public string TestLine(string line, CLLocalStore vars, CLContextProvider context, string expected)
{
// We'll parse the line as usual
CalcObject obj1 = CLInterpreter.Interpret(line);
string code2 = obj1.ToCode();
CalcObject obj3 = CLInterpreter.Interpret(code2);
string code4 = obj3.ToCode();
// Make sure things look right
Assert.AreEqual(code2, code4);
// Now get the value out of it
CalcValue val5 = obj3.GetValue(vars, context);
string code6 = val5.ToCode();
CalcObject obj7 = CLInterpreter.Interpret(code6);
string code8 = val5.ToCode();
CalcValue val9 = obj7.GetValue(vars, context);
// Make sure things still look right
Assert.AreEqual(code6, code8);
Assert.AreEqual(val5, val9);
// Now we should also make sure the values reported are as expected.
Assert.AreEqual(code8, expected);
// And we'll return the final value so it can be used later!
return(code8);
}
// Returns the string, reversed.
public static CalcValue PreMinusString(CalcObject param, CLLocalStore vars, CLContextProvider context)
{
CalcString strParam = param as CalcString;
char[] chars = strParam.Value.ToCharArray();
Array.Reverse(chars);
return(new CalcString(new string(chars)));
}
public static CalcValue SignFunction(CalcObject[] pars, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length == 0)
{
throw new CLException("{!sign} requires a number.");
}
CalcNumber num = NumberAt(pars, 0, "!sign", vars, context);
return(new CalcNumber(Math.Sign(num)));
}
// Returns the natural logarithm of the parameter.
public static CalcValue LogFunction(CalcObject[] pars, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length == 0)
{
throw new CLException("{!log} requires a number.");
}
CalcNumber num = NumberAt(pars, 0, "!floor", vars, context);
return(new CalcNumber((decimal)Math.Log((double)num.Value)));
}
private static DiceDie FunctionDie(CalcObject[] pars, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length < 2)
{
throw new CLException("{!die} requires two params: A number and a value.");
}
CalcNumber num = NumberAt(pars, 0, "!die", vars, context);
CalcValue val = pars[1].GetValue();
return(new DiceDie(num.Value, val));
}
public static CalcValue PostFactNumber(CalcObject param, CLLocalStore vars, CLContextProvider context)
{
CalcNumber num = param as CalcNumber;
int o = 1;
for (int i = 2; i < num.Value; i++)
{
o *= i;
}
return(new CalcNumber(o));
}
// Calculates the angle of a given set of coordinates.
public static CalcValue Atan2Function(CalcObject[] pars, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length < 2)
{
throw new CLException("{!atan2} requires two numbers.");
}
CalcNumber y = NumberAt(pars, 0, "!atan2", vars, context);
CalcNumber x = NumberAt(pars, 1, "!atan2", vars, context);
return(new CalcNumber((decimal)Math.Atan2((double)y.Value, (double)x.Value)));
}
// Returns the list, with all its elements negated.
public static CalcValue PreMinusList(CalcObject param, CLLocalStore vars, CLContextProvider context)
{
CalcList lstParam = param as CalcList;
CalcValue[] lstRet = new CalcValue[lstParam.Count];
for (int i = 0; i < lstRet.Length; i++)
{
lstRet[i] = PrefixMinus.Run(lstParam[i], vars, context);
}
return(new CalcList(lstRet));
}
/// <summary>
/// Deletes a saved variable.
/// </summary>
/// <param name="name">The name of the variable to delete.</param>
/// <param name="contet">
/// An object representing the context in which it's run.
/// </param>
public static void Delete(string name, CLContextProvider context)
{
CLVariableDelete data = new CLVariableDelete()
{
Name = name
};
VariableDeleted.Invoke(context, data);
if (!data.Deleted)
{
InternalStorage.Remove(name);
}
}
/// <summary>
/// Saves a <c>CalcObject</c> as a variable.
/// </summary>
/// <param name="name">The name of the variable to save.</param>
/// <param name="val">The value to save.</param>
/// <param name="context">
/// An object representing the context in which it's run.
/// </param>
public static void Save(string name, CalcObject val, CLContextProvider context)
{
CLVariableSave data = new CLVariableSave()
{
Name = name,
Value = val
};
VariableSaved.Invoke(context, data);
if (!data.Saved)
{
InternalStorage[name] = val;
}
}
// Returns the minimum value out of the list.
public static CalcValue MinFunction(CalcObject[] pars, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length == 0)
{
throw new CLException("{!min} requires numbers.");
}
decimal min = Decimal.MaxValue;
for (int i = 0; i < pars.Length; i++)
{
CalcNumber num = NumberAt(pars, i, "!min", vars, context);
min = Math.Min(min, num.Value);
}
return(new CalcNumber(min));
}
/// <summary>Runs the Operator on two operands.</summary>
/// <param name="param">The right operand.</param>
/// <param name="vars">The local variable storage.</param>
/// <param name="context">An object representing context.</param>
public CalcValue Run(CalcObject param, CLLocalStore vars = null, CLContextProvider context = null)
{
// If the operator is value-based, we'll automatically convert expressions.
if (ValueBased)
{
param = param.GetValue(vars, context);
}
// Now get the func.
CLUnaryOperatorFunc func = this[param.GetType()];
// If it's null, we'll throw an exception.
if (func == null)
{
throw new CLException(
"Binary operator " + Symbol + " doesn't support parameter " + param.GetType().Name
);
}
// Now let's run it.
return(func(param, vars, context));
}
/// <summary>
/// Loads a variable and returns the <c>CalcObject</c> it represents.
/// </summary>
/// <param name="name">The name of the variable to load.</param>
/// <param name="context">
/// An object representing the context in which it's run.
/// </param>
public static CalcObject Load(string name, CLContextProvider context)
{
CLVariableLoad data = new CLVariableLoad()
{
Name = name
};
VariableLoaded.Invoke(context, data);
if (data.Value == null)
{
try {
return(InternalStorage[name]);
}
catch (KeyNotFoundException e) {
throw new CLException(e);
}
}
else
{
return(data.Value);
}
}
// Returns the number, negated.
public static CalcValue PreMinusNumber(CalcObject param, CLLocalStore vars, CLContextProvider context)
{
CalcNumber numParam = param as CalcNumber;
return(new CalcNumber(-numParam));
}
// Returns the quotient of a list's items over a number.
public static CalcValue BinDivideList(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
CalcList lstLeft = left as CalcList;
CalcNumber numRight = right as CalcNumber;
// We will *not* do string checking here
// It's entirely possible someone writes a string divider and this function will use it.
CalcValue[] lstRet = new CalcValue[lstLeft.Count];
for (int i = 0; i < lstRet.Length; i++)
{
lstRet[i] = BinaryDivide.Run(lstLeft[i], numRight, vars, context);
}
return(new CalcList(lstRet));
}
// Adds two numbers.
public static CalcValue BinPlusNumbers(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
CalcNumber numLeft = left as CalcNumber;
CalcNumber numRight = right as CalcNumber;
return(new CalcNumber(numLeft + numRight));
}
private static CalcValue BinRepeat(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
List <CalcValue> ret = new List <CalcValue>();
CalcNumber numRight = (CalcNumber)right;
int count = (int)numRight.Value;
CalcObject _i = null;
if (vars.ContainsVar("_i"))
{
_i = vars["_i"];
}
for (int i = 0; i < count; i++)
{
vars["_i"] = new CalcNumber(i);
ret.Add(left.GetValue(vars, context));
}
if (_i != null)
{
vars["_i"] = _i;
}
return(new CalcList(ret.ToArray()));
}
private static CalcValue CompRerolls(CalcObject left, CLComparison comp, CalcObject right, CLLocalStore vars, CLContextProvider context, bool keep = false, bool recurse = false)
{
CalcList lstLeft = (CalcList)left;
CalcNumber numRight = (CalcNumber)right;
List <CalcValue> output = new List <CalcValue>();
DiceContext dc = null;
int limit = 0;
int limitUsed = 0;
// We need to get the limits if they've been set
if (context.ContainsDerived(typeof(DiceContext), out Type actualDiceContext))
{
dc = (DiceContext)(context.Get(actualDiceContext));
limit = Math.Min(dc.PerRollLimit, dc.PerFunctionLimit - dc.PerFunctionUsed);
if (limit == 0)
{
throw new LimitedDiceException();
}
}
// Go through the list
foreach (CalcValue val in lstLeft)
{
decimal value;
if (val is CalcNumber valNum)
{
value = valNum.Value;
}
else if (val is CalcList valList)
{
value = valList.Sum();
}
else
{
throw new CLException("Re-rolls only work with numeric values.");
}
// If it's a value we need to re-roll
if (comp.CompareFunction(value, numRight.Value))
{
// Keep the original value ("x" and "xr" operators)
if (keep)
{
output.Add(val);
}
// Now make another value (or recurse)
bool redo = true;
// Now figure out how many sides each die has...
int sides = 0;
bool list = false;
CalcValue dSides;
CalcList lstSides = null;
if (val is DiceDie die)
{
dSides = die.Sides;
// (Are we using a list or a number for the sides?)
if (dSides is CalcNumber nSides)
{
sides = (int)(nSides.Value);
}
else if (dSides is CalcList lSides)
{
lstSides = lSides;
sides = lSides.Count;
list = true;
}
}
else
{
decimal valValue = 0;
if (val is CalcNumber nVal)
{
valValue = nVal.Value;
}
else if (val is CalcList lVal)
{
valValue = lVal.Sum();
}
else
{
throw new CLException("Reroll only works with numeric values.");
}
if (valValue < 0)
{
valValue *= -1;
}
sides =
(valValue <= 6) ? 6 :
(valValue <= 20) ? 20 :
(valValue <= 100) ? 100 :
(valValue <= 1000) ? 1000 :
(valValue <= 10000) ? 10000 :
(valValue <= 100000) ? 100000 :
(valValue <= 1000000) ? 1000000 :
(valValue <= 10000000) ? 10000000 :
(valValue <= 100000000) ? 100000000 :
(valValue <= 1000000000) ? 1000000000 : 2147483647;
dSides = new CalcNumber(sides);
}
// Now we can roll the dice!
Random rand = null;
if (context.ContainsDerived(typeof(Random), out Type actualRandom))
{
rand = (Random)(context.Get(actualRandom));
}
else
{
rand = new Random();
}
while (redo && limitUsed < limit)
{
int choice = rand.Next(sides);
limitUsed++;
decimal cValue = 0;
if (list)
{
CalcValue cVal = lstSides[choice];
if (cVal is CalcNumber cNum)
{
cValue = cNum.Value;
output.Add(new DiceDie(cValue, lstSides));
}
else if (cVal is CalcList cList)
{
cValue = cList.Sum();
output.Add(new DiceDie(cValue, lstSides));
}
}
else
{
cValue = choice + 1;
output.Add(new DiceDie(cValue, new CalcNumber(sides)));
}
// recursion?
if (recurse)
{
redo = comp.CompareFunction(cValue, numRight.Value);
}
else
{
redo = false;
}
}
}
else
{
// The reroll comparison wasn't satisfied
output.Add(val);
}
}
return(new CalcList(output.ToArray()));
}
private static CalcValue CompUntil(CalcObject left, CLComparison comp, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
int limit = int.MaxValue;
DiceContext dc = null;
// We need to get the limits if they've been set
if (context.ContainsDerived(typeof(DiceContext), out Type actualDiceContext))
{
dc = (DiceContext)(context.Get(actualDiceContext));
limit = Math.Min(dc.PerRollLimit, dc.PerFunctionLimit - dc.PerFunctionUsed);
if (limit == 0)
{
throw new LimitedDiceException();
}
}
CalcNumber numLeft = null;
CalcList lstLeft = null;
bool list = false;
CalcNumber numRight = (CalcNumber)right;
// Now figure out how many sides each die has...
int sides = 0;
// (Are we using a list or a number for the sides?)
if (left is CalcNumber)
{
numLeft = (CalcNumber)left;
sides = (int)(numLeft.Value);
}
else if (left is CalcList)
{
lstLeft = (CalcList)left;
sides = lstLeft.Count;
list = true;
}
// ... and ensure it's at least one.
if (sides < 1)
{
throw new CLException("Dice must have at least one side.");
}
// Now we can roll the dice!
List <CalcValue> lstRet = new List <CalcValue>();
Random rand = null;
if (context.ContainsDerived(typeof(Random), out Type actualRandom))
{
rand = (Random)(context.Get(actualRandom));
}
else
{
rand = new Random();
}
CalcList output = null;
Type actual = null;
for (int i = 0; i < limit; i++)
{
// First determine the value
int choice = rand.Next(sides);
CalcNumber value = null;
if (list)
{
CalcValue val = lstLeft[choice];
if (val is CalcList valList)
{
value = new DiceDie(valList.Sum(), lstLeft);
}
else if (val is CalcNumber valNum)
{
value = new DiceDie(valNum.Value, lstLeft);
}
}
else
{
value = new DiceDie(choice + 1, new CalcNumber(sides));
}
// See if it satisfies the comparison
if (comp.CompareFunction(value.Value, numRight.Value))
{
vars["_u"] = value;
output = new CalcList(lstRet.ToArray());
// Add to roll history
if (context.ContainsDerived(typeof(List <(string, CalcList)>), out actual))
{
List <(string, CalcList)> history = (List <(string, CalcList)>)context.Get(actual);
history.Add(($"{left.ToCode()}u{comp.PostfixSymbol}{right.ToCode()}", output));
history.Add(($"Killed above roll:", ValToList(value)));
}
// also remember to actually UPDATE the limits! (╯°□°）╯︵ ┻━┻
if (dc != null)
{
dc.PerFunctionUsed += i + 1;
}
return(output);
}
else
{
lstRet.Add(value);
}
}
vars["_u"] = new CalcNumber(0);
output = new CalcList(lstRet.ToArray());
// Add to roll history
if (context.ContainsDerived(typeof(List <(string, CalcList)>), out actual))
{
List <(string, CalcList)> history = (List <(string, CalcList)>)context.Get(actual);
history.Add(($"{left.ToCode()}u{comp.PostfixSymbol}{right.ToCode()}", output));
}
// also remember to actually UPDATE the limits! (╯°□°）╯︵ ┻━┻
if (dc != null)
{
dc.PerFunctionUsed += limit;
}
return(output);
}
// Gets the parameter at a given index in the params list as a value.
public static CalcValue ValueAt(CalcObject[] pars, int index, string name, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length <= index)
{
throw new CLException($"{name} parameter {index} was not specified.");
}
CalcValue val = pars[index].GetValue(vars, context);
return(val);
}
// Gets the parameter at a given index in the params list as a number.
internal static CalcNumber NumberAt(CalcObject[] pars, int index, string name, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length <= index)
{
throw new CLException(name + " parameter " + index + " was not specified.");
}
CalcValue val = pars[index].GetValue(vars, context);
if (!(val is CalcNumber num))
{
throw new CLCastException(name + " parameter " + index + " must be a number.");
}
return(num);
}
public static CalcValue BinIntDivideNumbers(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
CalcNumber numLeft = left as CalcNumber;
CalcNumber numRight = right as CalcNumber;
return(new CalcNumber(decimal.Floor(numLeft / numRight)));
}
// Returns the minimum value out of the list.
public static CalcValue MinMagnitudeFunction(CalcObject[] pars, CLLocalStore vars, CLContextProvider context)
{
if (pars.Length == 0)
{
throw new CLException("{!minmagnitude} requires numbers.");
}
decimal min = (decimal)Decimal.MinValue;
for (int i = 0; i < pars.Length; i++)
{
CalcNumber num = NumberAt(pars, i, "!minmagnitude", vars, context);
if (Math.Abs(num.Value) < min)
{
min = num;
}
}
return(new CalcNumber(min));
}
// Concatenates two strings.
public static CalcValue BinPlusStrings(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
CalcString strLeft = left as CalcString;
CalcString strRight = right as CalcString;
return(new CalcString(strLeft + strRight));
}
// Returns the left raised to the power of the right.
public static CalcValue BinPowerNumbers(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
CalcNumber numLeft = left as CalcNumber;
CalcNumber numRight = right as CalcNumber;
return(new CalcNumber((decimal)Math.Pow((double)(numLeft.Value), (double)(numRight.Value))));
}
private static CalcValue BinDice(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
int limit = int.MaxValue;
DiceContext dc = null;
// We need to get the limits if they've been set
if (context.ContainsDerived(typeof(DiceContext), out Type actualDiceContext))
{
dc = (DiceContext)(context.Get(actualDiceContext));
limit = Math.Min(dc.PerRollLimit, dc.PerFunctionLimit - dc.PerFunctionUsed);
if (limit == 0)
{
throw new LimitedDiceException();
}
}
CalcNumber numLeft = (CalcNumber)left;
CalcNumber numRight = null;
CalcList lstRight = null;
bool list = false;
// Now figure out how many dice to roll...
int count = (int)(numLeft.Value);
// ... and whether or not it's within limits (including the limitation that it must be positive)
if (count <= 0)
{
throw new CLException("The number of dice to roll must be positive.");
}
else if (count > limit)
{
count = limit;
}
// also remember to actually UPDATE the limits! (╯°□°）╯︵ ┻━┻
if (dc != null)
{
dc.PerFunctionUsed += count;
}
// Now figure out how many sides each die has...
int sides = 0;
// (Are we using a list or a number for the sides?)
if (right is CalcNumber)
{
numRight = (CalcNumber)right;
sides = (int)(numRight.Value);
}
else if (right is CalcList)
{
lstRight = (CalcList)right;
sides = lstRight.Count;
list = true;
}
// ... and ensure it's at least one.
if (sides < 1)
{
throw new CLException("Dice must have at least one side.");
}
// Now we can roll the dice!
CalcValue[] ret = new CalcValue[count];
Random rand = null;
if (context.ContainsDerived(typeof(Random), out Type actualRandom))
{
rand = (Random)(context.Get(actualRandom));
}
else
{
rand = new Random();
}
for (int i = 0; i < count; i++)
{
int choice = rand.Next(sides);
if (list)
{
CalcValue val = lstRight[choice];
if (val is CalcNumber valNum)
{
ret[i] = new DiceDie(valNum.Value, lstRight);
}
else if (val is CalcList valList)
{
ret[i] = new DiceDie(valList.Sum(), lstRight);
}
else
{
throw new CLException("Dice must be numeric values."); // maybe I'll change this one day
}
}
else
{
ret[i] = new DiceDie(choice + 1, new CalcNumber(sides));
}
}
CalcList output = new CalcList(ret);
// Add to roll history
if (context.ContainsDerived(typeof(List <(string, CalcList)>), out Type actual))
{
List <(string, CalcList)> history = (List <(string, CalcList)>)context.Get(actual);
history.Add(($"{left.ToCode()}d{right.ToCode()}", output));
}
return(output);
}
// Multiplies a string by a number.
public static CalcValue BinTimesString(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
CalcString strLeft = left as CalcString;
CalcNumber numRight = right as CalcNumber;
int count = (int)numRight;
if (count < 0)
{
throw new CLException("Strings cannot be repeated negative times.");
}
string strRet = "";
for (int i = 0; i < count; i++)
{
strRet += strLeft;
}
return(new CalcString(strRet));
}
// Concatenates two lists.
public static CalcValue BinPlusLists(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context)
{
CalcList lstLeft = left as CalcList;
CalcList lstRight = right as CalcList;
CalcValue[] lstRet = new CalcValue[lstLeft.Count + lstRight.Count];
int i;
for (i = 0; i < lstLeft.Count; i++)
{
lstRet[i] = lstLeft[i];
}
for (int j = 0; j < lstRight.Count; j++)
{
lstRet[i + j] = lstRight[j];
}
return(new CalcList(lstRet));
}
/// <summary>Runs the Operator on two operands.</summary>
/// <param name="left">The left operand.</param>
/// <param name="right">The right operand.</param>
/// <param name="vars">The local variable storage.</param>
/// <param name="context">An object representing context.</param>
public CalcValue Run(CalcObject left, CalcObject right, CLLocalStore vars = null, CLContextProvider context = null)
{
// If the operator is value-based, we'll automatically convert expressions.
if (ValueBasedLeft)
{
left = left.GetValue(vars, context);
}
if (ValueBasedRight)
{
right = right.GetValue(vars, context);
}
// Now get the func.
CLBinaryOperatorFunc func = this[left.GetType(), right.GetType()];
// If it's null, we'll throw an exception.
if (func == null)
{
throw new CLException(
"Binary operator " + Symbol + " doesn't support parameters " + left.GetType().Name + " and " + right.GetType().Name
);
}
// Now let's run it.
return(func(left, right, vars, context));
}
// Throws an exception, but exists. Can be overloaded by other modules.
public static CalcValue BinDivideStringException(CalcObject left, CalcObject right, CLLocalStore vars, CLContextProvider context) =>
throw new CLException("Strings cannot be divided by numbers.");
