EEC_448_2:
		description:
			Edward's Curve DSA 448

		public key:
			138 characters
			
		relevant JavaScript:
			https://www.npmjs.com/package/elliptic

		relevant:
			https://soatok.blog/2022/05/19/guidance-for-choosing-an-elliptic-curve-signature-algorithm-in-2022/
		
			https://cryptography.io/en/latest/
			
			https://github.com/tlsfuzzer/python-ecdsa
		
			https://wizardforcel.gitbooks.io/practical-cryptography-for-developers-book/content/digital-signatures/eddsa-sign-verify-examples.html
			https://github.com/cslashm/ECPy
			https://stackoverflow.com/questions/18806962/simple-der-cert-parsing-in-python
			https://github.com/wbond/asn1crypto/


		256 possibilities per byte:
		73 					  bytes:

		256 ** 73 = 63316582777114760719488645381029680648993625
					36991023101800014235978168962727215799560099
					86716782195173370038850601316708739494487825
					28309751691815706084650986651333670066978816
		
		
		
		less relevant:
			'''
				https://stackoverflow.com/questions/18806962/simple-der-cert-parsing-in-python
			'''
			#from asn1crypto.x509 import Certificate
			#cert = Certificate.load (public_key ["string"])
			#n = cert.public_key.native["public_key"]["modulus"]
			#e = cert.public_key.native["public_key"]["public_exponent"]