public static BigDec FromString(string v)
{
if (v == null)
{
throw new FormatException();
}
BIM integral = BIM.Zero;
BIM fraction = BIM.Zero;
int exponent = 0;
int len = v.Length;
int i = v.IndexOf('e');
if (i >= 0)
{
if (i + 1 == v.Length)
{
throw new FormatException();
}
exponent = Int32.Parse(v.Substring(i + 1, len - i - 1));
len = i;
}
int fractionLen = 0;
i = v.IndexOf('.');
if (i >= 0)
{
if (i + 1 == v.Length)
{
throw new FormatException();
}
fractionLen = len - i - 1;
fraction = BIM.Parse(v.Substring(i + 1, fractionLen));
len = i;
}
integral = BIM.Parse(v.Substring(0, len));
if (!fraction.IsZero)
{
while (fractionLen > 0)
{
integral = integral * ten;
exponent = exponent - 1;
fractionLen = fractionLen - 1;
}
}
if (integral.Sign == -1)
{
return(new BigDec(integral - fraction, exponent));
}
else
{
return(new BigDec(integral + fraction, exponent));
}
}
public Dictionary <string, object> CreatePrivateKey()
{
var rand = new Random(DateTimeOffset.UtcNow.Millisecond);
var pp = RandomPrime(1024, rand);
var qq = RandomPrime(1024, rand);
var p = BigInt.Parse(pp.ToString());
var q = BigInt.Parse(qq.ToString());
// Console.WriteLine($"p = {p}");
// Console.WriteLine($"q = {q}");
var n = q * p;
var phi = (p - 1) * (q - 1);
var e = RandomPrime(8, rand);
Gcd(e, phi, out var x, out var y);
var d = x > 0 ? x : x + phi;
// Console.WriteLine($"phi = {phi}");
// Console.WriteLine($"x = {x}");
// Console.WriteLine($"y = {y}");
// Console.WriteLine($"d = {d}");
var result = new Dictionary <string, object>();
result.Add("p", p.ToString());
result.Add("q", q.ToString());
result.Add("n", n.ToString());
result.Add("phi", phi.ToString());
result.Add("e", e.ToString());
result.Add("d", d.ToString());
return(result);
}
public void LcmSupportsLargeInput()
{
Assert.AreEqual((BigInteger)Int32.MaxValue, Euclid.LeastCommonMultiple((BigInteger)Int32.MaxValue, Int32.MaxValue), "Lcm(Int32Max,Int32Max)");
Assert.AreEqual((BigInteger)Int64.MaxValue, Euclid.LeastCommonMultiple((BigInteger)Int64.MaxValue, Int64.MaxValue), "Lcm(Int64Max,Int64Max)");
Assert.AreEqual((BigInteger)Int64.MaxValue, Euclid.LeastCommonMultiple((BigInteger)(-Int64.MaxValue), -Int64.MaxValue), "Lcm(-Int64Max,-Int64Max)");
Assert.AreEqual((BigInteger)Int64.MaxValue, Euclid.LeastCommonMultiple((BigInteger)(-Int64.MaxValue), Int64.MaxValue), "Lcm(-Int64Max,Int64Max)");
Assert.AreEqual(BigInteger.Parse("91739176367857263082719902034485224119528064014300888465614024"), Euclid.LeastCommonMultiple(BigInteger.Parse("7305316061155559483748611586449542122662"), BigInteger.Parse("57377277362010117405715236427413896")), "Lcm(large)");
}
public void GcdSupportsLargeInput()
{
Assert.AreEqual((BigInteger)Int32.MaxValue, Euclid.GreatestCommonDivisor(BigInteger.Zero, Int32.MaxValue), "Gcd(0,Int32Max)");
Assert.AreEqual((BigInteger)Int64.MaxValue, Euclid.GreatestCommonDivisor(BigInteger.Zero, Int64.MaxValue), "Gcd(0,Int64Max)");
Assert.AreEqual((BigInteger)1, Euclid.GreatestCommonDivisor((BigInteger)Int32.MaxValue, Int64.MaxValue), "Gcd(Int32Max,Int64Max)");
Assert.AreEqual((BigInteger)(1 << 18), Euclid.GreatestCommonDivisor((BigInteger)(1 << 18), 1 << 20), "Gcd(1>>18,1<<20)");
Assert.AreEqual((BigInteger)(1 << 18), Euclid.GreatestCommonDivisor((BigInteger)(1 << 18), 1 << 20), "Gcd(1>>18,1<<20)");
Assert.AreEqual((BigInteger)4569031055798, Euclid.GreatestCommonDivisor(BigInteger.Parse("7305316061155559483748611586449542122662"), BigInteger.Parse("57377277362010117405715236427413896")), "Gcd(large)");
}
public byte[] BlindData(Dictionary <string, object> blindKey, Dictionary <string, object> signKey, byte[] data)
{
var r = BigInt.Parse(blindKey.GetString("r"));
var e = BigInt.Parse(signKey.GetString("e"));
var n = BigInt.Parse(signKey.GetString("n"));
var multiplier = BigInt.Pow(r, (int)e);
var m = new BigInt(data);
var result = BigInt.ModPow(m * multiplier, 1, n);
return(result.ToByteArray());
}
public static BigNum FromString(string v)
{
try
{
return(new BigNum(BIM.Parse(v)));
}
catch (System.ArgumentException)
{
throw new FormatException();
}
}
private static BigInt RandomPrime(int size, Random random)
{
while (true)
{
var result = new CoreBigInt(size, random);
if (result.IsProbablePrime(120))
{
return(BigInt.Parse(result.ToString()));
}
}
}
public bool VerifyData(Dictionary <string, object> publicKey, byte[] data, byte[] signedData)
{
var e = BigInt.Parse(publicKey.GetString("e"));
var n = BigInt.Parse(publicKey.GetString("n"));
var s = new BigInt(signedData);
var m = BigInt.ModPow(s, e, n);
var result = m.ToByteArray();
return(result.SequenceEqual(data));
}
public byte[] SignData(Dictionary <string, object> privateKey, byte[] data)
{
var d = BigInt.Parse(privateKey.GetString("d"));
var n = BigInt.Parse(privateKey.GetString("n"));
var m = new BigInt(data);
var s = BigInt.ModPow(m, d, n);
var result = s.ToByteArray();
return(result);
}
public byte[] Encrypt(Dictionary <string, object> publicKey, byte[] data)
{
var e = BigInt.Parse(publicKey.GetString("e"));
var n = BigInt.Parse(publicKey.GetString("n"));
var m = new BigInt(data);
var c = BigInt.ModPow(m, e, n);
var result = c.ToByteArray();
return(result);
}
public byte[] UnBlindData(Dictionary <string, object> blindKey, Dictionary <string, object> signKey, byte[] blindedData)
{
var r = BigInt.Parse(blindKey.GetString("r"));
var e = BigInt.Parse(signKey.GetString("e"));
var n = BigInt.Parse(signKey.GetString("n"));
var inversedR = r.GetInversed(n);
var m = new BigInt(blindedData);
var result = BigInt.ModPow(m * inversedR, 1, n);
return(result.ToByteArray());
}
public byte[] Decrypt(Dictionary <string, object> privateKey, byte[] data)
{
var d = BigInt.Parse(privateKey.GetString("d"));
var n = BigInt.Parse(privateKey.GetString("n"));
var c = new BigInt(data);
var m = BigInt.ModPow(c, d, n);
var result = m.ToByteArray();
return(result);
}
public async Task <string> CheckTransactionAndFindHackerContractAddr(string transaction, string contractAddr, decimal flagSumEth)
{
var trace = await TransactionTracer.TraceTransactionAsync(transaction, parityRpcUrl);
if (trace == null)
{
log.Info($"Refused addr {contractAddr} hacking transaction candidate {transaction}: transaction trace returned zero result");
return(null);
}
var moneyTransfersDict = trace
.Select(item => item.action)
.Select(action => new
{
fromAddr = action.fromAddr?.ToLowerInvariant(),
toAddr = action.toAddr?.ToLowerInvariant(),
sum = BigInteger.Parse("0" + (action.value?.Substring(2) ?? "0"), NumberStyles.AllowHexSpecifier)
})
.Where(mt => mt.fromAddr == contractAddr && mt.sum > 0)
.GroupBy(mt => mt.toAddr)
.ToDictionary(grouping => grouping.Key, grouping => grouping);
if (moneyTransfersDict.Count != 1)
{
log.Info($"Refused addr {contractAddr} hacking transaction candidate {transaction}: has {moneyTransfersDict.Count} money recepients, but expected 1");
return(null);
}
var hacker = moneyTransfersDict.First();
var hackerAddr = hacker.Key;
BigInteger receivedSumInWei = 0;
foreach (var mt in hacker.Value)
{
receivedSumInWei += mt.sum;
}
var ten = new BigInteger(10);
var weisInEth = BigInteger.Pow(ten, 18);
var flagSumWei = new BigInteger(flagSumEth) * weisInEth;
if (receivedSumInWei < flagSumWei)
{
log.Info($"Refused addr {contractAddr} hacking transaction candidate {transaction}: hacker contract address {hackerAddr} received {receivedSumInWei} wei < expected {flagSumEth} eth");
return(null);
}
return(hackerAddr);
}
public void Init()
{
s1 = "1";
s2 = "99999999999999999999999999999999";
op1 = new BigInteger(s1);
op2 = new BigInteger(s2);
cop1 = MSBigInt.Parse(s1);
cop2 = MSBigInt.Parse(s2);
//cop1 = MSBigInt.Parse(op1.ToString());
//cop2 = MSBigInt.Parse(op2.ToString());
_timer.Reset();
_nanoSecPerTick = (1000L * 1000L * 1000L) / Stopwatch.Frequency;
Console.WriteLine("时间单位：Tick（每Tick为 " + _nanoSecPerTick + " 纳秒）");
Console.WriteLine("1毫秒 = " + 1000000 / _nanoSecPerTick + " Tick");
}
public void ExtendedGcdHandlesNormalInputCorrectly()
{
Assert.AreEqual((BigInteger)3, Euclid.ExtendedGreatestCommonDivisor(6, 15, out var x, out BigInteger y), "Egcd(6,15)");
Assert.AreEqual((BigInteger)3, (6 * x) + (15 * y), "Egcd(6,15) -> a*x+b*y");
Assert.AreEqual((BigInteger)3, Euclid.ExtendedGreatestCommonDivisor(-6, 15, out x, out y), "Egcd(-6,15)");
Assert.AreEqual((BigInteger)3, (-6 * x) + (15 * y), "Egcd(-6,15) -> a*x+b*y");
Assert.AreEqual((BigInteger)3, Euclid.ExtendedGreatestCommonDivisor(-6, -15, out x, out y), "Egcd(-6,-15)");
Assert.AreEqual((BigInteger)3, (-6 * x) + (-15 * y), "Egcd(-6,-15) -> a*x+b*y");
var a = BigInteger.Parse("7305316061155559483748611586449542122662");
var b = BigInteger.Parse("57377277362010117405715236427413896");
Assert.AreEqual((BigInteger)4569031055798, Euclid.ExtendedGreatestCommonDivisor(a, b, out x, out y), "Egcd(large)");
Assert.AreEqual((BigInteger)4569031055798, (a * x) + (b * y), "Egcd(large) -> a*x+b*y");
Assert.AreEqual((BigInteger)4569031055798, Euclid.ExtendedGreatestCommonDivisor(-a, b, out x, out y), "Egcd(-large)");
Assert.AreEqual((BigInteger)4569031055798, (-a * x) + (b * y), "Egcd(-large) -> a*x+b*y");
}
/** Find matching function definition for a function name and parameter
* value. The first definition is returned where (a) the name matches
* and (b) the formal parameter agrees if it is defined as constant.
*/
private CommonTree findFunction(string name, BigInteger paramValue)
{
foreach (CommonTree f in functionDefinitions)
{
// Expected tree for f: ^(FUNC ID (ID | INT) expr)
if (f.GetChild(0).Text.Equals(name))
{
// Check whether parameter matches
CommonTree formalPar = (CommonTree)f.GetChild(1);
if (formalPar.Token.Type == INT &&
!BigInteger.Parse(formalPar.Token.Text).Equals(paramValue))
{
// Constant in formalPar list does not match actual value -> no match.
continue;
}
// Parameter (value for INT formal arg) as well as fct name agrees!
return(f);
}
}
return(null);
}
public virtual string SignTransaction(string aTxData, ICurrencyTransaction aValidationInfo)
{
if (aValidationInfo.Outputs.Length > 2)
{
throw new ArgumentException("Invalid output.");
}
var lTxOutput = aValidationInfo.Outputs.First();
var lFromAddress = aValidationInfo.Inputs[0].Address.ToLower();
var lToAddress = lTxOutput.Address;
var lKeyIndex = FAddresses[lFromAddress];
var lAmount = lTxOutput.Amount;
var lTokenData = !string.IsNullOrEmpty(lTxOutput.Script) ? lTxOutput.Script : null;
//var lNonceStr = Encoding.Default.GetString(HexStringToByteArray(aTxData)); //I removed this line because biginteger already accepts hex
string lCleanHexNonce = string.Concat("0", aTxData.Replace("0x", string.Empty));
var lNonce = BigInteger.Parse(lCleanHexNonce, System.Globalization.NumberStyles.HexNumber);
var lGasLimit = lTokenData == null ? 21000 : 60000; // number of gass units you can use
BigInteger lGasPrice = aValidationInfo.TxFee / lGasLimit;
var lChainID = aValidationInfo.CurrencyId == 10196 ? 3 : 1; //10196 is ropsten but this may be changed to a boolean into currency item
var lResult = (new TransactionSigner()).SignTransaction(GetBinaryPrivateKey((int)lKeyIndex), lChainID, lToAddress, lAmount, lNonce, lGasPrice, lGasLimit, lTokenData);
return(lResult);
}
public static BigInteger Parse(string str)
{
return(new BigInteger(BigInt.Parse(str)));
}
public LithpInteger(string value)
{
this.value = NumberType.Parse(value);
}
public static BigFloat FromString(String s)
{
/*
* String must be either of the format [-]0x^.^e*f*e*
* or of the special value formats: 0NaN*e* 0nan*e* 0+oo*e* 0-oo*e*
* Where ^ indicates a hexadecimal value and * indicates an integer value
*/
int posLastE = s.LastIndexOf('e');
int expSize = int.Parse(s.Substring(posLastE + 1));
if (expSize <= 1)
{
throw new FormatException("Exponent size must be greater than 1");
}
int posLastF = s.LastIndexOf('f');
int posSig = posLastF + 1;
if (posLastF == -1)
{
//NaN, +oo, -oo
posSig = 4;
}
int sigSize = int.Parse(s.Substring(posSig, posLastE - posSig));
if (sigSize <= 1)
{
throw new FormatException("Significand size must be greater than 1");
}
if (posLastF == -1)
{
//NaN, +oo, -oo
return(new BigFloat(s.Substring(1, 3), sigSize, expSize));
}
bool isSignBitSet = s[0] == '-';
int posX = s.IndexOf('x');
int posSecondLastE = s.LastIndexOf('e', posLastE - 1);
string hexSig = s.Substring(posX + 1, posSecondLastE - (posX + 1));
BIM oldExp = BIM.Parse(s.Substring(posSecondLastE + 1, posLastF - (posSecondLastE + 1)));
string binSig = string.Join(string.Empty,
hexSig.Select(
c => (c == '.' ? "." : Convert.ToString(Convert.ToInt32(c.ToString(), 16), 2).PadLeft(4, '0'))
)
);
int posDec = binSig.IndexOf('.');
binSig = binSig.Remove(posDec, 1);
int posFirstOne = binSig.IndexOf('1');
int posLastOne = binSig.LastIndexOf('1');
if (posFirstOne == -1)
{
return(new BigFloat(isSignBitSet, 0, 0, sigSize, expSize));
}
binSig = binSig.Substring(posFirstOne, posLastOne - posFirstOne + 1);
BIM bias = BIM.Pow(2, expSize - 1) - 1;
BIM upperBound = 2 * bias + 1;
BIM newExp = 4 * oldExp + bias + (posDec - posFirstOne - 1);
if (newExp <= 0)
{
if (-newExp <= (sigSize - 1) - binSig.Length)
{
binSig = new string('0', (int)-newExp) + binSig;
newExp = 0;
}
}
else
{
binSig = binSig.Substring(1);
}
if (newExp < 0 || newExp >= upperBound)
{
throw new FormatException("The given exponent cannot fit in the bit size " + expSize);
}
binSig = binSig.PadRight(sigSize - 1, '0');
if (binSig.Length > sigSize - 1)
{
throw new FormatException("The given significand cannot fit in the bit size " + (sigSize - 1));
}
BIM newSig = 0;
foreach (char b in binSig)
{
if (b != '.')
{
newSig <<= 1;
newSig += b - '0';
}
}
return(new BigFloat(isSignBitSet, newSig, newExp, sigSize, expSize));
}
public BigInt(string digits)
{
_num = FSBigInt.Parse(digits);
}
/// <summary>
/// 检查构造阶段是否能抛出正确的异常
/// </summary>
/// <param name="i"></param>
/// <returns></returns>
private int CheckInput(int i)
{
bool msFailed = false;
bool ulyFailed = false;
Exception msException = null;
Exception ulyException = null;
if (iop1s[i].Length > 50)
{
Console.WriteLine("op1:" + iop1s[i].Substring(0, 10) + "......" + iop1s[i].Substring(iop1s[i].Length - 10, 10) + "[共" + iop1s[i].Length + "位]");
}
else
{
Console.WriteLine("op1:" + iop1s[i]);
}
if (iop2s[i].Length > 50)
{
Console.WriteLine("op2:" + iop2s[i].Substring(0, 10) + "......" + iop2s[i].Substring(iop2s[i].Length - 10, 10) + "[共" + iop2s[i].Length + "位]");
}
else
{
Console.WriteLine("op2:" + iop2s[i]);
}
try
{
cop1 = MSBigInt.Parse(iop1s[i]);
cop2 = MSBigInt.Parse(iop2s[i]);
}
catch (Exception e)
{
msException = e;
msFailed = true;
Console.WriteLine("System.Numerics.BigInteger抛出解析异常:{0}", e.Message);
}
try
{
op1 = new BigInteger(iop1s[i]);
op2 = new BigInteger(iop2s[i]);
}
catch (Exception e)
{
ulyException = e;
ulyFailed = true;
Console.WriteLine("Uly.Numerics.BigInteger抛出解析异常:{0}", e.Message);
}
if (ulyFailed)
{
if (!msFailed)
{
//微软能正常解析而本库不能,直接失败
Assert.Fail("目标库的行为与对照组不一致，于第{0}组测试失败:{1}", i, info[i]);
}
else
{
//两种库都不能解析,必须抛出相同的异常
Assert.AreSame(msException.GetType(), ulyException.GetType(), string.Format("目标库的抛出的异常与对照组不一致，于第{0}组测试失败:{1}", i, info[i]));
if (msException.GetType() == ulyException.GetType())
{
Console.WriteLine("目标库与对照组抛出了相同的异常，测试成功:{0} VS {1}", ulyException.Message, msException.Message);
return(-1); //跳过此组测试的剩余内容
}
Assert.Fail("目标库的行为与对照组不一致，于第{0}组测试失败:{1}", i, info[i]);
}
}
else
{
if (msFailed)
{
//本库能解析而微软库不能
Console.WriteLine("对照组无法解析此组数据！尝试将目标库解析后的数据赋值给对照组...");
try
{
cop1 = MSBigInt.Parse(op1.ToString());
cop2 = MSBigInt.Parse(op2.ToString());
}
catch (Exception)
{
Console.WriteLine("对照组已经无法解析此组数据！缺乏对照组，本轮测试将跳过!");
return(0);//只使用目标库运算
}
}
}
#if ONLY_TARGET
return(0); //只测试目标库
#endif
return(1); //两组数据均没有问题
}