# -*- coding: utf-8 -*-
from collections import defaultdict
from itertools import product
from PIL import Image, ImageFont, ImageDraw
FALL = '|'
RIVER = '~'
POOL = 'N'
SOURCE = 'x'
SOURCE_AND_FALL = '*'
SOURCE_AND_RIVER = 'X'
SOURCE_AND_POOL = '%'
BLOCK = '#'
LRAMP = '/'
RRAMP = '\\ '
SPACE = ' '
LRAMP_AND_FALL = 'd'
RRAMP_AND_FALL = 'b'
LRAMP_AND_RIVER = '}'
RRAMP_AND_RIVER = '{'
LRAMP_AND_POOL = ']'
RRAMP_AND_POOL = '['
HERE = ( 0 , 0 )
DOWN = ( 1 , 0 )
LEFT = ( 0 , -1 )
RIGHT = ( 0 , 1 )
UP = ( -1 , 0 )
ORDINALS = [ DOWN, LEFT, RIGHT, UP]
gridStr = """\
#x#
# #
# #
# #
# #
###"""
gridStr = """\
# x #
# #
# #
# #
# #
#####"""
gridStr = """\
x
# /
#####"""
gridStr = """\
x
# /
#####
# #
# # /
###\/ #"""
gridStr = """\
# #
#xx#
# # #
# # #
# # #
# # #
# # #
# # #
# # #
# # #
# # #
# #
######"""
gridStr = """\
x #
# # #
# # #
# # #
# #
######"""
gridStr = """\
x
# #
# #
# #
#### #####
#### #####
#### #####
##########"""
gridStr = """\
x
# # #
# # #
# # #
# # #
# # #
#######################"""
gridStr = """\
xx //##\\ \\
\ x /
\ /
# /\ \/ ###
# / \ # #
# / / # #
# / / # #
# / \ / \ #
#######################"""
FRAMES = 150
# The capacity of a ramp cell.
HALF_CAPACITY = 50
# The capacity of an empty cell.
MAX_CAPACITY = 2 *HALF_CAPACITY
# The rate of flow in from a source.
SOURCE_RATE = HALF_CAPACITY
# The maximum rate of flow between two cells.
MAX_FLOW = MAX_CAPACITY
# The ratio extra a cell can hold if the cell above is full (assuming both have same capacity)
COMPRESSABILITY = 0.25
SPACE_THRESHHOLD = HALF_CAPACITY / 2
RIVER_THRESHHOLD = HALF_CAPACITY + HALF_CAPACITY / 2
def isSource( cell) :
return cell in [ SOURCE, SOURCE_AND_FALL, SOURCE_AND_RIVER, SOURCE_AND_POOL]
def isLRamp( cell) :
return cell in [ LRAMP, LRAMP_AND_FALL, LRAMP_AND_RIVER, LRAMP_AND_POOL]
def isRRamp( cell) :
return cell in [ RRAMP, RRAMP_AND_FALL, RRAMP_AND_RIVER, RRAMP_AND_POOL]
def isRamp( cell) :
return isLRamp( cell) or isRRamp( cell)
def findBackground( cell) :
if cell in [ SPACE, FALL, RIVER, POOL, SOURCE] :
return SPACE
elif cell in [ BLOCK] :
return BLOCK
elif isLRamp( cell) :
return LRAMP
elif isRRamp( cell) :
return RRAMP
raise Exception
class WaterType:
FALL = 1
SETTLED = 2
class Cell:
def __init__ ( self , background, isSource) :
self .background = background
self .isSource = isSource
self .water = 0
self .waterType = WaterType.FALL
def getCapacity( self ) :
return ( 0 if self .background == BLOCK else ( HALF_CAPACITY if isRamp( self .background ) else MAX_CAPACITY) )
def copyCell( self , cell) :
self .background = cell.background
self .isSource = cell.isSource
# Include any water already here
self .water += cell.water
self .waterType = cell.waterType
def updateType( self , cellBelow) :
if self .water == 0 :
self .waterType = WaterType.SETTLED
elif self .water == self .getCapacity ( ) :
# If a completely saturated block of water is falling it should still look full.
self .waterType = WaterType.SETTLED
elif cellBelow.water < cellBelow.getCapacity ( ) * 0.9 :
self .waterType = WaterType.FALL
else :
self .waterType = WaterType.SETTLED
def __str__ ( self ) :
if self .background == SPACE and not self .isSource and self .water <= SPACE_THRESHHOLD:
return SPACE
elif self .background == SPACE and not self .isSource and self .waterType == WaterType.FALL :
return FALL
elif self .background == SPACE and not self .isSource and self .water <= RIVER_THRESHHOLD:
return RIVER
elif self .background == SPACE and not self .isSource :
return POOL
elif self .background == SPACE and self .water <= SPACE_THRESHHOLD:
return SOURCE
elif self .background == SPACE and self .waterType == WaterType.FALL :
return SOURCE_AND_FALL
elif self .background == SPACE and self .water <= RIVER_THRESHHOLD:
return SOURCE_AND_RIVER
elif self .background == SPACE:
return SOURCE_AND_POOL
elif self .background == BLOCK:
return BLOCK
elif isRamp( self .background ) and self .isSource :
raise Exception
elif self .background == LRAMP and self .water <= SPACE_THRESHHOLD / 2 :
return LRAMP
elif self .background == LRAMP and self .waterType == WaterType.FALL :
return LRAMP_AND_FALL
elif self .background == LRAMP and self .water <= RIVER_THRESHHOLD / 2 :
return LRAMP_AND_RIVER
elif self .background == LRAMP:
return LRAMP_AND_POOL
elif self .water <= SPACE_THRESHHOLD / 2 :
return RRAMP
elif self .waterType == WaterType.FALL :
return RRAMP_AND_FALL
elif self .water <= RIVER_THRESHHOLD / 2 :
return RRAMP_AND_RIVER
else :
return RRAMP_AND_POOL
gridCells = map ( lambda x: list ( x) , gridStr.split ( '\n ' ) )
height = len ( gridCells)
width = len ( gridCells[ 0 ] )
grid = defaultdict( lambda : Cell( SPACE, False ) )
for i in range ( height) :
for j in range ( width) :
grid[ i, j] = Cell( findBackground( gridCells[ i] [ j] ) , isSource( gridCells[ i] [ j] ) )
def p( coords, offset) :
"""Add two tuples together.
>>> p((2, 3), (-1, 0))
(1, 3)
"""
return tuple ( map ( sum , zip ( coords, offset) ) )
def adjacent( i, j, includeUp) :
ret = [ ]
for offset in ( ORDINALS if includeUp else ORDINALS[ :-1 ] ) :
ret.append ( p( ( i, j) , offset) )
return ret
CONNECTION_TO_SHAPES = { DOWN: [ SPACE, LRAMP, RRAMP] , LEFT: [ SPACE, RRAMP] , RIGHT: [ SPACE, LRAMP] , UP: [ SPACE] }
def adjoint( grid, i, j, includeUp, includeDown) :
"""Find all cells connected to this one (if this is a block then nothing connects to it).
>>> grid = defaultdict(lambda : Cell(SPACE, False))
>>> adjoint(grid, 10, 1, True, True)
{(0, 1): (10, 2), (0, -1): (10, 0), (1, 0): (11, 1), (-1, 0): (9, 1)}
>>> adjoint(grid, 10, 1, False, True)
{(0, 1): (10, 2), (0, -1): (10, 0), (1, 0): (11, 1)}
>>> adjoint(grid, 10, 1, False, False)
{(0, 1): (10, 2), (0, -1): (10, 0)}
>>> grid[10, 1].background = LRAMP
>>> adjoint(grid, 10, 1, True, True)
{(0, -1): (10, 0), (-1, 0): (9, 1)}
>>> grid[10, 0].background = LRAMP
>>> grid[9, 1].background = RRAMP
>>> adjoint(grid, 10, 1, True, True)
{}
"""
ret = { }
cell = grid[ i, j]
if cell.background == BLOCK:
adj = [ ]
elif cell.background == LRAMP:
adj = [ LEFT, UP]
elif cell.background == RRAMP:
adj = [ RIGHT, UP]
elif cell.background == SPACE:
adj = list ( ORDINALS)
if not includeUp and UP in adj:
adj.remove ( UP)
if not includeDown and DOWN in adj:
adj.remove ( DOWN)
for offset in adj:
neighbourCoords = p( ( i, j) , offset)
neighbour = grid[ neighbourCoords]
if neighbour.background in CONNECTION_TO_SHAPES[ offset] :
ret[ offset] = neighbourCoords
return ret
def makeFrame( textLines, t) :
img = Image.new ( 'RGB' , ( 400 , 200 ) )
draw = ImageDraw.Draw ( img)
font = ImageFont.truetype ( '/usr/share/fonts/truetype/freefont/FreeMono.ttf' , 14 , encoding= 'unic' )
y = 0
for line in textLines:
draw.text ( ( 0 , y) , line, ( 255 , 255 , 255 ) , font= font)
y += 20
img.save ( 'frame_%04d.png' %t)
def displayGrid( grid, t) :
print
textLines = [ ]
for i in range ( height) :
row = ''
for j in range ( width) :
grid[ i, j] .updateType ( grid[ i+1 , j] )
row += str ( grid[ i, j] )
row += ' '
for j in range ( width) :
row += ( '%x' %( grid[ i, j] .water / 10 ) if grid[ i, j] .water < 160 else '+' )
textLines.append ( row)
text = '\n ' .join ( textLines)
print text
makeFrame( textLines, t)
def constrain( n, minN, maxN) :
if n < minN:
return minN
elif n > maxN:
return maxN
return n
def updateFlow( flow, relevantContents, relevantCapacity) :
"""Update the flow given some contents to split between some directions in ratio with the capacities."""
totalCapacity = sum ( relevantCapacity.values ( ) )
totalContents = sum ( relevantContents.values ( ) )
target = dict ( ( ordinal, capacity * totalContents / totalCapacity) for ( ordinal, capacity) in relevantCapacity.items ( ) )
targetFlow = dict ( ( ordinal, max ( target[ ordinal] - relevantContents[ ordinal] , 0 ) ) for ordinal in target.keys ( ) )
connectedOrdinals = set ( ORDINALS) .intersection ( targetFlow.keys ( ) )
totalTargetOutFlow = sum ( targetFlow[ ordinal] for ordinal in connectedOrdinals)
if totalTargetOutFlow <= 0 :
return 0
actualOutFlow = min ( totalTargetOutFlow, relevantContents[ HERE] )
totalFlowed = 0
for ordinal in connectedOrdinals:
amount = int ( targetFlow[ ordinal] * actualOutFlow / totalTargetOutFlow)
flow[ ordinal] += amount
totalFlowed += amount
return totalFlowed
def updateFlowDown( flow, contents, capacities) :
flowDown = constrain( capacities[ DOWN] - contents[ DOWN] , 0 , contents[ HERE] )
flow[ DOWN] += flowDown
contents[ HERE] -= flowDown
def updateFlowAcross( flow, contents, capacities) :
"""Update flow across and a bit down to simulate pressure at this level."""
relevantCapacity = { }
for ordinal in [ LEFT, HERE, RIGHT] :
relevantCapacity[ ordinal] = capacities[ ordinal]
relevantCapacity[ DOWN] = capacities[ DOWN] * COMPRESSABILITY
relevantContents = { }
for ordinal in [ LEFT, HERE, RIGHT] :
relevantContents[ ordinal] = constrain( contents[ ordinal] , 0 , capacities[ ordinal] )
relevantContents[ DOWN] = max ( contents[ DOWN] - capacities[ DOWN] , 0 )
totalFlowed = updateFlow( flow, relevantContents, relevantCapacity)
contents[ HERE] -= totalFlowed
def updateFlowHere( flow, contents, capacities) :
"""Create a 'flow' to the current cell. Any remaining can be pushed upwards."""
constrained = constrain( contents[ HERE] , 0 , capacities[ HERE] )
# The water will not actually leave the cell, so no need to add an explicit flow
#flow[HERE] += constrained
contents[ HERE] -= constrained
def updateFlowUp( flow, contents, capacities) :
"""Update flow up and a bit across and down to simulate pressure at the level above."""
relevantCapacity = { }
# Magic constant here: 1.4 seems to work best!
relevantCapacity[ UP] = capacities[ UP] * 0.55
for ordinal in [ LEFT, HERE, RIGHT] :
relevantCapacity[ ordinal] = capacities[ ordinal] * COMPRESSABILITY
relevantCapacity[ DOWN] = capacities[ DOWN] * COMPRESSABILITY * ( 1 + COMPRESSABILITY)
relevantContents = { }
relevantContents[ UP] = contents[ UP]
relevantContents[ HERE] = contents[ HERE]
for ordinal in [ LEFT, RIGHT] :
relevantContents[ ordinal] = max ( contents[ ordinal] - capacities[ ordinal] , 0 )
relevantContents[ DOWN] = max ( contents[ DOWN] - capacities[ DOWN] * ( 1 + COMPRESSABILITY) , 0 )
totalFlowed = updateFlow( flow, relevantContents, relevantCapacity)
contents[ HERE] -= totalFlowed
def main( grid) :
t = 0
while t < FRAMES:
displayGrid( grid, t)
newGrid = defaultdict( lambda : Cell( SPACE, False ) )
for i, j in product( range ( height) , range ( width) ) :
cell = grid[ i, j]
if cell.isSource :
cell.water += SOURCE_RATE
newCell = newGrid[ i, j]
newCell.copyCell ( cell)
flow = defaultdict( int )
if cell.water <= 0 :
continue
neighbourhood = adjoint( grid, i, j, True , True )
capacities = { HERE: cell.getCapacity ( ) }
contents = { HERE: cell.water }
for ordinal in ORDINALS:
if ordinal in neighbourhood.keys ( ) :
capacities[ ordinal] = grid[ neighbourhood[ ordinal] ] .getCapacity ( )
contents[ ordinal] = grid[ neighbourhood[ ordinal] ] .water
else :
capacities[ ordinal] = 0
contents[ ordinal] = 0
# Down
updateFlowDown( flow, contents, capacities)
if contents[ HERE] > 0 :
# Left and Right
updateFlowAcross( flow, contents, capacities)
if contents[ HERE] > 0 :
# Here
updateFlowHere( flow, contents, capacities)
if contents[ HERE] > 0 :
# Up
#print 'Before %f'%contents[HERE]
updateFlowUp( flow, contents, capacities)
#print 'Up from %d %d: %s'%(i, j, flow)
#print 'After %f'%contents[HERE]
for ordinal, amount in flow.items ( ) :
if amount == 0 :
continue
if ordinal not in neighbourhood.keys ( ) :
print '%s not in %s when trying to move %f' %( ordinal, neighbourhood.keys ( ) , amount)
continue
# Smooth the movement by only flowing half the amount left and right
#if ordinal in [LEFT, RIGHT]:
# amount = int(amount / 2)
newGrid[ neighbourhood[ ordinal] ] .water += amount
newCell.water -= amount
grid = newGrid
t += 1
if __name__ == '__main__' :
import doctest
# Doesn't test inner functions!
failures, passes = doctest .testmod ( raise_on_error= False )
if failures == 0 :
main( grid)
else :
print 'Stopping with %d failures' %failures
# -*- coding: utf-8 -*-
from collections import defaultdict
from itertools import product
from PIL import Image, ImageFont, ImageDraw

FALL = '|'
RIVER = '~'
POOL = 'N'
 
SOURCE = 'x'
SOURCE_AND_FALL = '*'
SOURCE_AND_RIVER = 'X'
SOURCE_AND_POOL = '%'
 
BLOCK = '#'
LRAMP = '/'
RRAMP = '\\'
SPACE = ' '
 
LRAMP_AND_FALL = 'd'
RRAMP_AND_FALL = 'b'
LRAMP_AND_RIVER = '}'
RRAMP_AND_RIVER = '{'
LRAMP_AND_POOL = ']'
RRAMP_AND_POOL = '['

HERE = (0,0)
DOWN = (1,0)
LEFT = (0,-1)
RIGHT = (0,1)
UP = (-1,0)
ORDINALS = [DOWN,LEFT,RIGHT,UP]

gridStr = """\
#x#
# #
# #
# #
# #
###"""
gridStr = """\
# x #
#   #
#   #
#   #
#   #
#####"""
gridStr = """\
  x  
#  / 
#####"""
gridStr = """\
  x   
#   / 
##### 
#   # 
# #  /
###\/#"""
gridStr = """\
#  #  
#xx#  
#  # #
#  # #
#  # #
#  # #
#  # #
#  # #
#  # #
#  # #
#  # #
#    #
######"""
gridStr = """\
 x #  
#  # #
#  # #
#  # #
#    #
######"""
gridStr = """\
   x      
#        #
#        #
#        #
#### #####
#### #####
#### #####
##########"""
gridStr = """\
                    x  
                       
                       
#                   # #
#                   # #
#                   # #
#                   # #
#                   # #
#######################"""
gridStr = """\
    xx        //##\\\\   
              \  x /   
               \  /    
#   /\          \/  ###
#  /  \             # #
#        /   /      # #
#       /   /       # #
#      / \ /  \       #
#######################"""

FRAMES = 150

# The capacity of a ramp cell.
HALF_CAPACITY = 50
# The capacity of an empty cell.
MAX_CAPACITY = 2*HALF_CAPACITY
# The rate of flow in from a source.
SOURCE_RATE = HALF_CAPACITY
# The maximum rate of flow between two cells.
MAX_FLOW = MAX_CAPACITY
# The ratio extra a cell can hold if the cell above is full (assuming both have same capacity)
COMPRESSABILITY = 0.25

SPACE_THRESHHOLD = HALF_CAPACITY / 2
RIVER_THRESHHOLD = HALF_CAPACITY + HALF_CAPACITY / 2

def isSource(cell):
    return cell in [SOURCE, SOURCE_AND_FALL, SOURCE_AND_RIVER, SOURCE_AND_POOL]

def isLRamp(cell):
    return cell in [LRAMP, LRAMP_AND_FALL, LRAMP_AND_RIVER, LRAMP_AND_POOL]
def isRRamp(cell):
    return cell in [RRAMP, RRAMP_AND_FALL, RRAMP_AND_RIVER, RRAMP_AND_POOL]
def isRamp(cell):
    return isLRamp(cell) or isRRamp(cell)

def findBackground(cell):
    if cell in [SPACE, FALL, RIVER, POOL, SOURCE]:
        return SPACE
    elif cell in [BLOCK]:
        return BLOCK
    elif isLRamp(cell):
        return LRAMP
    elif isRRamp(cell):
        return RRAMP
    raise Exception

class WaterType:
    FALL = 1
    SETTLED = 2

class Cell:
    def __init__(self, background, isSource):
        self.background = background
        self.isSource = isSource
        self.water = 0
        self.waterType = WaterType.FALL
    def getCapacity(self):
        return (0 if self.background == BLOCK else (HALF_CAPACITY if isRamp(self.background) else MAX_CAPACITY))
    def copyCell(self, cell):
        self.background = cell.background
        self.isSource = cell.isSource
        # Include any water already here
        self.water += cell.water
        self.waterType = cell.waterType
    def updateType(self, cellBelow):
        if self.water == 0:
            self.waterType = WaterType.SETTLED
        elif self.water == self.getCapacity():
            # If a completely saturated block of water is falling it should still look full.
            self.waterType = WaterType.SETTLED
        elif cellBelow.water < cellBelow.getCapacity() * 0.9:
            self.waterType = WaterType.FALL
        else:
            self.waterType = WaterType.SETTLED
    def __str__(self):
        if self.background == SPACE and not self.isSource and self.water <= SPACE_THRESHHOLD:
            return SPACE
        elif self.background == SPACE and not self.isSource and self.waterType == WaterType.FALL:
            return FALL
        elif self.background == SPACE and not self.isSource and self.water <= RIVER_THRESHHOLD:
            return RIVER
        elif self.background == SPACE and not self.isSource:
            return POOL
        elif self.background == SPACE and self.water <= SPACE_THRESHHOLD:
            return SOURCE
        elif self.background == SPACE and self.waterType == WaterType.FALL:
            return SOURCE_AND_FALL
        elif self.background == SPACE and self.water <= RIVER_THRESHHOLD:
            return SOURCE_AND_RIVER
        elif self.background == SPACE:
            return SOURCE_AND_POOL
        elif self.background == BLOCK:
            return BLOCK
        elif isRamp(self.background) and self.isSource:
            raise Exception
        elif self.background == LRAMP and self.water <= SPACE_THRESHHOLD / 2:
            return LRAMP
        elif self.background == LRAMP and self.waterType == WaterType.FALL:
            return LRAMP_AND_FALL
        elif self.background == LRAMP and self.water <= RIVER_THRESHHOLD / 2:
            return LRAMP_AND_RIVER
        elif self.background == LRAMP:
            return LRAMP_AND_POOL
        elif self.water <= SPACE_THRESHHOLD / 2:
            return RRAMP
        elif self.waterType == WaterType.FALL:
            return RRAMP_AND_FALL
        elif self.water <= RIVER_THRESHHOLD / 2:
            return RRAMP_AND_RIVER
        else:
            return RRAMP_AND_POOL

gridCells = map(lambda x: list(x), gridStr.split('\n'))
height = len(gridCells)
width = len(gridCells[0])
grid = defaultdict(lambda : Cell(SPACE, False))
for i in range(height):
    for j in range(width):
        grid[i,j] = Cell(findBackground(gridCells[i][j]), isSource(gridCells[i][j]))

def p(coords, offset):
    """Add two tuples together.
    
    >>> p((2, 3), (-1, 0))
    (1, 3)
    """
    return tuple(map(sum, zip(coords, offset)))

def adjacent(i,j,includeUp):
    ret = []
    for offset in (ORDINALS if includeUp else ORDINALS[:-1]):
        ret.append(p((i,j), offset))
    return ret

CONNECTION_TO_SHAPES = {DOWN: [SPACE, LRAMP, RRAMP], LEFT: [SPACE, RRAMP], RIGHT: [SPACE, LRAMP], UP: [SPACE]}

def adjoint(grid, i, j, includeUp, includeDown):
    """Find all cells connected to this one (if this is a block then nothing connects to it).
    
    >>> grid = defaultdict(lambda : Cell(SPACE, False))
    >>> adjoint(grid, 10, 1, True, True)
    {(0, 1): (10, 2), (0, -1): (10, 0), (1, 0): (11, 1), (-1, 0): (9, 1)}
    
    >>> adjoint(grid, 10, 1, False, True)
    {(0, 1): (10, 2), (0, -1): (10, 0), (1, 0): (11, 1)}
    
    >>> adjoint(grid, 10, 1, False, False)
    {(0, 1): (10, 2), (0, -1): (10, 0)}
    
    >>> grid[10, 1].background = LRAMP
    >>> adjoint(grid, 10, 1, True, True)
    {(0, -1): (10, 0), (-1, 0): (9, 1)}
    
    >>> grid[10, 0].background = LRAMP
    >>> grid[9, 1].background = RRAMP
    >>> adjoint(grid, 10, 1, True, True)
    {}
    """
    ret = {}
    cell = grid[i, j]
    if cell.background == BLOCK:
        adj = []
    elif cell.background == LRAMP:
        adj = [LEFT, UP]
    elif cell.background == RRAMP:
        adj = [RIGHT, UP]
    elif cell.background == SPACE:
        adj = list(ORDINALS)
    if not includeUp and UP in adj:
        adj.remove(UP)
    if not includeDown and DOWN in adj:
        adj.remove(DOWN)
    for offset in adj:
        neighbourCoords = p((i,j), offset)
        neighbour = grid[neighbourCoords]
        if neighbour.background in CONNECTION_TO_SHAPES[offset]:
            ret[offset] = neighbourCoords
    return ret

def makeFrame(textLines, t):
    img = Image.new('RGB', (400, 200))
    draw = ImageDraw.Draw(img)
    font = ImageFont.truetype('/usr/share/fonts/truetype/freefont/FreeMono.ttf', 14, encoding='unic')
    y = 0
    for line in textLines:
        draw.text((0, y), line, (255,255,255), font=font)
        y += 20
    img.save('frame_%04d.png'%t)

def displayGrid(grid, t):
    print
    textLines = []
    for i in range(height):
        row = ''
        for j in range(width):
            grid[i,j].updateType(grid[i+1,j])
            row += str(grid[i,j])
        row += ' '
        for j in range(width):
            row += ('%x'%(grid[i,j].water / 10) if grid[i,j].water < 160 else '+')
        textLines.append(row)
    text = '\n'.join(textLines)
    print text
    makeFrame(textLines, t)

def constrain(n, minN, maxN):
    if n < minN:
        return minN
    elif n > maxN:
        return maxN
    return n

def updateFlow(flow, relevantContents, relevantCapacity):
    """Update the flow given some contents to split between some directions in ratio with the capacities."""
    totalCapacity = sum(relevantCapacity.values())
    totalContents = sum(relevantContents.values())
    target = dict((ordinal, capacity * totalContents / totalCapacity) for (ordinal, capacity) in relevantCapacity.items())
    targetFlow = dict((ordinal, max(target[ordinal] - relevantContents[ordinal], 0)) for ordinal in target.keys())
    connectedOrdinals = set(ORDINALS).intersection(targetFlow.keys())
    totalTargetOutFlow = sum(targetFlow[ordinal] for ordinal in connectedOrdinals)
    if totalTargetOutFlow <= 0:
        return 0
    actualOutFlow = min(totalTargetOutFlow, relevantContents[HERE])
    totalFlowed = 0
    for ordinal in connectedOrdinals:
        amount = int(targetFlow[ordinal] * actualOutFlow / totalTargetOutFlow)
        flow[ordinal] += amount
        totalFlowed += amount
    return totalFlowed

def updateFlowDown(flow, contents, capacities):
    flowDown = constrain(capacities[DOWN] - contents[DOWN], 0, contents[HERE])
    flow[DOWN] += flowDown
    contents[HERE] -= flowDown

def updateFlowAcross(flow, contents, capacities):
    """Update flow across and a bit down to simulate pressure at this level."""
    relevantCapacity = {}
    for ordinal in [LEFT, HERE, RIGHT]:
        relevantCapacity[ordinal] = capacities[ordinal]
    relevantCapacity[DOWN] = capacities[DOWN] * COMPRESSABILITY
    relevantContents = {}
    for ordinal in [LEFT, HERE, RIGHT]:
        relevantContents[ordinal] = constrain(contents[ordinal], 0, capacities[ordinal])
    relevantContents[DOWN] = max(contents[DOWN] - capacities[DOWN], 0)

    totalFlowed = updateFlow(flow, relevantContents, relevantCapacity)
    contents[HERE] -= totalFlowed

def updateFlowHere(flow, contents, capacities):
    """Create a 'flow' to the current cell. Any remaining can be pushed upwards."""
    constrained = constrain(contents[HERE], 0, capacities[HERE])
    # The water will not actually leave the cell, so no need to add an explicit flow
    #flow[HERE] += constrained
    contents[HERE] -= constrained

def updateFlowUp(flow, contents, capacities):
    """Update flow up and a bit across and down to simulate pressure at the level above."""
    relevantCapacity = {}
    # Magic constant here: 1.4 seems to work best!
    relevantCapacity[UP] = capacities[UP] * 0.55
    for ordinal in [LEFT, HERE, RIGHT]:
        relevantCapacity[ordinal] = capacities[ordinal] * COMPRESSABILITY
    relevantCapacity[DOWN] = capacities[DOWN] * COMPRESSABILITY * (1 + COMPRESSABILITY)
    relevantContents = {}
    relevantContents[UP] = contents[UP]
    relevantContents[HERE] = contents[HERE]
    for ordinal in [LEFT, RIGHT]:
        relevantContents[ordinal] = max(contents[ordinal] - capacities[ordinal], 0)
    relevantContents[DOWN] = max(contents[DOWN] - capacities[DOWN] * (1 + COMPRESSABILITY), 0)

    totalFlowed = updateFlow(flow, relevantContents, relevantCapacity)
    contents[HERE] -= totalFlowed

def main(grid):
    t = 0
    while t < FRAMES:
        displayGrid(grid, t)
        newGrid = defaultdict(lambda : Cell(SPACE, False))
        for i, j in product(range(height), range(width)):
            cell = grid[i,j]
            if cell.isSource:
                cell.water += SOURCE_RATE
            newCell = newGrid[i,j]
            newCell.copyCell(cell)
            flow = defaultdict(int)
            
            if cell.water <= 0:
                continue
            
            neighbourhood = adjoint(grid, i, j, True, True)

            capacities = {HERE: cell.getCapacity()}
            contents = {HERE: cell.water}
            for ordinal in ORDINALS:
                if ordinal in neighbourhood.keys():
                    capacities[ordinal] = grid[neighbourhood[ordinal]].getCapacity()
                    contents[ordinal] = grid[neighbourhood[ordinal]].water
                else:
                    capacities[ordinal] = 0
                    contents[ordinal] = 0
            
            # Down
            updateFlowDown(flow, contents, capacities)
            if contents[HERE] > 0:
                # Left and Right
                updateFlowAcross(flow, contents, capacities)
                if contents[HERE] > 0:
                    # Here
                    updateFlowHere(flow, contents, capacities)
                    if contents[HERE] > 0:
                        # Up
                        #print 'Before %f'%contents[HERE]
                        updateFlowUp(flow, contents, capacities)
                        #print 'Up from %d %d: %s'%(i, j, flow)
                        #print 'After %f'%contents[HERE]
            for ordinal, amount in flow.items():
                if amount == 0:
                    continue
                if ordinal not in neighbourhood.keys():
                    print '%s not in %s when trying to move %f'%(ordinal, neighbourhood.keys(), amount)
                    continue
                # Smooth the movement by only flowing half the amount left and right
                #if ordinal in [LEFT, RIGHT]:
                #    amount = int(amount / 2)
                newGrid[neighbourhood[ordinal]].water += amount
                newCell.water -= amount

        grid = newGrid
        
        t += 1

if __name__ == '__main__':
    import doctest
    # Doesn't test inner functions!
    failures, passes = doctest.testmod(raise_on_error=False)
    if failures == 0:
        main(grid)
    else:
        print 'Stopping with %d failures'%failures














