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config.py
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config.py
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import os
import sys
recursionL = sys.getrecursionlimit()
sys.setrecursionlimit(recursionL * 2)
# To avoid maximum recursion depth with huge integer (e.g euclid).
THIS_FOLDER = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
DIRECTORY_RESSOURCES = os.path.join(THIS_FOLDER, "ressources/")
DIRECTORY_PROCESSING = os.path.join(THIS_FOLDER, "processing/")
DIRECTORY_GEN = os.path.join(DIRECTORY_RESSOURCES, "generated/")
DIRECTORY_FOUNT = os.path.join(DIRECTORY_GEN, "PrimeNumber's_Fount/")
# Define colors for logs
class bcolors:
OKGREEN = "\033[92m"
OKBLUE = "\033[94m"
OKCYAN = "\033[96m"
YELLOW = "\033[93m"
RED = "\033[91m"
ENDC = "\033[0m"
BOLD = "\033[1m"
# Keys
KL1 = []
KL2 = []
KO1 = []
KO2 = []
KO3 = []
KI1 = []
KI2 = []
KI3 = []
# Watch variables
WATCH_EXEC_STATUS = False
WATCH_READ_TIME = 0
WATCH_WRITE_TIME = 0
WATCH_BLOC_KASUMI = 0
WATCH_GLOBAL_KASUMI = 0
WATCH_CIPHER_TYPE = "ECB"
WATCH_BLOC_CIPHER = 0
WATCH_GLOBAL_CIPHER = 0
WATCH_PERCENTAGE = 0.01
WATCH_GLOBAL_TIME = 0
WATCH_GLOBAL_INVERSION = 0
WATCH_INVERSION_NUMBER = 0.002
WATCH_KASUMI_NUMBER = 0
WATCH_GLOBAL_MULT = 0
WATCH_MULT_NUMBER = 0
GALOIS_WATCH = False
# Galois Field
# Inversion creation check
IN_CREATION = False
DEGREE = 0
ALPHA_ELEMENTS = []
ELEMENTS = []
NBR_ELEMENTS = 0
# GF(2^16) [1,0,0,0,1,0,0,0,0,1,0,0,0,0,1,0,1] ->
IRRED_POLYNOMIAL = [1, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 1]
GENERATOR = 0
INVERSIONS_BOX = []
# Key
KEY = bytearray()
# Block-Chain variables
BC_CHAIN = []
BC_USERS = []
BC_UTXO = []
BC_LOGS = []
BC_POW_FIRST = 10
BC_POW_RATIO = 1
BC_HASH_SIZE = 256
BC_KEY_SIZE = 128
BC_MINER_REWARD = 20
BC_TIME_START = 0
BC_SIGNING_ALG = "elGamal"
BC_USER_PARAMS = [
# Default value, param name, param desc, param type, is param a size, choices
[
10,
"Bloc limit\t",
"Block-chain simulation stops when this number of bloc is reached.",
int,
False,
[],
],
[
2,
"Number of miners\t",
"Number of miners trying to validate each block, since users are created progressively, this number will only be reached when enough users are created.",
int,
False,
[],
],
[
50,
"Miner reward\t",
"Amount of money rewarded to the miner for block validation.",
int,
False,
[],
],
[
256,
"Hash size\t\t",
"Hash size used for POW calculation and bloc hashes, increasing this value makes it harder to validate a block.",
int,
True,
[],
],
[
128,
"Key size\t\t",
"Key size used for signing transactions, increasing this value makes bloc much bigger and increases POW calculation time.",
int,
False,
[],
],
[
"elGamal",
"Signing algorithm\t",
"Algorithm used for signing transaction.",
str,
False,
["elGamal", "RSA"],
],
[
0.5,
"POW ratio\t\t",
"Ratio for POW calculation difficulty, 0.5 makes it easier to validate a block when 2 makes it harder. Has a direct influence on number of transaction per bloc",
float,
False,
[],
],
[
10,
"POW first value\t",
"First block is not growing with new transactions (because nobody have enough money), so POW needs to have a fixed number of null bits.",
int,
False,
[],
],
[
(2, 3),
"Cycle frequency\t",
"Range in seconds between which cycle of transactions are generated (e.g. new cycle between every (1,2) seconds).",
tuple,
False,
[],
],
[
(10, 15),
"Transaction per cycle",
"Range between which number of transactions are generated per cycle (e.g. between (1,5) transactions are generated per cycle).",
tuple,
False,
[],
],
[
(1, 10),
"Transaction amount",
"Range between which amount of the transaction is choosen (e.g. transaction amount is between (1,10))",
tuple,
False,
[],
],
]
# Useful variables
COMMON_PRIMES = [
2,
3,
5,
7,
11,
13,
17,
19,
23,
29,
31,
37,
41,
43,
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2011,
2017,
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5557,
5563,
5569,
5573,
5581,
5591,
5623,
5639,
5641,
5647,
5651,
5653,
5657,
5659,
5669,
5683,
5689,
5693,
5701,
5711,
5717,
5737,
5741,
5743,
5749,
5779,
5783,
5791,
5801,
5807,
5813,
5821,
5827,
5839,
5843,
5849,
5851,
5857,
5861,
5867,
5869,
5879,
5881,
5897,
5903,
5923,
5927,
5939,
5953,
5981,
5987,
6007,
6011,
6029,
6037,
6043,
6047,
6053,
6067,
6073,
6079,
6089,
6091,
6101,
6113,
6121,
6131,
6133,
6143,
6151,
6163,
6173,
6197,
6199,
6203,
6211,
6217,
6221,
6229,
6247,
6257,
6263,
6269,
6271,
6277,
6287,
6299,
6301,
6311,
6317,
6323,
6329,