[Samsung Galaxy S20 / S20+ / S20 Ultra Questions & ] adfree:
Prime number (Bitsize: 0) (*): p
============================================================= hex ====
F5870E6F89EB6D4F1F30DCF994508385B53F2609A4C3C8749E37019E959190B51D99AB7F29A3C4FE583BD118AA1BD662B4795ABCF7646B06EBD447152FC51604202EA498C4AFE6DFBBC5016DC166E114CA38E6B82D1B7392D8C30D68B3D956BD9B2D4ADBF3FA3B74254F81F0C0EB7C5E7C99ACC5A05E9C146AEAF9AEF4798D95

Prime number (Bitsize: 0) (*): q
============================================================= hex ====
EA58AF11D3137E8B192002E791D7284054FE79BC8628AB589A34B9039A5127CA25E1A8B9CB05E0F926DF8B63847C57FA5362AE4FEF2511F3A2F493D506FB972323D5D4ED5E5F30F27A170FC5A88D75DBA8D35684BE9C22D28E9235C60035FBBAFC86E27ABCF1269BB38B8B198B8FE8EE728FA569097B4285481F53D5F340AF88

Modulus (Bitsize: 2048): n=p*q
============================================================= hex ====
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

Euler's phi(n) function (*): phi(n)=(p-1)*(q-1)
============================================================= hex ====

Public exponent: e [1 < e < phi ; e and phi are coprime]
============================================================= hex ====
10001

Private exponent (*): d=(e^-1) mod phi
============================================================= hex ====
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

Chinese Remainder Theorem (CRT) exponent 1 (*): dP=d mod (p-1)
============================================================= hex ====
8cd698e04053ec92db48732932fb70464d6e58ca6559eced8027fb64d554f795fcd1be3f264a8be07e0a69e9e5022cdad7bd58e05664a2c40898eee167527d4b868e5ada4ad0bff58cc6f807d64dc644dfaefe219db6467870a08a5b89f6dcbbcc7c919953fd310771b386ccec4ce83d66e9dbe24d18981d5a2b496823526a75

Chinese Remainder Theorem (CRT) exponent 2 (*): dQ=d mod (q-1)
============================================================= hex ====
3c242451cbbcbe060e9da38130716a381057fa8002621f8f2e8c074b40684170e485e41a425b30e06034907e2abb0a8d08a7539ada01c678a342674a0d6fb5dae3d075c3b12b76d153b9e5675199743cba37fa8538b1b3521c1ab3c82bb7aef1ceeb02e682e4d486b2ee45f57956a66dc362d00d83cc6946f13a70f680660266

Chinese Remainder Theorem (CRT) coefficient (*): qInv=(q^-1) mod p
============================================================= hex ====
485871831a67bf7a19de16bee8de83079cc72cebfeff90649c414a719236312ec29faf4fb06127dabba51909f6b5e09c73a684eca0dcba032e79156a47723ed0c6f40f95880c412c203724a2b43b75826ee229e43da24a979fb0de2a91fde360608c16d572ab8a4940c8d9e62146df8efd0e9c45ff5b3b4faee72ee3d536992f

Plaintext:
======================================================================

Message: m
============================================================= hex ====

Ciphertext: c = m^e mod n
============================================================= hex ====

Time to encrypt the message (m):
============================================================= sec ====

Time to decrypt the ciphertext (c) with the private key A:
============================================================= sec ====

Time to decrypt the ciphertext (c) with the private key B (CRT):
============================================================= sec ====

(*) Keep this information secret!

Tiny progress...

Only as info.

Best Regards