Is this string a palindrome (in Morse Code)? Challenge

Inspired by this video

As you may know, a palindrome is a word that is spelled the same forward as it is backward. The word "PULP" is not a palindrome, but when translated into Morse Code (with the spacing between letters removed), "PULP" becomes ".--...-.-...--." which is a palindrome. Your task is to write a program or function which takes a string and returns whether that word is a palindrome in International Morse Code. 

A: .-
B: -...
C: -.-.
D: -..
E: .
F: ..-.
G: --.
H: ....
I: ..
J: .---
K: -.-
L: .-..
M: --
N: -.
O: ---
P: .--.
Q: --.-
R: .-.
S: ...
T: -
U: ..-
V: ...-
W: .--
X: -..-
Y: -.--
Z: --..


Rules

Input

Input can be taken in any reasonable format. The input string will contain only letters in any case you prefer. The string will not contain spaces, numbers, or punctuation.

Output

Your program should output 1 of 2 constant distinct results based on whether the input is a palindrome, e.g. True/False, 1/0, HOTDOG/NOTHOTDOG

Scoring

This is code-golf so shortest answer in bytes wins. Standard loopholes are forbidden.

Test Cases

Input  =>  Output

"PULP"       =&gt; True
"RESEARCHER" =&gt; True
"HOTDOGS"    =&gt; True
""           =&gt; True
"A"          =&gt; False
"RACECAR"    =&gt; False
"PROGRAMMING"=&gt; False
"PUZZLES"    =&gt; False
Jelly, 28 bytes

ØAŻŻ“¡9o|çṫ¡X1ỴỌġQ’œ?iⱮḃ2FŒḂ


Try it online!

ØA                             The uppercase alphabet.
  ŻŻ                           Prepend two zeroes.
    “¡9o|çṫ¡X1ỴỌġQ’œ?          Get the 73540211105102870315464559332nd permutation.
                                  (= “ETIANMSURWDKGOHVF0L0PJBXCYZQ”)
                     iⱮ        Find indices of input letters in this list.
                       ḃ2      Bijective base 2: map [1,2,3,4,5…] to
                                 [1], [2], [1,1], [1,2], [2,1], …
                         F     Flatten.
                          ŒḂ   Is palindrome?


I wrote this answer looking at one of these (read the rows from right-to-left, and you get my magic string!):