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-rw-r--r--scripts/mbedtls_dev/bignum_data.py159
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diff --git a/scripts/mbedtls_dev/bignum_data.py b/scripts/mbedtls_dev/bignum_data.py
deleted file mode 100644
index 5c6c2c81e47..00000000000
--- a/scripts/mbedtls_dev/bignum_data.py
+++ /dev/null
@@ -1,159 +0,0 @@
-"""Base values and datasets for bignum generated tests and helper functions that
-produced them."""
-# Copyright The Mbed TLS Contributors
-# SPDX-License-Identifier: Apache-2.0 OR GPL-2.0-or-later
-#
-
-import random
-
-# Functions calling these were used to produce test data and are here only for
-# reproducibility, they are not used by the test generation framework/classes
-try:
- from Cryptodome.Util.number import isPrime, getPrime #type: ignore #pylint: disable=import-error
-except ImportError:
- pass
-
-# Generated by bignum_common.gen_safe_prime(192,1)
-SAFE_PRIME_192_BIT_SEED_1 = "d1c127a667786703830500038ebaef20e5a3e2dc378fb75b"
-
-# First number generated by random.getrandbits(192) - seed(2,2), not a prime
-RANDOM_192_BIT_SEED_2_NO1 = "177219d30e7a269fd95bafc8f2a4d27bdcf4bb99f4bea973"
-
-# Second number generated by random.getrandbits(192) - seed(2,2), not a prime
-RANDOM_192_BIT_SEED_2_NO2 = "cf1822ffbc6887782b491044d5e341245c6e433715ba2bdd"
-
-# Third number generated by random.getrandbits(192) - seed(2,2), not a prime
-RANDOM_192_BIT_SEED_2_NO3 = "3653f8dd9b1f282e4067c3584ee207f8da94e3e8ab73738f"
-
-# Fourth number generated by random.getrandbits(192) - seed(2,2), not a prime
-RANDOM_192_BIT_SEED_2_NO4 = "ffed9235288bc781ae66267594c9c9500925e4749b575bd1"
-
-# Ninth number generated by random.getrandbits(192) - seed(2,2), not a prime
-RANDOM_192_BIT_SEED_2_NO9 = "2a1be9cd8697bbd0e2520e33e44c50556c71c4a66148a86f"
-
-# Generated by bignum_common.gen_safe_prime(1024,3)
-SAFE_PRIME_1024_BIT_SEED_3 = ("c93ba7ec74d96f411ba008bdb78e63ff11bb5df46a51e16b"
- "2c9d156f8e4e18abf5e052cb01f47d0d1925a77f60991577"
- "e128fb6f52f34a27950a594baadd3d8057abeb222cf3cca9"
- "62db16abf79f2ada5bd29ab2f51244bf295eff9f6aaba130"
- "2efc449b128be75eeaca04bc3c1a155d11d14e8be32a2c82"
- "87b3996cf6ad5223")
-
-# First number generated by random.getrandbits(1024) - seed(4,2), not a prime
-RANDOM_1024_BIT_SEED_4_NO1 = ("6905269ed6f0b09f165c8ce36e2f24b43000de01b2ed40ed"
- "3addccb2c33be0ac79d679346d4ac7a5c3902b38963dc6e8"
- "534f45738d048ec0f1099c6c3e1b258fd724452ccea71ff4"
- "a14876aeaff1a098ca5996666ceab360512bd13110722311"
- "710cf5327ac435a7a97c643656412a9b8a1abcd1a6916c74"
- "da4f9fc3c6da5d7")
-
-# Second number generated by random.getrandbits(1024) - seed(4,2), not a prime
-RANDOM_1024_BIT_SEED_4_NO2 = ("f1cfd99216df648647adec26793d0e453f5082492d83a823"
- "3fb62d2c81862fc9634f806fabf4a07c566002249b191bf4"
- "d8441b5616332aca5f552773e14b0190d93936e1daca3c06"
- "f5ff0c03bb5d7385de08caa1a08179104a25e4664f5253a0"
- "2a3187853184ff27459142deccea264542a00403ce80c4b0"
- "a4042bb3d4341aad")
-
-# Third number generated by random.getrandbits(1024) - seed(4,2), not a prime
-RANDOM_1024_BIT_SEED_4_NO3 = ("14c15c910b11ad28cc21ce88d0060cc54278c2614e1bcb38"
- "3bb4a570294c4ea3738d243a6e58d5ca49c7b59b995253fd"
- "6c79a3de69f85e3131f3b9238224b122c3e4a892d9196ada"
- "4fcfa583e1df8af9b474c7e89286a1754abcb06ae8abb93f"
- "01d89a024cdce7a6d7288ff68c320f89f1347e0cdd905ecf"
- "d160c5d0ef412ed6")
-
-# Fourth number generated by random.getrandbits(1024) - seed(4,2), not a prime
-RANDOM_1024_BIT_SEED_4_NO4 = ("32decd6b8efbc170a26a25c852175b7a96b98b5fbf37a2be"
- "6f98bca35b17b9662f0733c846bbe9e870ef55b1a1f65507"
- "a2909cb633e238b4e9dd38b869ace91311021c9e32111ac1"
- "ac7cc4a4ff4dab102522d53857c49391b36cc9aa78a330a1"
- "a5e333cb88dcf94384d4cd1f47ca7883ff5a52f1a05885ac"
- "7671863c0bdbc23a")
-
-# Fifth number generated by random.getrandbits(1024) - seed(4,2), not a prime
-RANDOM_1024_BIT_SEED_4_NO5 = ("53be4721f5b9e1f5acdac615bc20f6264922b9ccf469aef8"
- "f6e7d078e55b85dd1525f363b281b8885b69dc230af5ac87"
- "0692b534758240df4a7a03052d733dcdef40af2e54c0ce68"
- "1f44ebd13cc75f3edcb285f89d8cf4d4950b16ffc3e1ac3b"
- "4708d9893a973000b54a23020fc5b043d6e4a51519d9c9cc"
- "52d32377e78131c1")
-
-# Adding 192 bit and 1024 bit numbers because these are the shortest required
-# for ECC and RSA respectively.
-INPUTS_DEFAULT = [
- "0", "1", # corner cases
- "2", "3", # small primes
- "4", # non-prime even
- "38", # small random
- SAFE_PRIME_192_BIT_SEED_1, # prime
- RANDOM_192_BIT_SEED_2_NO1, # not a prime
- RANDOM_192_BIT_SEED_2_NO2, # not a prime
- SAFE_PRIME_1024_BIT_SEED_3, # prime
- RANDOM_1024_BIT_SEED_4_NO1, # not a prime
- RANDOM_1024_BIT_SEED_4_NO3, # not a prime
- RANDOM_1024_BIT_SEED_4_NO2, # largest (not a prime)
- ]
-
-ADD_SUB_DATA = [
- "0", "1", "3", "f", "fe", "ff", "100", "ff00",
- "fffe", "ffff", "10000", # 2^16 - 1, 2^16, 2^16 + 1
- "fffffffe", "ffffffff", "100000000", # 2^32 - 1, 2^32, 2^32 + 1
- "1f7f7f7f7f7f7f",
- "8000000000000000", "fefefefefefefefe",
- "fffffffffffffffe", "ffffffffffffffff", "10000000000000000", # 2^64 - 1, 2^64, 2^64 + 1
- "1234567890abcdef0",
- "fffffffffffffffffffffffe",
- "ffffffffffffffffffffffff",
- "1000000000000000000000000",
- "fffffffffffffffffefefefefefefefe",
- "fffffffffffffffffffffffffffffffe",
- "ffffffffffffffffffffffffffffffff",
- "100000000000000000000000000000000",
- "1234567890abcdef01234567890abcdef0",
- "fffffffffffffffffffffffffffffffffffffffffffffffffefefefefefefefe",
- "fffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffe",
- "ffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff",
- "10000000000000000000000000000000000000000000000000000000000000000",
- "1234567890abcdef01234567890abcdef01234567890abcdef01234567890abcdef0",
- ]
-
-# Only odd moduli are present as in the new bignum code only odd moduli are
-# supported for now.
-MODULI_DEFAULT = [
- "53", # safe prime
- "45", # non-prime
- SAFE_PRIME_192_BIT_SEED_1, # safe prime
- RANDOM_192_BIT_SEED_2_NO4, # not a prime
- SAFE_PRIME_1024_BIT_SEED_3, # safe prime
- RANDOM_1024_BIT_SEED_4_NO5, # not a prime
- ]
-
-# Some functions, e.g. mbedtls_mpi_mod_raw_inv_prime(), only support prime moduli.
-ONLY_PRIME_MODULI = [
- "53", # safe prime
- "8ac72304057392b5", # 9999999997777777333 (longer, not safe, prime)
- # The next prime has a different R in Montgomery form depending on
- # whether 32- or 64-bit MPIs are used.
- "152d02c7e14af67fe0bf", # 99999999999999999991999
- SAFE_PRIME_192_BIT_SEED_1, # safe prime
- SAFE_PRIME_1024_BIT_SEED_3, # safe prime
- ]
-
-def __gen_safe_prime(bits, seed):
- '''
- Generate a safe prime.
-
- This function is intended for generating constants offline and shouldn't be
- used in test generation classes.
-
- Requires pycryptodomex for getPrime and isPrime and python 3.9 or later for
- randbytes.
- '''
- rng = random.Random()
- # We want reproducibility across python versions
- rng.seed(seed, version=2)
- while True:
- prime = 2*getPrime(bits-1, rng.randbytes)+1 #pylint: disable=no-member
- if isPrime(prime, 1e-30):
- return prime