ "Composite Sentence"
# "Did" + "you" + "smoke" = 17 + 61 + 63 = 141 (not prime)
# Without "Did" new value is 124
# Without "you" new value is 80
# Without "smoke" new value is 78
# No single removals make the new sentence value a prime.

Notes

• Only letters and digits can be part of the sentence.
• If it's an Almost Prime Sentence, the removed word between the brackets must maintain the same capitalization format found in the original sentence (see example #2).
• The sentence is Almost Prime if just a single word can be removed to make value a prime, no multiple removals allowed.
• Remember the rule for numbers: "10" is a word, so its value is 1+0 and not 10.