Mercurial > traipse_dev
view orpg/dieroller/die.py @ 97:bb22f0f1a7ec alpha
Traipse Alpha 'OpenRPG' {090924-01}
Traipse is a distribution of OpenRPG that is designed to be easy to setup and go. Traipse also makes it easy for developers to work on code without fear of sacrifice. 'Ornery-Orc' continues the trend of 'Grumpy' and adds fixes to the code. 'Ornery-Orc's main goal is to offer more advanced features and enhance the productivity of the user.
Update Summary:
00:
Update forwards to the 090909-02 Server code that now works.
New default Lobby Map, designed for Traipse. Feel free to change it.
Updates to Server GUI:
* Admin can Ban from Backend.
* Prework to modify Ban List in back end.
* Server GUI finds your Lobby Name
* New users default as Lurker unless a Role is set
New Addition to Chat Die Roll commands. Math Ordering. Ex. [(X+Y)dZ]. Currently does pairs only, no nesting either.
Cleaner TraipseSuiteAttention portability and clean up in Main (Beta!)
01:
Die Roll Commands addition removed in favor of Core code
author | sirebral |
---|---|
date | Thu, 24 Sep 2009 21:21:49 -0500 |
parents | 449a8900f9ac |
children | bf799efe7a8a |
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#!/usr/bin/env python # Copyright (C) 2000-2001 The OpenRPG Project # # openrpg-dev@lists.sourceforge.net # # This program is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, write to the Free Software # Foundation, Inc., 675 Mass Ave, Cambridge, MA 02139, USA. # -- # # File: die.py # Author: Andrew Bennett # Maintainer: # Version: # $Id: die.py,v 1.13 2007/03/13 17:53:42 digitalxero Exp $ # # Description: This class is used to make working with dice easier # __version__ = "$Id: die.py,v 1.13 2007/03/13 17:53:42 digitalxero Exp $" import random import UserList import copy #import string class die_base(UserList.UserList): def __init__(self,source = []): if isinstance(source, (int, float, basestring)): s = [] s.append(di(source)) else: s = source UserList.UserList.__init__(self,s) def sum(self): s = 0 for a in self.data: s += int(a) return s def __lshift__(self,other): if type(other) == type(3) or type(other) == type(3.0): o = other elif hasattr(other,"sum"): o = other.sum() else: return None result = [] for die in self: if die < o: result.append(die) return self.__class__(result) def __rshift__(self,other): if type(other) == type(3) or type(other) == type(3.0): o = other elif hasattr(other,"sum"): o = other.sum() else: return None result = [] for die in self: if die > o: result.append(die) return self.__class__(result) def __rlshift__(self,other): return self.__rshift__(other) def __rrshift__(self,other): return self.__lshift__(other) def __str__(self): if len(self.data) > 0: myStr = "[" + str(self.data[0]) for a in self.data[1:]: myStr += "," myStr += str(a) myStr += "] = (" + str(self.sum()) + ")" else: myStr = "[] = (0)" return myStr def __lt__(self,other): if type(other) == type(3) or type(other) == type(3.0): return (self.sum() < other) elif hasattr(other,"sum"): return (self.sum() < other.sum()) else: return UserList.UserList.__lt__(self,other) def __le__(self,other): if type(other) == type(3) or type(other) == type(3.0): return (self.sum() <= other) elif hasattr(other,"sum"): return (self.sum() <= other.sum()) else: return UserList.UserList.__le__(self,other) def __eq__(self,other): if type(other) == type(3) or type(other) == type(3.0): return (self.sum() == other) elif hasattr(other,"sum"): return (self.sum() == other.sum()) else: return UserList.UserList.__eq__(self,other) def __ne__(self,other): if type(other) == type(3) or type(other) == type(3.0): return (self.sum() != other) elif hasattr(other,"sum"): return (self.sum() != other.sum()) else: return UserList.UserList.__ne__(self,other) def __gt__(self,other): if type(other) == type(3) or type(other) == type(3.0): return (self.sum() > other) elif hasattr(other,"sum"): return (self.sum() > other.sum()) else: return UserList.UserList.__gt__(self,other) def __ge__(self,other): if type(other) == type(3) or type(other) == type(3.0): return (self.sum() >= other) elif hasattr(other,"sum"): return (self.sum() >= other.sum()) else: return UserList.UserList.__ge__(self,other) def __cmp__(self,other): # this function included for backwards compatibility # As of 2.1, lists implement the "rich comparison" # methods overloaded above. if type(other) == type(3) or type(other) == type(3.0): return cmp(self.sum(), other) elif hasattr(other,"sum"): return cmp(self.sum(), other.sum()) else: return UserList.UserList.__cmp__(self,other) def __rcmp__(self,other): return self.__cmp__(other) def __add__(self,other): mycopy = copy.deepcopy(self) if type(other) == type(3) or type(other) == type(3.0): #if other < 0: # return self.__sub__(-other) #other = [di(other,other)] other = [static_di(other)] #return self.sum() + other elif type(other) == type("test"): return self mycopy.extend(other) #result = UserList.UserList.__add__(mycopy,other) return mycopy def __iadd__(self,other): return self.__add__(other) def __radd__(self,other): mycopy = copy.deepcopy(self) if type(other) == type(3) or type(other) == type(3.0): new_die = di(0) new_die.set_value(other) other = new_die mycopy.insert(0,other) return mycopy def __int__(self): return self.sum() def __sub__(self,other): mycopy = copy.deepcopy(self) if type(other) == type(3) or type(other) == type(3.0): neg_die = static_di(-other) #neg_die.set_value(-other) other = [neg_die] #return self.sum() - other else: other = -other mycopy.extend(other) return mycopy def __rsub__(self,other): mycopy = -copy.deepcopy(self) #print type(other) if type(other) == type(3) or type(other) == type(3.0): new_die = di(0) new_die.set_value(other) other = new_die mycopy.insert(0,other) return mycopy def __isub__(self,other): return self.__sub__(other) def __mul__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.sum() * other elif hasattr(other,"sum"): return other.sum() * self.sum() else: return UserList.UserList.__mul__(self,other) def __rmul__(self,other): return self.__mul__(other) def __div__(self,other): if type(other) == type(3) or type(other) == type(3.0): return float(self.sum()) / other elif hasattr(other,"sum"): return float(self.sum()) / other.sum() else: return UserList.UserList.__div__(self,other) def __rdiv__(self,other): if type(other) == type(3) or type(other) == type(3.0): return other / float(self.sum()) elif hasattr(other,"sum"): return other.sum() / float(self.sum()) else: return UserList.UserList.__rdiv__(self,other) def __mod__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.sum()%other elif hasattr(other,"sum"): return self.sum() % other.sum() else: return UserList.UserList.__mod__(self,other) def __rmod__(self,other): if type(other) == type(3) or type(other) == type(3.0): return other % self.sum() elif hasattr(other,"sum"): return other.sum() % self.sum() else: return UserList.UserList.__rmod__(self,other) def __neg__(self): for i in range(len(self.data)): self.data[i] = -self.data[i] return self def __pos__(self): for i in range(len(self.data)): self.data[i] = +self.data[i] return self def __abs__(self): for i in range(len(self.data)): self.data[i] = abs(self.data[i]) return self #return abs(self.sum()) def __pow__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.sum() ** other elif hasattr(other,"sum"): return self.sum() ** other.sum() else: return UserList.UserList.__pow__(self,other) def __rpow__(self,other): # We're overloading exponentiation of ints to create "other" number of dice if other >= 1: result = self.__class__(self[0].sides) for t in range(other-1): result+=self.__class__(self[0].sides) else: result = None return result ### di class to handle actual dice class di: def __init__(self,sides,min=1): self.sides = sides self.history = None self.value = None self.target = None self.roll(min) def __str__(self): if len(self.history) > 1: return str(self.history) else: return str(self.value) def __neg__(self): self.value = -self.value for i in range(len(self.history)): self.history[i] = -self.history[i] return self def __pos__(self): self.value = +self.value for i in range(len(self.history)): self.history[i] = +self.history[i] return self def __abs__(self): self.value = abs(self.value) for i in range(len(self.history)): self.history[i] = abs(self.history[i]) return self def __repr__(self): if len(self.history) > 1: return str(self.history) else: return str(self.value) def __int__(self): return self.value def __lt__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.value < other elif hasattr(other,"value"): return self.value < other.value else: return self < other def __le__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.value <= other elif hasattr(other,"value"): return self.value <= other.value else: return self <= other def __eq__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.value == other elif hasattr(other,"value"): return self.value == other.value else: return self == other def __ne__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.value != other elif hasattr(other,"value"): return self.value != other.value else: return self != other def __gt__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.value > other elif hasattr(other,"value"): return self.value > other.value else: return self > other def __ge__(self,other): if type(other) == type(3) or type(other) == type(3.0): return self.value >= other elif hasattr(other,"value"): return self.value >= other.value else: return self >= other def __cmp__(self,other): # this function included for backwards compatibility # As of 2.1, lists implement the "rich comparison" # methods overloaded above. if type(other) == type(3) or type(other) == type(3.0): return cmp(self.value, other) elif hasattr(other,"value"): return cmp(self.value, other.value) else: return cmp(self,other) def roll(self,min=1): if isinstance(self.sides, basestring) and self.sides.lower() == 'f': self.value = random.randint(-1, 1) else: #self.value = random.randint(min, self.sides) self.value = int(random.uniform(min, self.sides+1)) self.history = [] self.history.append(self.value) def extraroll(self): if isinstance(self.sides, basestring) and self.sides.lower() == 'f': result = random.randint(-1, 1) else: #result = random.randint(1, self.sides) result = int(random.uniform(1,self.sides+1)) self.value += result self.history.append(result) def lastroll(self): return self.history[len(self.history)-1] def set_value(self,value): self.value = value self.history = [] self.history.append(self.value) def modify(self,mod): self.value += mod self.history.append(mod) def gethistory(self): return self.history[:] class static_di(di): def __init__(self,value): di.__init__(self,value,value) self.set_value(value) class std(die_base): def __init__(self,source=[]): die_base.__init__(self,source) # Examples of adding member functions through inheritance. def ascending(self): result = self[:] result.sort() return result def descending(self): result = self[:] result.sort() result.reverse() return result def takeHighest(self,num_dice): return self.descending()[:num_dice] def takeLowest(self,num_dice): return self.ascending()[:num_dice] def extra(self,num): for i in range(len(self.data)): if self.data[i].lastroll() >= num: self.data[i].extraroll() return self def open(self,num): if num <= 1: self done = 1 for i in range(len(self.data)): if self.data[i].lastroll() >= num: self.data[i].extraroll() done = 0 if done: return self else: return self.open(num) def minroll(self,min): for i in range(len(self.data)): if self.data[i].lastroll() < min: self.data[i].roll(min) return self def each(self,mod): mod = int(mod) for i in range(len(self.data)): self.data[i].modify(mod) return self def vs(self, target): for dn in self.data: dn.target = target return self ## If we are testing against a saving throw, we check for ## greater than or equal to against the target value and ## we only return the number of successful saves. A negative ## value will never be generated. def sum(self): retValue = 0 for dn in self.data: setValue = reduce( lambda x, y : int(x)+int(y), dn.history ) if dn.target: if setValue >= dn.target: retValue += 1 else: retValue += setValue return retValue