In [1]:
%pylab inline
import sys
sys.path.append("..")
from allthethings import PyNetwork, PyPipe_ps
from allthethings import PyBC_opt_dh
import numpy as np
import matplotlib.pyplot as plt
from matplotlib import rc
from writeit import *
Populating the interactive namespace from numpy and matplotlib
In [2]:
#run Wilson's algorithm to sample uniform spanning tree of a graph G
#see paper http://dl.acm.org/citation.cfm?id=237880
def randomSuccessor(u,Gl):
'''return a random successor of node u in directed graph Gl
notation: Gl = [n0,n1,...nn] where nk is a list of the k nodes connected to node k
this version assumes all connections equally favorable (but in principle can run with
any weighted edges s.t. G is ''stochastic'', i.e. sum(weights leaving each nodes) =1
'''
n = len(Gl[u])#number of vertices connected with u.
z = np.random.randint(0,n) #assume all edges connected with equal weight...
return Gl[u][z]
In [3]:
def randomTreeWithRoot(r,Gl):
'''return random spanning tree with root vertex r of graph G = (u,e)
represent this as an array of connectivities
conns = [[e0l, e0r],[e1l,elr]..]
where the kth row =[ekl, ekr] is the left and right node of the kth edge
(left and right don't matter in algorithm but once I return a network I am picking a coordinate system for it)
'''
n = len(Gl)
InTree = [False]*n
Next= 17*np.ones((n),int)
InTree[r] = True
for i in range(n):
u = i
while not InTree[u]:
p =randomSuccessor(u,Gl)
Next[u] = p
u = Next[u]
u = i
while not InTree[u]:
InTree[u] = True
u = Next[u]
g = arange(0,N)
conns = np.ndarray((N-1,2),int)
for k in range(N-1):
conns[k,:] = (Next[k+1],g[k+1])
return conns
In [4]:
#build an adjacency matrix with node connectivity <=3 for all nodes
def AdjMatrix3(N):
done = False
count =0
while not done:
count +=1
A = np.zeros((N,N),int)
A[0,1]=1
for i in range(1,N):
for j in range(i+1,N):
r = np.random.randint(0,2)
if (sum(A[i,:])+sum(A[:,i]))<3 and (i!=j):
A[i,j] = r
A = (A+np.transpose(A))
degpos =[sum(A[k,:])>0 for k in range(N)]
if all(degpos)==True:
done = True
return A,count
In [5]:
def listRep(A):
'''return list representation from adjacency matrix A
returns L = [n0, n1,...nn] where nk is a list of the nodes connected to node k
'''
Gl = []
N = shape(A)[0]
for i in range(N):
Gl.append(find(A[i,:]>0))
return Gl
In [6]:
N = 10
Np = N-1
A,count = AdjMatrix3(N)
Gl = listRep(A)
print A
print Gl
[[0 1 0 0 0 0 0 0 0 0]
[1 0 1 1 0 0 0 0 0 0]
[0 1 0 0 0 0 0 0 0 1]
[0 1 0 0 1 0 1 0 0 0]
[0 0 0 1 0 1 1 0 0 0]
[0 0 0 0 1 0 1 1 0 0]
[0 0 0 1 1 1 0 0 0 0]
[0 0 0 0 0 1 0 0 1 1]
[0 0 0 0 0 0 0 1 0 0]
[0 0 1 0 0 0 0 1 0 0]]
[array([1]), array([0, 2, 3]), array([1, 9]), array([1, 4, 6]), array([3, 5, 6]), array([4, 6, 7]), array([3, 4, 5]), array([5, 8, 9]), array([7]), array([2, 7])]
In [67]:
A2 = np.ones((N,N))-np.diag(np.ones(N),0)
Gl2 = listRep(A2)
conns = randomTreeWithRoot(0,Gl)
c3 = [np.array([[0,1],[1,2],[6,3],[3,4],[2,5],[8,6],[6,7],[5,8],[5,9]]),
np.array([[0,1],[1,2],[2,3],[2,4],[4,5],[3,6],[5,7],[1,8],[8,9]]),
np.array([[0,1],[1,2],[5,3],[3,4],[2,5],[3,6],[2,7],[7,8],[8,9]]),
np.array([[0,1],[1,2],[2,3],[3,4],[4,5],[5,6],[6,7],[7,8],[8,9]]),
np.array([[0,1],[3,2],[1,3],[7,4],[2,5],[8,6],[6,7],[5,8],[7,9]]),
np.array([[0,1],[6,2],[4,3],[6,4],[1,5],[5,6],[9,7],[2,8],[8,9]]),
np.array([[0,1],[1,2],[1,3],[3,4],[2,5],[5,6],[6,7],[7,8],[7,9]])]
conns = c3[6]
nl = conns[:,0]
nr = conns[:,1]
nodeTypes = [sum(len(find(nl==k))+len(find(nr==k))) for k in range(N)]
print nodeTypes
print sum(nodeTypes)
[1, 3, 2, 2, 1, 2, 2, 3, 1, 1]
18
In [68]:
#N = 10
#for k in range(N-1):
# conns[k,0] =k
# conns[k,1] = k+1
conns = np.array([[0, 1],[1, 2],\ [6, 3],\ [2, 4],\ [4, 5],\ [5, 6],\ [4, 7],\ [7, 8],\ [7, 9]])
In [69]:
#colors = arrive
import networkx as nx
from matplotlib import cm
import matplotlib.colors as colors
G=nx.Graph()
for k in range(Np):
G.add_edge('%d'%conns[k,0],'%d'%conns[k,1])
pos=nx.graphviz_layout(G) # positions for all nodes
# nodes
nx.draw_networkx_nodes(G,pos,node_size=300,node_color = '#A0CBE2', iter=500)
# edges
nx.draw_networkx_edges(G,pos,width=4,edge_cmap=plt.cm.coolwarm)
nx.draw_networkx_edges(G,pos,width=4.0,alpha=0.3)
# labels
nx.draw_networkx_labels(G,pos,font_size=8,font_family='sans-serif')
plt.axis('off')
Out[69]:
(0.0, 250.0, -100.0, 600.0)
In [70]:
N = len(G.nodes())
xs =[]
ys = []
scale = 100
print pos['0']
for k in range(N):
s = '%d'%k
xs.append(scale*pos[s][0])
ys.append(scale*pos[s][1])
print xs
print ys
(27.0, 412.29)
[2700.0, 9607.3, 9668.5, 15797.0, 20965.0, 9352.7, 9240.1, 9104.5, 15266.0, 2701.2]
[41229.0, 37123.0, 29318.0, 42040.0, 47390.0, 21872.0, 14449.0, 6738.8, 1800.0, 2121.3]
In [71]:
fn = '../indata/randomwithN%d'%N
IN = 0 #usually 0...?
m32gal = 264.172
Np = N-1
Nn = N
Ls = [20]*Np
Ns = [Ls[0]]*Np
Mrs = [0.007]*Np
Ds = [0.1]*Np
jt = nodeTypes
#reflect everything
bt = [1]*Nn
r = [1]*Nn
r[IN]=0
bv = [0]*Nn
bv[IN] = 0.0087
#orifices everywhere
#bt = [2]*Nn
#bt[0]=1
#bv = [Ds[0]/8.]*Nn
#r = [0]*Nn
h0s = [0.00]*Np
q0s = [0.00]*Np
T = 10.
Mi = 10
Nt = 20
Tmax = Nt*T
a = 100
dx = [Ls[i]/Ns[i] for i in range(Np)]
M = int(T*a/(max(dx)*.8))
elevs = [0]*Nn
elevs[IN] =.1*Ls[0]
#for k in range(1,Nn):
# elevs[k]+= -k*random.rand()
(fi, fc) = writePipes(fn,conns, xs,ys, Ns, Ls, Mrs, Ds, jt, bt, bv, r, h0s, q0s, T, M, a, elevs)
print "M= %d"%M
tol = Ds[0] #tolerance for looking for arrival time
arrive = np.zeros((Np,Ns[0]))
maxH = np.zeros(Np)
Vsys = np.pi*Ds[0]**2/4.*sum(Ls)
print "system volume is %f gal "%(Vsys*m32gal)
Hs =np.zeros((M/Mi*Nt,sum(Ns)))
print shape(Hs)
../indata/fakeinp.inp
M= 1250
system volume is 373.464367 gal
(2500, 180)
In [72]:
import time
n0=PyNetwork(fi,fc,1)
dt = T/float(M)
Q0 = 0.0087*np.ones(M+1)
#n0.setbVal(IN,Q0)
V0 = n0.getTotalVolume()
Vin = 0
Ttot = 0
count = 0
dHs = []
t0 = time.clock()
while count<Nt and Vin<Vsys:
n0.runForwardProblem(dt)
Vin = n0.getTotalVolume()-V0
for k in range(0,Np):
for K in range(0,n0.Ns[k]):
Ht = n0.pressureTimeSeries(k,K)#this function returns H in cell K of pipe k, at each time step
Hs[count*M/Mi:(count+1)*(M/Mi),K+Ns[0]*k] =Ht[1::Mi]
maxH[k] = max(max(Ht),maxH[k])
where = find(Ht>tol)
if len(where)>0 and arrive[k,K]==0.:
arrive[k,K] = Ttot+dt*(where[0])
count+=1
Ttot +=T
dHs.append(mean([n0.getAveGradH(i) for i in range(M+1)]))
print "T = %f, Volume = %f"%(Ttot, m32gal*Vin)
n0.reset()
tf = time.clock()
print "inflow volume is %f gallons"%(Vin*m32gal)
print "simulation time is %f s"%Ttot
print "wall clock time is %f s"%(tf-t0)
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 224.204903
T = 70.000000, Volume = 247.187956
T = 80.000000, Volume = 270.171058
T = 90.000000, Volume = 293.154161
T = 100.000000, Volume = 316.137267
T = 110.000000, Volume = 339.120373
T = 120.000000, Volume = 362.103479
T = 130.000000, Volume = 385.086592
inflow volume is 385.086592 gallons
simulation time is 130.000000 s
wall clock time is 14.238731 s
In [73]:
print count
print Nt
from matplotlib import cm
import matplotlib.colors as colors
rc('font', family='serif',size= '16')
cNorm = colors.Normalize(vmin=0, vmax=Np+1)
fig,ax = plt.subplots(figsize=(10,5))
sMap = cm.ScalarMappable(norm=cNorm, cmap=cm.get_cmap('ocean'))
Hnew = Hs[0:M/Mi*count,:]
t = linspace(0,Ttot, shape(Hnew)[0])
#t = linspace(0,T,M+1)
for k in range(Np):
K = Ns[k]-1
Ht = n0.pressureTimeSeries(k,K)#this function returns H in cell K of pipe k, at each time step
#plot(t,Ht, label = 'pipe %d'%k)
plot(t,Hnew[:,(k+1)*Ns[0]-1],color = sMap.to_rgba(k), label = '%d'%k)
print elevs
print Q0[0]*T*m32gal
print Vin
print arrive.max()
ylim(0,20)
xlim(0,Ttot)
ax.set_xlabel('t (s)')
ax.set_ylabel('H (m)')
dH = mean(dHs)
name = 'output_data/random_networks/summary_N_%d_dH%.6f'%(Nn,dH)
savefig(name+'timeseries.png')
#legend(loc = 'upper left')
13
20
[2.0, 0, 0, 0, 0, 0, 0, 0, 0, 0]
22.982964
1.45771161323
125.36
In [74]:
(xs,ys,conns,ls) = getBasicConnectivity(fi)
Np = shape(conns)[0]
plotNetworkLayout(xs,ys,conns,ls,Np)
In [75]:
fs = name+'.txt'
with open(fs,'w') as f:
f.write("Summary of Results and Parameters\n")
f.write("dH/dx = %f, time average is %f\n"%(dH, dH/Ttot))
f.write('max arrival time is %.5f\n'%(arrive.max()))
f.write("Ttot = %f\n"%Ttot)
f.write("Vin = %f m^3 \n"%Vin)
f.write("tolerance for arrival time T_a is %f\n"%tol)
f.write("pipe leftend rightend max(H)(m) min(T_a) (s) max(T_a) (s) \n")
for k in range(0,Np):
plot(arrive[k,1:])
m1 = min(arrive[k,:])
m2 = max(arrive[k,:])
f.write("%2d %2d %2d %3.2f %3.2f %3.2f\n"%(k,conns[k,0], conns[k,1], maxH[k],m1,m2))
f.write("\nconns = ")
for k in range(Np):
f.write("[%d,%d]\n" %(conns[k,0], conns[k,1]))
f.write("\nelevs = \n")
for k in range(len(elevs)):
f.write("%d %f\n"%(k, elevs[k]))
f.write("\nOther Params\n D = %f\n L = %f\n N = %d\n Mr = %f\n Q0 = %f\n"%(Ds[0], Ls[0], Ns[0], Mrs[0], Q0[0]))
f.write(" bt = %d, bv = %f, r = %f\n h0 = %f\n q0 = %f\n"%(bt[0], bv[0], r[1], h0s[0], q0s[0]))
f.write(" T = %f, a = %f\n"%(T,a))
print fs
output_data/random_networks/summary_N_10_dH2.594713.txt
In [76]:
N = shape(conns)[0]
G=nx.Graph()
for k in range(N):
G.add_edge('%d'%conns[k,0],'%d'%conns[k,1])
#pos=nx.spring_layout(G) # positions for all nodes
# nodes
nx.draw_networkx_nodes(G,pos,node_size=300,node_color = '#A0CBE2', iter=400)
# edges
colors =range(N)
nx.draw_networkx_edges(G,pos,width=4,edge_color=colors,edge_cmap=plt.cm.ocean)
nx.draw_networkx_edges(G,pos,width=4.0,alpha=0.3)
# labels
nx.draw_networkx_labels(G,pos,font_size=8,font_family='sans-serif')
plt.axis('off')
plt.savefig(name+'.png') # save as png
plt.show() # display
In [201]:
for k in range(Np):
print "%f %f %f"%( maxH[k],min(arrive[k,:]),max(arrive[k,:]))
print "System volume = %f"%(m32gal*np.pi*Ds[0]**2/4.*sum(Ls))
print "inflow volume = %f"%(Vin*m32gal)
print conns
35.413093 55.104000 58.192000
30.251957 65.376000 65.936000
31.511333 43.456000 55.384000
31.481889 43.048000 43.376000
30.276130 65.968000 71.776000
30.329368 72.288000 80.320000
30.399951 80.360000 125.336000
29.458288 124.104000 125.360000
29.458288 124.104000 125.360000
System volume = 373.464367
inflow volume = 385.086592
[[0 1]
[1 2]
[1 3]
[3 4]
[2 5]
[5 6]
[6 7]
[7 8]
[7 9]]
In [125]:
A2 = np.ones((N,N))-np.diag(np.ones(N),0)
Gl2 = listRep(A2)
print Gl2
dist = [0]*N
means = []
nmin = 0
nmax = 0
M = 10000
for k in range(M):
nodeTypes = [4]*N
while max(nodeTypes)>3 or nodeTypes[0]!=1:
c2 = randomTreeWithRoot(0,Gl2)
nl = c2[:,0]
nr = c2[:,1]
nodeTypes = [sum(len(find(nl==k))+len(find(nr==k))) for k in range(N)]
nmin = min(nodeTypes,nmin)
nmax = max(nodeTypes,nmax)
for k in range(N):
dist[k]+= nodeTypes.count(k)
[array([ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 9, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 10, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 11, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 12, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 13, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 14, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 15, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 16, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 17,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16,
18, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16,
17, 19]), array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16,
17, 18])]
In [126]:
deg = [dist[k]/(N*float(M)) for k in range(len(dist))]
print deg
[0.0, 0.349025, 0.40195, 0.249025, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]
In [127]:
semilogy(range(1,9),deg[1:9],'*')
Out[127]:
[<matplotlib.lines.Line2D at 0x110f3f990>]
In [55]:
import time
np.random.seed(555)
Nsamples =100
Summary = []
N = 20
fn = '../indata/randomwithN%d'%N
m32gal = 264.172
#generator = 'wilson' #sample complete graph to get an admissible tree
generator = 'spine' #start with N-2 pipes comprising 'spine'; pick S random nodes between 1 and N1-1 to add spurs
for m in range(Nsamples):
print "sample # %d\n"%m
if generator=='wilson':
print "generating random trees using Wilson's algorithm on complete graph, followed by filter for degree <3"
Np = N-1
Nn = N
Ds = [0.1]*Np
A2 = np.ones((N,N))-np.diag(np.ones(N),0)
Gl2 = listRep(A2)
nodeTypes = [4]*N
while max(nodeTypes)>3 or nodeTypes[0]!=1:
conn2 = randomTreeWithRoot(0,Gl2)
nl = conn2[:,0]
nr = conn2[:,1]
nodeTypes = [sum(len(find(nl==k))+len(find(nr==k))) for k in range(N)]
IN = nodeTypes.index(1)
if generator =='spine':
S = np.random.randint(0,N/2)
N1 = N-N/4
N2 = S
Np = N1+N2-1
Nn = N1+N2
print "generating random trees starting with spine of %d nodes and adding %d branches"%(N1,N2)
conn2 = np.ndarray((N1+N2-1,2),int)
for k in range(N1-1):
conn2[k,:] = (k,k+1)
avail = [i for i in range(1,N1-1)]
for k in range(N2):
where = np.random.randint(0,N1-2-k)
spur = avail.pop(where)
conn2[k+N1-1,0]=spur
conn2[k+N1-1,1] = N1+k
nl = conn2[:,0]
nr = conn2[:,1]
nodeTypes = [sum(len(find(nl==k))+len(find(nr==k))) for k in range(Nn)]
IN =0
Ds = [0.1]*(N1-1)+[.1]*N2
Ls = [20]*Np
Ns = [Ls[0]]*Np
Mrs = [0.007]*Np
h0s = [0.00]*Np
q0s = [0.00]*Np
T = 10.
Mi = 10
Nt = 2*N+3
Tmax = Nt*T
a = 100
dx = [Ls[i]/Ns[i] for i in range(Np)]
M = int(T*a/(max(dx)*.8))
tol = Ds[0]
print nodeTypes
fn = '../indata/randomwithN%d'%N
jt = nodeTypes
xs = np.random.rand(Nn)
ys = np.random.rand(Nn)
#reflect everything
bt = [1]*Nn
r = [1]*Nn
r[IN]=0
bv = [0.]*Nn
bv[IN]=0.0087
elevs = [0]*Nn
elevs[IN] =.1*Ls[0]
(fi, fc) = writePipes(fn,conn2, xs,ys, Ns, Ls, Mrs, Ds, jt, bt, bv, r, h0s, q0s, T, M, a, elevs)
arrive = np.zeros((Np,Ns[0]))
maxH = np.zeros(Np)
Vsys = np.pi*Ds[0]**2/4.*sum(Ls)
print "system volume is %f gal "%(Vsys*m32gal)
Hs =np.zeros((M/Mi*Nt,sum(Ns)))
n0=PyNetwork(fi,fc,1)
print n0.Ns
dt = T/float(M)
#Q0 = 0.0087*np.ones(M+1)
#n0.setbVal(0,Q0)
V0 = n0.getTotalVolume()
Vin = 0
Ttot = 0
count = 0
t0 = time.clock()
dH = []
while count<Nt and Vin<Vsys:
n0.runForwardProblem(dt)
Vin = n0.getTotalVolume()-V0
for k in range(0,Np):
for K in range(0,n0.Ns[k]):
Ht = n0.pressureTimeSeries(k,K)#this function returns H in cell K of pipe k, at each time step
Hs[count*M/Mi:(count+1)*(M/Mi),K+Ns[0]*k] =Ht[1::Mi]
maxH[k] = max(max(Ht),maxH[k])
where = find(Ht>tol)
if len(where)>0 and arrive[k,K]==0.:
arrive[k,K] = Ttot+dt*(where[0])
dH.append(mean([n0.getAveGradH(i) for i in range(M+1)]))
count+=1
Ttot +=T
print "T = %f, Volume = %f"%(Ttot, m32gal*Vin)
n0.reset()
tf = time.clock()
print "inflow volume is %f gallons"%(Vin*m32gal)
print "simulation time is %f s"%Ttot
print "wall clock time is %f s"%(tf-t0)
print dH
print maxH
print "max arrival time is %f"%(arrive.max())
data = {}
data['conn']=conn2
data['max_arrive_t'] = [max(arrive[k,:]) for k in range(Np)]
data['min_arrive_t'] = [min(arrive[k,:]) for k in range(Np)]
data['last_arrive_t'] = arrive.max()
data['nodeTypes'] = nodeTypes
data['mean_dH'] = mean(dH)
data['max_H'] = maxH
data['Vin'] = Vin
Summary.append(data)
sample # 0
generating random trees starting with spine of 15 nodes and adding 9 branches
[1, 3, 3, 3, 2, 2, 3, 3, 2, 3, 3, 3, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 954.408937 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584994
T = 90.000000, Volume = 260.568263
T = 100.000000, Volume = 283.551532
T = 110.000000, Volume = 306.534838
T = 120.000000, Volume = 329.518236
T = 130.000000, Volume = 352.501652
T = 140.000000, Volume = 375.485070
T = 150.000000, Volume = 398.468489
T = 160.000000, Volume = 421.451940
T = 170.000000, Volume = 444.435392
T = 180.000000, Volume = 467.418834
T = 190.000000, Volume = 490.402390
T = 200.000000, Volume = 513.385983
T = 210.000000, Volume = 536.369581
T = 220.000000, Volume = 559.353181
T = 230.000000, Volume = 582.336911
T = 240.000000, Volume = 605.320686
T = 250.000000, Volume = 628.304467
T = 260.000000, Volume = 651.288248
T = 270.000000, Volume = 674.272030
T = 280.000000, Volume = 697.255838
T = 290.000000, Volume = 720.239745
T = 300.000000, Volume = 743.223698
T = 310.000000, Volume = 766.207655
T = 320.000000, Volume = 789.191647
T = 330.000000, Volume = 812.175729
T = 340.000000, Volume = 835.159859
T = 350.000000, Volume = 858.143988
T = 360.000000, Volume = 881.128165
T = 370.000000, Volume = 904.112423
T = 380.000000, Volume = 927.096728
T = 390.000000, Volume = 950.081034
T = 400.000000, Volume = 973.065393
inflow volume is 973.065393 gallons
simulation time is 400.000000 s
wall clock time is 94.533118 s
[0.049856082367722064, 0.086974447226483523, 0.39088075400856748, 5.080169990638888, 6.2838674114243362, 2.0273734016470839, 4.6553929196053021, 6.1791977860896434, 2.1544606233781858, 2.1622373618156794, 6.4160912969214809, 6.276267728132563, 4.8179916983226745, 5.0215893937985312, 4.5722780363689504, 2.6657179125792303, 2.6432151322526565, 5.3354174559015251, 7.7594780332507334, 4.5364307677790245, 4.5117647647338055, 7.4231983599499856, 6.2247507876387207, 5.2906739578670212, 5.117625425965838, 5.1272374819539754, 6.3407854708346525, 8.1950344911925548, 5.2325769526013666, 4.9527669145044317, 6.5731776688252195, 8.1261397269584013, 5.0257790468608317, 5.0791677981093102, 7.278619475246999, 7.8051878729158641, 5.1330652067113745, 5.1948326937045115, 7.7890484189982212, 8.1375387570600406]
[ 6.10466063e+01 5.44365263e+01 4.76219305e+01 4.07905219e+01
4.06531380e+01 4.05222653e+01 3.37401014e+01 2.69166387e+01
2.67619414e+01 1.99128701e+01 1.29999605e+01 7.10345574e+00
2.96554337e+00 4.92381068e-02 5.10097066e+01 3.71176069e+01
2.33235596e+01 1.64447805e+01 5.78137557e+01 9.50203410e+00
4.41868344e+01 4.87602630e+00 3.03120513e+01]
max arrival time is 398.016000
sample # 1
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 25.048387 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 2
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 2, 3, 2, 2, 3, 2, 2, 3, 2, 3, 3, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681183
T = 120.000000, Volume = 359.664293
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630645
T = 150.000000, Volume = 428.613900
T = 160.000000, Volume = 451.597157
T = 170.000000, Volume = 474.580416
T = 180.000000, Volume = 497.563696
T = 190.000000, Volume = 520.546987
T = 200.000000, Volume = 543.530279
T = 210.000000, Volume = 566.513634
T = 220.000000, Volume = 589.497054
T = 230.000000, Volume = 612.480493
T = 240.000000, Volume = 635.463932
T = 250.000000, Volume = 658.447372
T = 260.000000, Volume = 681.430805
T = 270.000000, Volume = 704.414352
T = 280.000000, Volume = 727.397953
T = 290.000000, Volume = 750.381568
T = 300.000000, Volume = 773.365183
T = 310.000000, Volume = 796.348900
T = 320.000000, Volume = 819.332679
T = 330.000000, Volume = 842.316472
inflow volume is 842.316472 gallons
simulation time is 330.000000 s
wall clock time is 64.422597 s
[0.047423825260593792, 0.081592919918853951, 0.86368082120765288, 1.6302146383274443, 1.9550272294512456, 7.719260986193369, 5.2477104437104938, 2.7453512888684974, 2.8540398954615598, 2.9039431420454118, 2.6027229225395905, 2.6137604434123425, 5.5295631866930144, 7.2372967125602958, 5.0084135080975711, 5.4412635527890032, 5.5818429213848271, 3.3019537171563673, 3.0853125102572747, 4.2997290193246478, 8.3606337575592242, 5.1776255772902662, 5.6110056185239756, 5.4170426081474377, 5.4280474112112236, 7.6719111108061746, 7.5929207094851314, 5.2660481217432, 5.2474436562821785, 8.1392635691934778, 6.5752396132015836, 5.3465216833254532, 5.3757847080327226]
[ 36.82802933 36.8693708 36.72201915 29.51963306 29.36392774
29.21314891 21.90086014 21.7415061 21.58719107 14.1619957
13.99867264 7.11155296 2.95378723 0.16227969 17.8856548
10.24044394 25.56776752 33.1313452 0.16227969 4.89193948]
max arrival time is 329.504000
sample # 3
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 3, 2, 3, 3, 3, 2, 2, 3, 2, 2, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601759
T = 80.000000, Volume = 237.584858
T = 90.000000, Volume = 260.567993
T = 100.000000, Volume = 283.551254
T = 110.000000, Volume = 306.534527
T = 120.000000, Volume = 329.517799
T = 130.000000, Volume = 352.501135
T = 140.000000, Volume = 375.484533
T = 150.000000, Volume = 398.467949
T = 160.000000, Volume = 421.451359
T = 170.000000, Volume = 444.434877
T = 180.000000, Volume = 467.418458
T = 190.000000, Volume = 490.402056
T = 200.000000, Volume = 513.385655
T = 210.000000, Volume = 536.369261
T = 220.000000, Volume = 559.352894
T = 230.000000, Volume = 582.336528
T = 240.000000, Volume = 605.320171
T = 250.000000, Volume = 628.303913
T = 260.000000, Volume = 651.287693
T = 270.000000, Volume = 674.271478
T = 280.000000, Volume = 697.255264
T = 290.000000, Volume = 720.239068
T = 300.000000, Volume = 743.222888
T = 310.000000, Volume = 766.206699
T = 320.000000, Volume = 789.190568
T = 330.000000, Volume = 812.174505
T = 340.000000, Volume = 835.158473
inflow volume is 835.158473 gallons
simulation time is 340.000000 s
wall clock time is 68.177628 s
[0.049854422646283057, 0.085632864352421526, 0.38649641297704612, 5.0657452708290496, 6.9557664184387136, 2.1658730580256891, 2.1479209533057246, 2.1571460360518899, 5.8534925813633079, 2.9829748849829332, 2.3110285049131272, 2.3236107120806815, 8.0778348650705176, 4.9377625534090619, 4.1810702568343592, 5.6386543782613847, 7.8103849891787958, 4.7519618610884873, 5.2560181665861521, 5.447316819487944, 3.8050023769992261, 2.9383943683830696, 2.9437240527972381, 7.6078113350557919, 6.208996916729653, 5.5626051802537342, 5.7874745264080065, 5.2947357362907486, 3.4300157588447555, 3.3953707765552075, 6.1017207541914971, 7.9969936048933006, 5.6147430905040432, 6.1499850721066505]
[ 43.84553832 36.94081433 36.78896985 29.59500498 22.29281913
14.88500935 14.72362336 14.5661643 7.0511692 6.88756308
7.15438865 2.43192152 0.56788691 0.4940018 25.95110323
10.81945943 4.89962603 40.49649755 18.59632373 33.20154056]
max arrival time is 338.152000
sample # 4
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.500474
T = 160.000000, Volume = 508.398049
T = 170.000000, Volume = 533.511234
T = 180.000000, Volume = 557.652828
T = 190.000000, Volume = 580.635928
T = 200.000000, Volume = 603.619031
T = 210.000000, Volume = 626.602137
inflow volume is 626.602137 gallons
simulation time is 210.000000 s
wall clock time is 28.826963 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920363857643, 3.9923281829848838, 55.515480601901352, 135.47309013660828, 97.368342574690587, 92.963554169057531, 54.278576145467291, 101.8376994360009, 64.186762145651315, 87.09747423938795, 105.23487970021478, 119.42063963119878, 109.19644699584724, 66.829605999632818, 6.09009656933031, 6.0396326334050254, 6.926947021312853]
[ 134.07500936 8.52074311 8.33581905 7.93826182 7.92110472
7.89220675 7.8294344 7.67899598 7.4737985 7.51877454
8.87104311 1.93781547 8.26221481 11.06394887 6.21438744]
max arrival time is 209.752000
sample # 5
generating random trees starting with spine of 15 nodes and adding 2 branches
[1, 2, 2, 3, 2, 2, 2, 2, 2, 3, 2, 2, 2, 2, 1, 1, 1]
../indata/fakeinp.inp
system volume is 663.936652 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681184
T = 120.000000, Volume = 359.664297
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630530
T = 150.000000, Volume = 428.613649
T = 160.000000, Volume = 451.596769
T = 170.000000, Volume = 474.579890
T = 180.000000, Volume = 497.563011
T = 190.000000, Volume = 520.546208
T = 200.000000, Volume = 543.529458
T = 210.000000, Volume = 566.512725
T = 220.000000, Volume = 589.495994
T = 230.000000, Volume = 612.479266
T = 240.000000, Volume = 635.462570
T = 250.000000, Volume = 658.445876
T = 260.000000, Volume = 681.429161
inflow volume is 681.429161 gallons
simulation time is 260.000000 s
wall clock time is 37.177299 s
[0.047423825260593792, 0.081592919880174392, 0.86368068988222979, 1.6302111158914583, 1.9550065214604941, 7.7192219575501326, 5.2476668309092585, 2.7453034203142921, 2.8529270339121298, 2.9743940127085486, 3.0977937961071467, 3.1711892417824283, 3.3007615785802176, 3.3788730521053076, 3.4842484167347001, 3.1493327579235331, 3.0761390078189481, 3.6966235991558198, 9.0582868143658555, 5.4413289854228983, 5.7451569196203938, 5.9968424708772101, 5.0423983109522332, 4.1725681451133783, 4.1384388175164819, 6.931894956156178]
[ 32.63895599 32.67980356 32.51400997 26.85547063 26.6269834
26.39243508 26.20625466 26.09644256 25.99392521 22.70413797
22.45171708 22.34202837 22.31004829 22.27988134 23.9765514
29.37943607]
max arrival time is 254.592000
sample # 6
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 2, 2, 3, 2, 3, 2, 2, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714964
T = 100.000000, Volume = 313.698070
T = 110.000000, Volume = 336.681174
T = 120.000000, Volume = 359.664392
T = 130.000000, Volume = 382.647636
T = 140.000000, Volume = 405.630889
T = 150.000000, Volume = 428.614144
T = 160.000000, Volume = 451.597416
T = 170.000000, Volume = 474.580703
T = 180.000000, Volume = 497.563991
T = 190.000000, Volume = 520.547321
T = 200.000000, Volume = 543.530738
T = 210.000000, Volume = 566.514169
T = 220.000000, Volume = 589.497600
T = 230.000000, Volume = 612.481101
T = 240.000000, Volume = 635.464685
T = 250.000000, Volume = 658.448292
T = 260.000000, Volume = 681.431891
T = 270.000000, Volume = 704.415574
T = 280.000000, Volume = 727.399339
T = 290.000000, Volume = 750.383124
T = 300.000000, Volume = 773.366899
T = 310.000000, Volume = 796.350760
T = 320.000000, Volume = 819.334689
T = 330.000000, Volume = 842.318648
T = 340.000000, Volume = 865.302604
T = 350.000000, Volume = 888.286638
T = 360.000000, Volume = 911.270740
T = 370.000000, Volume = 934.254875
inflow volume is 934.254875 gallons
simulation time is 370.000000 s
wall clock time is 81.414961 s
[0.047423825260593792, 0.081592926837259772, 0.86368201107677989, 1.6302256591734487, 1.9550460416069275, 7.7192923507944489, 5.2493052732106253, 2.6925762407612859, 2.4490480175415597, 2.4586923594174097, 4.2509875763556275, 8.3291475974434519, 4.9793332847772698, 5.2566322034561672, 5.4423674996432734, 3.5728786811049345, 2.9316583271844316, 2.9899775418023604, 8.2365446664768847, 5.9343868099612349, 4.8037000562529277, 6.2135858434207742, 8.293780816167601, 4.9859060641658166, 4.9461903063513422, 6.9119429241539274, 7.3228694917935142, 5.0660199390034704, 5.0814992346124273, 7.6683003430724561, 7.2960130197896129, 5.1682936405678923, 5.20874644752557, 8.1404510055613972, 7.0739616911885763, 5.2632953383002237, 5.3528200827952528]
[ 50.43644915 50.47741664 50.33622828 43.34411301 43.1950889
36.10762684 35.95535033 35.80790111 28.62280223 21.33068423
13.93170596 7.12751597 2.6161585 0.15983126 39.65955662
24.98327643 4.8975521 17.63891639 10.1861622 32.22384723
0.15983126 46.84816543]
max arrival time is 369.472000
sample # 7
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 3, 2, 3, 2, 2, 2, 2, 2, 2, 3, 2, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601759
T = 80.000000, Volume = 237.584858
T = 90.000000, Volume = 260.567993
T = 100.000000, Volume = 283.551254
T = 110.000000, Volume = 306.534529
T = 120.000000, Volume = 329.517806
T = 130.000000, Volume = 352.501085
T = 140.000000, Volume = 375.484366
T = 150.000000, Volume = 398.467649
T = 160.000000, Volume = 421.450934
T = 170.000000, Volume = 444.434221
T = 180.000000, Volume = 467.417511
T = 190.000000, Volume = 490.400802
T = 200.000000, Volume = 513.384095
T = 210.000000, Volume = 536.367391
T = 220.000000, Volume = 559.350686
T = 230.000000, Volume = 582.333981
T = 240.000000, Volume = 605.317334
T = 250.000000, Volume = 628.300763
T = 260.000000, Volume = 651.284206
T = 270.000000, Volume = 674.267650
T = 280.000000, Volume = 697.251096
T = 290.000000, Volume = 720.234535
inflow volume is 720.234535 gallons
simulation time is 290.000000 s
wall clock time is 46.171158 s
[0.049854422646283057, 0.085632630021966319, 0.38649045748830485, 5.0657132375512797, 6.9556996130523299, 2.1657143405400174, 2.1468962607665647, 2.1538240910788313, 5.8439616793936748, 2.9738576966287833, 2.7708119450541724, 2.8691758249573382, 3.0039772893291183, 3.0568841008057843, 3.221442066432886, 3.2987041009570337, 3.2938912048043831, 3.4675454282841391, 3.4961308464675156, 3.6254315976138054, 3.2940539297208908, 3.2351074207693347, 4.2116002424683767, 8.9163773930307819, 5.5696863803358347, 5.9407372239094141, 6.1547654482250032, 5.1888666437058539, 7.0491108257729218]
[ 31.21299608 25.38455776 24.65068039 19.84804279 19.4912265
19.43544009 19.55981481 19.56009748 19.44461562 19.29603177
18.56192529 18.46485605 18.24322512 18.03064837 27.87579433
18.86029342 21.61760769]
max arrival time is 286.416000
sample # 8
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 24.869049 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 9
generating random trees starting with spine of 15 nodes and adding 7 branches
[1, 2, 2, 3, 2, 3, 2, 3, 2, 3, 2, 3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 871.416855 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714964
T = 100.000000, Volume = 313.698070
T = 110.000000, Volume = 336.681174
T = 120.000000, Volume = 359.664392
T = 130.000000, Volume = 382.647636
T = 140.000000, Volume = 405.630889
T = 150.000000, Volume = 428.614142
T = 160.000000, Volume = 451.597395
T = 170.000000, Volume = 474.580684
T = 180.000000, Volume = 497.564091
T = 190.000000, Volume = 520.547521
T = 200.000000, Volume = 543.530953
T = 210.000000, Volume = 566.514386
T = 220.000000, Volume = 589.497817
T = 230.000000, Volume = 612.481320
T = 240.000000, Volume = 635.464909
T = 250.000000, Volume = 658.448520
T = 260.000000, Volume = 681.432133
T = 270.000000, Volume = 704.415747
T = 280.000000, Volume = 727.399353
T = 290.000000, Volume = 750.383059
T = 300.000000, Volume = 773.366829
T = 310.000000, Volume = 796.350617
T = 320.000000, Volume = 819.334403
T = 330.000000, Volume = 842.318281
T = 340.000000, Volume = 865.302224
T = 350.000000, Volume = 888.286190
inflow volume is 888.286190 gallons
simulation time is 350.000000 s
wall clock time is 72.824625 s
[0.047423825260593792, 0.081592926837259772, 0.86368201395306954, 1.6302259777879329, 1.9550495801186019, 7.7193010475869235, 5.2493113584478301, 2.6925762706781282, 2.4490445604067244, 2.4586886645416537, 4.2510041889997856, 8.33000791983795, 4.981695897798331, 4.9467690801861703, 4.8138411455798042, 4.822211443227495, 7.7727926790401796, 6.263926841860167, 5.2577502369112565, 5.1124322318692048, 5.120184602587595, 6.4355576218169146, 7.9631406459335166, 5.2302993515700624, 5.6138867776410244, 5.4117448978145166, 5.4224033602978414, 7.8534620913634772, 7.3587074746273133, 5.2293091953416466, 5.2401774039790796, 8.191737400082383, 7.1307816482742572, 5.3203260338137017, 5.5705873254716529]
[ 43.73236539 43.77351673 43.629277 36.53210048 36.37972549
29.17930159 29.02347514 21.71694236 21.55704603 14.14032324
13.97984316 7.0967985 3.82894734 0.16150201 10.23642745
4.8739181 0.16150201 32.78937253 17.85955105 40.09031404
25.38037942]
max arrival time is 349.088000
sample # 10
generating random trees starting with spine of 15 nodes and adding 7 branches
[1, 3, 3, 2, 3, 2, 3, 2, 2, 3, 2, 3, 2, 3, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 871.416855 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584993
T = 90.000000, Volume = 260.568232
T = 100.000000, Volume = 283.551474
T = 110.000000, Volume = 306.534716
T = 120.000000, Volume = 329.517957
T = 130.000000, Volume = 352.501283
T = 140.000000, Volume = 375.484680
T = 150.000000, Volume = 398.468100
T = 160.000000, Volume = 421.451522
T = 170.000000, Volume = 444.434943
T = 180.000000, Volume = 467.418353
T = 190.000000, Volume = 490.401907
T = 200.000000, Volume = 513.385505
T = 210.000000, Volume = 536.369107
T = 220.000000, Volume = 559.352711
T = 230.000000, Volume = 582.336325
T = 240.000000, Volume = 605.319962
T = 250.000000, Volume = 628.303600
T = 260.000000, Volume = 651.287261
T = 270.000000, Volume = 674.271014
T = 280.000000, Volume = 697.254798
T = 290.000000, Volume = 720.238587
T = 300.000000, Volume = 743.222376
T = 310.000000, Volume = 766.206152
T = 320.000000, Volume = 789.190012
T = 330.000000, Volume = 812.173937
T = 340.000000, Volume = 835.157903
T = 350.000000, Volume = 858.141876
T = 360.000000, Volume = 881.125849
inflow volume is 881.125849 gallons
simulation time is 360.000000 s
wall clock time is 75.982055 s
[0.049856079767659101, 0.086972196095208856, 0.39085937956134337, 5.0797335789531424, 6.2810805411133979, 2.0199973003883627, 4.6464250864435339, 6.812619446371456, 4.4323181123189537, 4.3997687280432833, 4.355717812890382, 4.3887799770803069, 8.9338071090326263, 5.363028574668034, 4.9116133580620405, 4.6645815364241852, 4.6739471329257629, 6.622945000748981, 6.1038432701461396, 4.9310191170174784, 5.4192532223610934, 5.6399380091386204, 3.5212284748021636, 3.0928560225845176, 4.0334783686531948, 8.3511066561519538, 6.0056403803917391, 5.6314418619308579, 5.4223184419431716, 5.4301006886597083, 7.3454059729809469, 8.2918134912940449, 5.6159026271097536, 5.8208287008613597, 5.6948293439195501, 5.6894254931344141]
[ 43.85744623 36.94970807 29.74383808 29.58824371 22.27759919
22.11845673 14.69562036 14.53282021 14.37518405 6.83513657
6.9702411 2.67437528 0.57916297 0.04918024 10.61688144
25.94410562 40.50841573 18.41848512 33.3552801 4.88331516
0.04918024]
max arrival time is 331.360000
sample # 11
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 3, 2, 2, 2, 3, 2, 2, 2, 2, 2, 3, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567968
T = 100.000000, Volume = 283.551074
T = 110.000000, Volume = 306.534180
T = 120.000000, Volume = 329.517286
T = 130.000000, Volume = 352.500471
T = 140.000000, Volume = 375.483752
T = 150.000000, Volume = 398.467035
T = 160.000000, Volume = 421.450320
T = 170.000000, Volume = 444.433607
T = 180.000000, Volume = 467.416896
T = 190.000000, Volume = 490.400187
T = 200.000000, Volume = 513.383481
T = 210.000000, Volume = 536.366776
T = 220.000000, Volume = 559.350073
T = 230.000000, Volume = 582.333372
T = 240.000000, Volume = 605.316671
T = 250.000000, Volume = 628.299970
T = 260.000000, Volume = 651.283342
T = 270.000000, Volume = 674.266776
T = 280.000000, Volume = 697.250222
T = 290.000000, Volume = 720.233635
inflow volume is 720.233635 gallons
simulation time is 290.000000 s
wall clock time is 46.028367 s
[0.049854418493500835, 0.085628688195998975, 0.38644469062471415, 5.063852690615068, 6.9498014035352744, 2.15474996689787, 2.6327695016244017, 2.6753052686879566, 2.8063539140954048, 2.5517861808059852, 2.4531243444682307, 2.6515575566426097, 7.1798866484193145, 2.6981798860094153, 3.2032709639492887, 3.2145992609261076, 3.2896307322280425, 3.4626677679245046, 3.5328199321886649, 3.630953256985944, 3.6445171420936182, 3.7825521774410809, 3.3650840099951558, 3.3739584596360777, 5.0427684377688635, 8.9159507770214308, 5.5283590322830554, 6.1760950510673833, 7.8922670193448701]
[ 29.90967635 24.08808083 23.38520363 22.72892683 22.32967689
19.50931884 19.72619107 19.79474108 19.79136713 19.66481111
19.39539559 17.99743042 18.02884036 18.09822956 20.45550548
18.26963019 26.56100983]
max arrival time is 286.472000
sample # 12
generating random trees starting with spine of 15 nodes and adding 9 branches
[1, 3, 2, 3, 3, 3, 3, 3, 3, 2, 3, 2, 2, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 954.408937 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601759
T = 80.000000, Volume = 237.584858
T = 90.000000, Volume = 260.567993
T = 100.000000, Volume = 283.551254
T = 110.000000, Volume = 306.534527
T = 120.000000, Volume = 329.517799
T = 130.000000, Volume = 352.501135
T = 140.000000, Volume = 375.484533
T = 150.000000, Volume = 398.467949
T = 160.000000, Volume = 421.451359
T = 170.000000, Volume = 444.434879
T = 180.000000, Volume = 467.418453
T = 190.000000, Volume = 490.402047
T = 200.000000, Volume = 513.385628
T = 210.000000, Volume = 536.369336
T = 220.000000, Volume = 559.353102
T = 230.000000, Volume = 582.336875
T = 240.000000, Volume = 605.320643
T = 250.000000, Volume = 628.304528
T = 260.000000, Volume = 651.288471
T = 270.000000, Volume = 674.272424
T = 280.000000, Volume = 697.256374
T = 290.000000, Volume = 720.240431
T = 300.000000, Volume = 743.224542
T = 310.000000, Volume = 766.208702
T = 320.000000, Volume = 789.192873
T = 330.000000, Volume = 812.177044
T = 340.000000, Volume = 835.161228
T = 350.000000, Volume = 858.145478
T = 360.000000, Volume = 881.129781
T = 370.000000, Volume = 904.114102
T = 380.000000, Volume = 927.098426
T = 390.000000, Volume = 950.082770
T = 400.000000, Volume = 973.067129
inflow volume is 973.067129 gallons
simulation time is 400.000000 s
wall clock time is 94.237382 s
[0.049854422646283064, 0.085632864352421526, 0.38649644612357348, 5.0657462350290556, 6.9557728136978918, 2.1658876913201657, 2.1479411882793289, 2.1571687371743202, 5.8535153006242329, 2.9829963812813372, 2.3110493899301665, 2.3236372266401375, 8.0779019670340571, 4.9383184887076244, 4.1833838171341426, 5.6452920671619129, 8.176327799945776, 4.3287440266849559, 4.3547745805898916, 6.7077345577029819, 6.5956039448845099, 4.5007898991011706, 4.5062156621794447, 7.5050385295447244, 6.0009398938744338, 4.6408607231260888, 4.8866102070775534, 8.4666936208381323, 7.157840588154162, 3.6239639160032366, 3.2164514326262541, 3.2236930669923356, 5.2261801194561688, 8.3653355898818127, 5.4007970493654494, 6.0032178943624235, 6.1518917400062403, 4.5649833108314937, 3.6489824899791157, 3.6492222747527938]
[ 5.86117048e+01 5.19143477e+01 5.17690741e+01 4.47918542e+01
3.77097894e+01 3.05251000e+01 2.32351944e+01 1.58373348e+01
8.32864162e+00 8.16286960e+00 2.58463940e+00 7.22304764e-01
4.70243116e-01 4.91785374e-02 4.82899643e+01 3.41250510e+01
2.68880264e+01 1.20915143e+01 5.53629743e+01 4.92047901e+00
4.12581908e+01 4.91785374e-02 1.95444513e+01]
max arrival time is 373.192000
sample # 13
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 3, 2, 3, 2, 2, 3, 3, 2, 2, 2, 2, 3, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873587
T = 90.000000, Volume = 270.856659
T = 100.000000, Volume = 293.839730
T = 110.000000, Volume = 316.822937
T = 120.000000, Volume = 339.806182
T = 130.000000, Volume = 362.789430
T = 140.000000, Volume = 385.772682
T = 150.000000, Volume = 408.755949
T = 160.000000, Volume = 431.739233
T = 170.000000, Volume = 454.722517
T = 180.000000, Volume = 477.705845
T = 190.000000, Volume = 500.689259
T = 200.000000, Volume = 523.672687
T = 210.000000, Volume = 546.656114
T = 220.000000, Volume = 569.639612
T = 230.000000, Volume = 592.623204
T = 240.000000, Volume = 615.606812
T = 250.000000, Volume = 638.590422
T = 260.000000, Volume = 661.574035
T = 270.000000, Volume = 684.557677
T = 280.000000, Volume = 707.541325
T = 290.000000, Volume = 730.524975
T = 300.000000, Volume = 753.508627
T = 310.000000, Volume = 776.492280
T = 320.000000, Volume = 799.475933
inflow volume is 799.475933 gallons
simulation time is 320.000000 s
wall clock time is 59.147341 s
[0.047426374188953041, 0.082611245386469384, 0.11314533257776264, 0.74202650695929884, 24.552807177756939, 6.3345466847319445, 4.1960650926369274, 4.3455614766088333, 4.3579479455947832, 5.6971132066045236, 8.8833863268853719, 4.6005678324805972, 5.1044682551968199, 5.2945234098138707, 3.5642924851418849, 2.782953957101733, 2.7978055216242388, 8.2467026714328231, 5.7282829087340534, 4.6546058177835592, 6.0221188415277549, 7.7809392084866449, 5.0444002066024138, 5.6949558433941974, 5.8657871405655069, 4.543844039034882, 3.9909669161445742, 3.934407622092591, 4.0941075560769935, 3.6757680408839333, 3.6680426889153348, 5.5794155650217512]
[ 31.14351801 31.18501498 23.9058345 23.75965132 16.40877709
16.26845854 16.13293529 8.72769795 3.25973684 2.18923193
6.2646637 7.00740264 8.79308078 7.47308984 27.55557195
5.68919166 7.47308984 12.442481 20.09127434]
max arrival time is 319.488000
sample # 14
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 2, 2, 2, 2, 3, 2, 2, 2, 3, 3, 3, 2, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 320.308948
T = 100.000000, Volume = 346.391677
T = 110.000000, Volume = 369.154342
T = 120.000000, Volume = 392.137427
T = 130.000000, Volume = 415.120514
T = 140.000000, Volume = 438.103605
T = 150.000000, Volume = 461.086726
T = 160.000000, Volume = 484.069849
T = 170.000000, Volume = 507.052974
T = 180.000000, Volume = 530.036098
T = 190.000000, Volume = 553.019241
T = 200.000000, Volume = 576.002481
T = 210.000000, Volume = 598.985748
T = 220.000000, Volume = 621.969014
T = 230.000000, Volume = 644.952313
T = 240.000000, Volume = 667.935719
T = 250.000000, Volume = 690.919159
T = 260.000000, Volume = 713.902601
T = 270.000000, Volume = 736.886075
T = 280.000000, Volume = 759.869650
inflow volume is 759.869650 gallons
simulation time is 280.000000 s
wall clock time is 47.312327 s
[0.047423818747494136, 0.081587452693146045, 0.86239582203953769, 2.7223162499995275, 3.2971249789272616, 3.9923928108620057, 55.491999263613565, 141.48522300038039, 81.757031224674819, 101.33030000974699, 7.5067467321967678, 5.0393457600368432, 5.442282529603939, 5.2110917894259217, 3.5789125014110916, 3.4949383867274815, 3.206390447415973, 3.2189108716522488, 6.8354264266603328, 7.578300236857439, 5.1194872678022367, 5.1078946530007849, 8.3311926647871655, 7.2101436054543226, 5.2408516504959142, 6.2155231065056888, 8.3956263163297855, 6.0833759040539421]
[ 111.65706835 29.47426609 29.31955301 29.1625135 29.00442978
28.84741509 21.61009994 21.45278185 21.3021911 21.15399012
13.86247969 7.2436167 2.69755543 2.97544884 17.51221798
5.00054727 25.22826206 10.17220824]
max arrival time is 279.080000
sample # 15
generating random trees starting with spine of 15 nodes and adding 2 branches
[1, 2, 2, 2, 2, 2, 3, 2, 2, 3, 2, 2, 2, 2, 1, 1, 1]
../indata/fakeinp.inp
system volume is 663.936652 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 320.308948
T = 100.000000, Volume = 346.391677
T = 110.000000, Volume = 369.154342
T = 120.000000, Volume = 392.137427
T = 130.000000, Volume = 415.120514
T = 140.000000, Volume = 438.103605
T = 150.000000, Volume = 461.086725
T = 160.000000, Volume = 484.069845
T = 170.000000, Volume = 507.052967
T = 180.000000, Volume = 530.036199
T = 190.000000, Volume = 553.019462
T = 200.000000, Volume = 576.002730
T = 210.000000, Volume = 598.985999
T = 220.000000, Volume = 621.969282
T = 230.000000, Volume = 644.952587
T = 240.000000, Volume = 667.935893
inflow volume is 667.935893 gallons
simulation time is 240.000000 s
wall clock time is 34.591518 s
[0.047423818747494136, 0.081587452693146045, 0.86239582203953769, 2.7223162523889179, 3.2971252007317795, 3.9923956588065321, 55.492007613834133, 141.48522762129528, 81.757022174412668, 101.3302806148147, 7.5067228460764968, 5.0393282545686491, 5.4431528492067134, 5.185045772081506, 3.1331788118066957, 3.0881705746933861, 5.4919117099155619, 8.0476038586539413, 5.3750516690520618, 5.8663778011810201, 6.0526505049576054, 4.2807940276497298, 4.1206317439082865, 4.192331870199026]
[ 111.65706835 16.86868829 16.71368982 16.55942607 16.40402545
16.24841669 8.74504266 8.57717399 8.67200451 2.99335106
0.63417904 0.48956041 0.70840338 1.95886157 5.97859027
12.50830928]
max arrival time is 237.968000
sample # 16
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 3, 3, 2, 2, 3, 2, 2, 2, 3, 2, 2, 2, 2, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584993
T = 90.000000, Volume = 260.568232
T = 100.000000, Volume = 283.551474
T = 110.000000, Volume = 306.534719
T = 120.000000, Volume = 329.517986
T = 130.000000, Volume = 352.501263
T = 140.000000, Volume = 375.484539
T = 150.000000, Volume = 398.467898
T = 160.000000, Volume = 421.451320
T = 170.000000, Volume = 444.434744
T = 180.000000, Volume = 467.418171
T = 190.000000, Volume = 490.401605
T = 200.000000, Volume = 513.385067
T = 210.000000, Volume = 536.368530
T = 220.000000, Volume = 559.351994
T = 230.000000, Volume = 582.335458
T = 240.000000, Volume = 605.318952
T = 250.000000, Volume = 628.302541
T = 260.000000, Volume = 651.286153
T = 270.000000, Volume = 674.269767
T = 280.000000, Volume = 697.253381
T = 290.000000, Volume = 720.237022
T = 300.000000, Volume = 743.220674
T = 310.000000, Volume = 766.204277
inflow volume is 766.204277 gallons
simulation time is 310.000000 s
wall clock time is 53.156624 s
[0.049856079767659101, 0.086971969464532242, 0.39085476197926988, 5.0797157398414985, 6.2810535025930294, 2.0199478866720306, 4.6462415820240555, 6.8114444808062293, 4.4304475002528383, 4.7694605520870761, 5.0182517408649625, 2.7371318301865997, 2.4608636850772529, 3.6875385502414728, 6.4580104610851565, 4.5588997916169838, 5.2641307176940728, 5.4240188116310994, 4.1316008602152401, 3.509121495402014, 3.1634857983488933, 3.0672352212535547, 3.3139591151847236, 8.617768182612263, 5.9508861817748091, 5.7719034027604854, 5.9811991522687684, 5.2228443896013736, 4.1995149190340539, 4.0748781028252399, 6.5625874214316235]
[ 39.56228011 33.12154856 27.22066929 27.31306202 27.36586197
23.62624072 23.40702428 23.09887024 22.79657991 20.65554743
20.71426887 20.85246226 20.91220153 20.91458205 21.44419458
36.18550671 29.85447816 25.12858254]
max arrival time is 305.344000
sample # 17
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 3, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681184
T = 120.000000, Volume = 359.664297
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630530
T = 150.000000, Volume = 428.613649
T = 160.000000, Volume = 451.596770
T = 170.000000, Volume = 474.579893
T = 180.000000, Volume = 497.563018
T = 190.000000, Volume = 520.546146
T = 200.000000, Volume = 543.529275
T = 210.000000, Volume = 566.512406
T = 220.000000, Volume = 589.495540
T = 230.000000, Volume = 612.478675
T = 240.000000, Volume = 635.461804
inflow volume is 635.461804 gallons
simulation time is 240.000000 s
wall clock time is 31.094252 s
[0.047423825260593792, 0.081592919880174392, 0.86368068988222979, 1.6302111133969601, 1.9550062761048668, 7.7192182730185621, 5.2476505945094765, 2.7452714103746336, 2.852887172266573, 2.9743551810275175, 3.0977596895206334, 3.1711594044742597, 3.3007345856585641, 3.3787322011356382, 3.4819742867292556, 3.4893389784050886, 3.6337413293397058, 3.6711842599820037, 3.8271141251307759, 3.8876238958006866, 3.9143203259808397, 4.0813400605091568, 4.0801440372341338, 7.4490314852508073]
[ 28.3012068 28.33184014 27.87405238 21.4665844 21.22936902
21.03232735 20.75028502 20.27275995 19.49542142 18.47372016
17.39558593 16.49469572 16.23913881 16.42228727 24.33477401]
max arrival time is 235.120000
sample # 18
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 2, 3, 2, 2, 3, 3, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681183
T = 120.000000, Volume = 359.664293
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630644
T = 150.000000, Volume = 428.613927
T = 160.000000, Volume = 451.597211
T = 170.000000, Volume = 474.580517
T = 180.000000, Volume = 497.563927
T = 190.000000, Volume = 520.547357
T = 200.000000, Volume = 543.530790
T = 210.000000, Volume = 566.514224
T = 220.000000, Volume = 589.497681
T = 230.000000, Volume = 612.481151
T = 240.000000, Volume = 635.464623
T = 250.000000, Volume = 658.448097
T = 260.000000, Volume = 681.431573
T = 270.000000, Volume = 704.415051
T = 280.000000, Volume = 727.398500
inflow volume is 727.398500 gallons
simulation time is 280.000000 s
wall clock time is 43.818170 s
[0.047423825260593792, 0.081592919918853951, 0.86368082408761326, 1.6302149888191182, 1.9550316469128544, 7.719274930083226, 5.2477255738524518, 2.7453567518243189, 2.8540337176791732, 2.9039307308294884, 2.6032293912720417, 2.6169675987248397, 5.5382996631225359, 6.8368050329150734, 2.8157472394312695, 2.7877387008925698, 6.8613785850091951, 6.0718109316639302, 5.3976746499011714, 5.6053262285707142, 5.3239195627775846, 3.7644223212645622, 3.7571119257660017, 3.8944031642210852, 3.9044867097843885, 4.0730578776856508, 4.1581629792563506, 6.6692663147351601]
[ 39.15443452 39.1974206 39.0979843 33.75682523 33.67123268
33.56558648 29.6132867 26.26638618 26.18587 26.11634618
26.03991576 25.96352518 25.91290441 25.90862057 36.14806945
31.30745009 27.67673403]
max arrival time is 273.544000
sample # 19
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 24.801714 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 20
generating random trees starting with spine of 15 nodes and adding 2 branches
[1, 2, 2, 2, 2, 2, 2, 3, 2, 2, 3, 2, 2, 2, 1, 1, 1]
../indata/fakeinp.inp
system volume is 663.936652 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 353.714839
T = 110.000000, Volume = 378.063427
T = 120.000000, Volume = 402.670421
T = 130.000000, Volume = 425.653507
T = 140.000000, Volume = 448.636598
T = 150.000000, Volume = 471.619690
T = 160.000000, Volume = 494.602802
T = 170.000000, Volume = 517.585927
T = 180.000000, Volume = 540.569051
T = 190.000000, Volume = 563.552240
T = 200.000000, Volume = 586.535496
T = 210.000000, Volume = 609.518766
T = 220.000000, Volume = 632.502039
T = 230.000000, Volume = 655.485314
T = 240.000000, Volume = 678.468583
inflow volume is 678.468583 gallons
simulation time is 240.000000 s
wall clock time is 34.242268 s
[0.047423818747494136, 0.081587452651158993, 0.86239561980628232, 2.7223115316023101, 3.2971035481481743, 3.9923695962741541, 55.515549843763573, 135.474240486399, 97.398757719322987, 89.124865915368446, 95.245439270687726, 15.746912307597752, 5.6551156184703562, 5.6169600167269058, 5.7637311178504875, 3.8179176571348878, 3.2249339376949311, 3.948746091243637, 8.8602464569773947, 5.5384232873755357, 5.9069006440631249, 6.1354673872959005, 5.1806361245428949, 6.6030332961991753]
[ 112.09251693 26.16544132 25.19959598 24.09802712 23.14478416
22.7349168 23.01444374 20.74505747 21.13865313 21.3538104
19.79139353 19.60470234 19.40109048 19.33100942 21.34145704
20.57266046]
max arrival time is 236.536000
sample # 21
generating random trees starting with spine of 15 nodes and adding 2 branches
[1, 2, 2, 2, 2, 2, 2, 2, 3, 2, 3, 2, 2, 2, 1, 1, 1]
../indata/fakeinp.inp
system volume is 663.936652 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062331
T = 110.000000, Volume = 378.030653
T = 120.000000, Volume = 408.443026
T = 130.000000, Volume = 432.986929
T = 140.000000, Volume = 455.970017
T = 150.000000, Volume = 478.953110
T = 160.000000, Volume = 501.936204
T = 170.000000, Volume = 524.919297
T = 180.000000, Volume = 547.902390
T = 190.000000, Volume = 570.885612
T = 200.000000, Volume = 593.868875
T = 210.000000, Volume = 616.852146
T = 220.000000, Volume = 639.835419
T = 230.000000, Volume = 662.818703
T = 240.000000, Volume = 685.802011
inflow volume is 685.802011 gallons
simulation time is 240.000000 s
wall clock time is 34.294175 s
[0.047423818747494136, 0.081587452651158993, 0.86239561331498293, 2.7223107243723796, 3.2970946572784534, 3.992347413236772, 55.515531004439993, 135.47316113686767, 97.368500321318763, 92.52717897238216, 122.16119659370871, 74.410958285842739, 82.602032300530212, 6.0321144994831748, 5.4631236478611624, 5.2532676251826489, 5.2612589327197643, 6.8207316527210695, 8.2769957089141126, 5.4715829729007668, 6.0180418585283659, 6.1971484399439882, 4.6349993903789972, 6.8089317190233958]
[ 146.7252876 35.08299909 35.05478822 35.05374725 35.04352934
35.00642226 34.92978154 34.81507147 31.17334913 31.1850543
29.10707927 29.44430839 29.70664299 29.80680643 32.64256614
29.7324018 ]
max arrival time is 233.480000
sample # 22
generating random trees starting with spine of 15 nodes and adding 7 branches
[1, 3, 2, 3, 3, 2, 2, 3, 3, 3, 2, 2, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 871.416855 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601759
T = 80.000000, Volume = 237.584858
T = 90.000000, Volume = 260.567993
T = 100.000000, Volume = 283.551254
T = 110.000000, Volume = 306.534527
T = 120.000000, Volume = 329.517799
T = 130.000000, Volume = 352.501135
T = 140.000000, Volume = 375.484534
T = 150.000000, Volume = 398.467954
T = 160.000000, Volume = 421.451376
T = 170.000000, Volume = 444.434800
T = 180.000000, Volume = 467.418257
T = 190.000000, Volume = 490.401713
T = 200.000000, Volume = 513.385172
T = 210.000000, Volume = 536.368733
T = 220.000000, Volume = 559.352332
T = 230.000000, Volume = 582.335933
T = 240.000000, Volume = 605.319546
T = 250.000000, Volume = 628.303283
T = 260.000000, Volume = 651.287060
T = 270.000000, Volume = 674.270840
T = 280.000000, Volume = 697.254638
T = 290.000000, Volume = 720.238542
T = 300.000000, Volume = 743.222494
T = 310.000000, Volume = 766.206458
T = 320.000000, Volume = 789.190422
T = 330.000000, Volume = 812.174407
T = 340.000000, Volume = 835.158406
T = 350.000000, Volume = 858.142394
T = 360.000000, Volume = 881.126441
inflow volume is 881.126441 gallons
simulation time is 360.000000 s
wall clock time is 76.498977 s
[0.049854422646283064, 0.085632861410540315, 0.38649588177958444, 5.0657394297703329, 6.955751375921678, 2.1658570380354463, 2.1479096601009395, 2.157136824845121, 5.8534664036314537, 2.982749512715746, 2.3092270197497178, 2.3190791922738261, 8.0653787978585996, 5.1854259896592829, 5.0380371180743824, 5.2222517678829341, 4.3442273159414011, 2.7910292865273925, 2.7937243946098085, 6.3891741229720758, 7.3050088038208738, 4.6676420668497389, 4.663440214524849, 8.1529209514739627, 6.3441184993532298, 4.8005455018682914, 5.928243206508534, 8.1786052384030494, 5.8095329024640341, 5.8392827953708348, 5.9528774013872399, 4.9906588496363788, 3.5279846668255415, 3.5284075017360572, 7.1119978403857562, 8.2421469244853327]
[ 48.82867127 42.05257048 41.90399722 34.96000259 27.9748945
27.80554587 27.6389581 20.64538197 13.58694432 6.58574052
6.4021745 6.90001841 3.49381151 0.04892136 17.10630187
31.44784405 10.07198798 24.12621932 38.41126101 4.76292405
45.51299279]
max arrival time is 357.560000
sample # 23
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.500474
T = 160.000000, Volume = 508.398049
T = 170.000000, Volume = 533.511234
T = 180.000000, Volume = 557.652828
T = 190.000000, Volume = 580.635928
T = 200.000000, Volume = 603.619031
T = 210.000000, Volume = 626.602137
inflow volume is 626.602137 gallons
simulation time is 210.000000 s
wall clock time is 28.727916 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920363857643, 3.9923281829848838, 55.515480601901352, 135.47309013660828, 97.368342574690587, 92.963554169057531, 54.278576145467291, 101.8376994360009, 64.186762145651315, 87.09747423938795, 105.23487970021478, 119.42063963119878, 109.19644699584724, 66.829605999632818, 6.09009656933031, 6.0396326334050254, 6.926947021312853]
[ 134.07500936 8.52074311 8.33581905 7.93826182 7.92110472
7.89220675 7.8294344 7.67899598 7.4737985 7.51877454
8.87104311 1.93781547 8.26221481 11.06394887 6.21438744]
max arrival time is 209.752000
sample # 24
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 2, 2, 3, 2, 2, 2, 3, 2, 2, 2, 2, 3, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 260.322324
T = 80.000000, Volume = 283.305388
T = 90.000000, Volume = 306.288497
T = 100.000000, Volume = 329.271607
T = 110.000000, Volume = 352.254719
T = 120.000000, Volume = 375.237833
T = 130.000000, Volume = 398.220950
T = 140.000000, Volume = 421.204067
T = 150.000000, Volume = 444.187184
T = 160.000000, Volume = 467.170312
T = 170.000000, Volume = 490.153550
T = 180.000000, Volume = 513.136812
T = 190.000000, Volume = 536.120077
T = 200.000000, Volume = 559.103343
T = 210.000000, Volume = 582.086627
T = 220.000000, Volume = 605.069929
T = 230.000000, Volume = 628.053232
T = 240.000000, Volume = 651.036537
T = 250.000000, Volume = 674.019843
T = 260.000000, Volume = 697.003149
T = 270.000000, Volume = 719.986428
inflow volume is 719.986428 gallons
simulation time is 270.000000 s
wall clock time is 41.632027 s
[0.047423818747494136, 0.08158804093912328, 0.86240825285226086, 2.7224901655891562, 2.6718891021099163, 2.7680476948592374, 7.5362397966473491, 5.9796170210611059, 2.9407571265059405, 2.9968502047859791, 3.1547455670968749, 3.2090735086041597, 3.2120522926768449, 2.8999862982920597, 2.9107296284234234, 6.0485795608903059, 7.7050125794707114, 5.2928608637174008, 5.7334278630708759, 5.9230285483770979, 4.0009371952886648, 3.9423681275778497, 4.0266008429199669, 3.9675722018404338, 3.6717546981369633, 3.6705815053104041, 6.6719669873110163]
[ 27.1009737 27.13952168 26.90209226 26.60176212 21.16231395
20.69297537 20.2787379 20.02122981 17.456255 17.53438286
17.56615738 17.56552351 17.52557222 17.05158076 18.34666832
23.3210294 17.05158076]
max arrival time is 265.912000
sample # 25
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 3, 3, 2, 3, 3, 3, 2, 2, 3, 3, 2, 2, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584993
T = 90.000000, Volume = 260.568232
T = 100.000000, Volume = 283.551474
T = 110.000000, Volume = 306.534716
T = 120.000000, Volume = 329.517957
T = 130.000000, Volume = 352.501283
T = 140.000000, Volume = 375.484680
T = 150.000000, Volume = 398.468097
T = 160.000000, Volume = 421.451506
T = 170.000000, Volume = 444.435025
T = 180.000000, Volume = 467.418615
T = 190.000000, Volume = 490.402208
T = 200.000000, Volume = 513.385791
T = 210.000000, Volume = 536.369506
T = 220.000000, Volume = 559.353250
T = 230.000000, Volume = 582.337026
T = 240.000000, Volume = 605.320805
T = 250.000000, Volume = 628.304593
T = 260.000000, Volume = 651.288405
T = 270.000000, Volume = 674.272218
T = 280.000000, Volume = 697.256051
T = 290.000000, Volume = 720.239964
T = 300.000000, Volume = 743.223920
T = 310.000000, Volume = 766.207876
T = 320.000000, Volume = 789.191866
T = 330.000000, Volume = 812.175961
T = 340.000000, Volume = 835.160096
T = 350.000000, Volume = 858.144242
T = 360.000000, Volume = 881.128389
T = 370.000000, Volume = 904.112558
T = 380.000000, Volume = 927.096740
inflow volume is 927.096740 gallons
simulation time is 380.000000 s
wall clock time is 84.580821 s
[0.049856079767659101, 0.086972198972650905, 0.39085989337061577, 5.0797391060010861, 6.281095287142894, 2.0200175268024965, 4.6464475516964026, 6.812643411598871, 4.4323472550687661, 4.3998263866715703, 4.3575719318078789, 4.3938683704349808, 8.9465883511406314, 5.013229356331192, 4.2028834889685998, 5.6963605701945017, 7.3188595044101588, 4.3676696386443892, 4.3546311704410909, 6.7556194038328705, 8.654513631354785, 5.4584449773376962, 5.4539105619801633, 5.6004624247146069, 3.2462960903273248, 3.0943763677588381, 4.3372646281470972, 8.2952436472284639, 5.4339724891632741, 4.9543938687398699, 6.6029786158602661, 7.6241648801484319, 5.4223262685148672, 5.9465067008485164, 6.1689040971774212, 4.4379865318922871, 3.6661593831132451, 3.6603843675128918]
[ 5.19152723e+01 4.51227801e+01 3.80400244e+01 3.78883213e+01
3.07052500e+01 2.34112432e+01 1.60085810e+01 1.58464211e+01
1.56893946e+01 8.17640046e+00 3.00361734e+00 7.35660316e-01
4.85150589e-01 4.91780452e-02 1.97183743e+01 1.19442431e+01
4.86212081e+01 4.15892205e+01 5.00543267e+00 3.43072050e+01
2.70664571e+01 4.91780452e-02]
max arrival time is 353.136000
sample # 26
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 2, 3, 3, 3, 2, 3, 2, 2, 3, 2, 2, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664626
T = 130.000000, Volume = 382.647868
T = 140.000000, Volume = 405.631246
T = 150.000000, Volume = 428.614659
T = 160.000000, Volume = 451.598084
T = 170.000000, Volume = 474.581508
T = 180.000000, Volume = 497.564933
T = 190.000000, Volume = 520.548389
T = 200.000000, Volume = 543.531954
T = 210.000000, Volume = 566.515556
T = 220.000000, Volume = 589.499162
T = 230.000000, Volume = 612.482768
T = 240.000000, Volume = 635.466400
T = 250.000000, Volume = 658.450041
T = 260.000000, Volume = 681.433672
T = 270.000000, Volume = 704.417380
T = 280.000000, Volume = 727.401154
T = 290.000000, Volume = 750.384944
T = 300.000000, Volume = 773.368737
T = 310.000000, Volume = 796.352534
T = 320.000000, Volume = 819.336357
T = 330.000000, Volume = 842.320185
inflow volume is 842.320185 gallons
simulation time is 330.000000 s
wall clock time is 64.303548 s
[0.047423825260593792, 0.081593294622819668, 0.86368949275526841, 1.6302647163439827, 1.9571474414001602, 7.7248015692530014, 5.0544615832836035, 2.3084242526345373, 3.3063474269737236, 8.4762989807134819, 4.6617251857790452, 4.1790422068321682, 6.1725563490860873, 8.6666237913650335, 5.1518515020470916, 4.8898510157976043, 4.8144445474230757, 4.8230022405351267, 8.1834383566681179, 7.1047308979553625, 5.4299040006078529, 5.6338841330166334, 5.0128795032139415, 3.2706094513379118, 3.2394264229158987, 6.0860249486803983, 7.4153569914031037, 5.5260675961407433, 5.9784229179878929, 6.2119451674585626, 4.1163168970473532, 3.6806920785124215, 4.7022376167869471]
[ 38.17229639 38.21360016 38.0668411 30.88268067 23.58654194
16.18097065 16.01881869 8.52812652 8.40009771 8.28000792
2.8705827 0.64442974 6.63196208 0.52836712 19.89258355
12.28011121 27.2432504 34.48561859 0.52836712 5.03512431]
max arrival time is 329.952000
sample # 27
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 3, 2, 2, 2, 2, 2, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 320.308948
T = 100.000000, Volume = 346.391677
T = 110.000000, Volume = 369.154342
T = 120.000000, Volume = 392.137427
T = 130.000000, Volume = 415.120514
T = 140.000000, Volume = 438.103605
T = 150.000000, Volume = 461.086726
T = 160.000000, Volume = 484.069849
T = 170.000000, Volume = 507.052975
T = 180.000000, Volume = 530.036103
T = 190.000000, Volume = 553.019233
T = 200.000000, Volume = 576.002365
T = 210.000000, Volume = 598.985499
T = 220.000000, Volume = 621.968635
T = 230.000000, Volume = 644.951882
inflow volume is 644.951882 gallons
simulation time is 230.000000 s
wall clock time is 29.411418 s
[0.047423818747494136, 0.081587452693146045, 0.86239582203953769, 2.7223162499086873, 3.2971249546180719, 3.9923919635122922, 55.4919913427631, 141.48519556843527, 81.75698224298219, 101.33024164287302, 7.5066891616571008, 5.0392919387769384, 5.4422325097897755, 5.2110417605168591, 3.5771308700496722, 3.6440040657216208, 3.7270928072769056, 3.8363732608428753, 3.9323664931064464, 3.9222103388244012, 4.0889221056398073, 4.1224925064161617, 7.7967121823773233]
[ 111.65706835 37.62507345 37.85695284 38.09111342 38.26518079
38.37376101 34.87873898 34.86068338 34.73738203 34.45439867
34.04816896 33.62302761 33.28929885 33.10302986 36.48791211]
max arrival time is 221.384000
sample # 28
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 3, 3, 3, 2, 3, 2, 3, 3, 3, 2, 2, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584994
T = 90.000000, Volume = 260.568263
T = 100.000000, Volume = 283.551532
T = 110.000000, Volume = 306.534838
T = 120.000000, Volume = 329.518236
T = 130.000000, Volume = 352.501652
T = 140.000000, Volume = 375.485069
T = 150.000000, Volume = 398.468487
T = 160.000000, Volume = 421.451897
T = 170.000000, Volume = 444.435419
T = 180.000000, Volume = 467.419012
T = 190.000000, Volume = 490.402610
T = 200.000000, Volume = 513.386208
T = 210.000000, Volume = 536.369807
T = 220.000000, Volume = 559.353410
T = 230.000000, Volume = 582.337138
T = 240.000000, Volume = 605.320912
T = 250.000000, Volume = 628.304689
T = 260.000000, Volume = 651.288472
T = 270.000000, Volume = 674.272381
T = 280.000000, Volume = 697.256332
T = 290.000000, Volume = 720.240289
T = 300.000000, Volume = 743.224259
T = 310.000000, Volume = 766.208332
T = 320.000000, Volume = 789.192458
T = 330.000000, Volume = 812.176599
T = 340.000000, Volume = 835.160741
T = 350.000000, Volume = 858.144903
T = 360.000000, Volume = 881.129080
T = 370.000000, Volume = 904.113246
T = 380.000000, Volume = 927.097465
inflow volume is 927.097465 gallons
simulation time is 380.000000 s
wall clock time is 85.026421 s
[0.049856082367722064, 0.086974450109191248, 0.39088123524020735, 5.0801746382499218, 6.2838769227335707, 2.0273834465362102, 4.655402916092874, 6.1792079530200112, 2.1544761156611458, 2.1622702035470378, 6.4161910239789215, 6.2779757922015662, 4.7501299530220003, 4.509540063096984, 4.5188672699484442, 5.9352590397960805, 6.509360215319389, 4.6287932310637938, 4.9703774652383661, 4.8244622839061391, 4.835566271981576, 7.6019953203849031, 6.2617740055106603, 4.6631196667310109, 4.8014584016455499, 8.5877171321674766, 4.9533643213514003, 4.8003708743849494, 6.1073481002878092, 8.4496114694845463, 5.3831993407645067, 5.8394434905326476, 5.9745517114976936, 4.8191112016991005, 3.5231967238831814, 3.5305573414059461, 7.3889177731005686, 7.9489284545548591]
[ 5.54559947e+01 4.87671003e+01 4.18595891e+01 3.49139234e+01
3.47591046e+01 2.77991903e+01 2.76429320e+01 2.06538509e+01
1.35991208e+01 6.50724572e+00 6.31272008e+00 6.88340317e+00
3.43249282e+00 4.96067057e-02 4.52946400e+01 3.12643393e+01
4.75536441e+00 1.71165196e+01 5.21862678e+01 2.41366339e+01
3.83686200e+01 1.00337747e+01]
max arrival time is 379.680000
sample # 29
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 3, 2, 2, 3, 3, 2, 2, 2, 3, 3, 2, 3, 2, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567965
T = 100.000000, Volume = 283.551068
T = 110.000000, Volume = 306.534229
T = 120.000000, Volume = 329.517459
T = 130.000000, Volume = 352.500704
T = 140.000000, Volume = 375.483948
T = 150.000000, Volume = 398.467294
T = 160.000000, Volume = 421.450745
T = 170.000000, Volume = 444.434200
T = 180.000000, Volume = 467.417658
T = 190.000000, Volume = 490.401117
T = 200.000000, Volume = 513.384578
T = 210.000000, Volume = 536.368041
T = 220.000000, Volume = 559.351505
T = 230.000000, Volume = 582.334969
T = 240.000000, Volume = 605.318459
T = 250.000000, Volume = 628.302043
T = 260.000000, Volume = 651.285651
T = 270.000000, Volume = 674.269259
T = 280.000000, Volume = 697.252913
T = 290.000000, Volume = 720.236670
T = 300.000000, Volume = 743.220457
T = 310.000000, Volume = 766.204250
T = 320.000000, Volume = 789.188042
T = 330.000000, Volume = 812.171821
T = 340.000000, Volume = 835.155684
inflow volume is 835.155684 gallons
simulation time is 340.000000 s
wall clock time is 67.588014 s
[0.049854418493500835, 0.085629053377223555, 0.38645281168230744, 5.0638881265874929, 6.9498623526629766, 2.1553169190027077, 2.635191869379045, 2.4365420309424892, 2.2988210852601907, 2.3108916486245485, 7.0158682721797989, 6.0177018655895171, 4.1787032915455802, 5.3676392443314143, 5.8838590073240065, 2.7574107208038989, 3.1784485329413976, 3.2254162310877978, 3.3776050990552724, 3.4821816534015135, 3.1729364561566462, 3.0735448827350056, 3.1778879191512615, 8.34516762403568, 6.5852508866115169, 4.9578971144010033, 6.3404455084445326, 7.8501157160890678, 5.283474638092839, 5.7799465525395046, 5.5555565231180433, 5.5635062178822574, 7.785220453539675, 7.6067595827146919]
[ 42.046988 35.17409243 35.01843485 34.8654075 27.85124284
20.80185897 20.63428275 20.47374818 20.31552971 13.31260433
6.24989477 6.78419408 2.44785195 0.04872941 4.80062236
31.33224153 24.29803521 9.76952211 38.68634932 16.79984474]
max arrival time is 339.984000
sample # 30
generating random trees starting with spine of 15 nodes and adding 9 branches
[1, 3, 2, 3, 3, 3, 2, 3, 3, 3, 2, 3, 2, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 954.408937 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601759
T = 80.000000, Volume = 237.584858
T = 90.000000, Volume = 260.567993
T = 100.000000, Volume = 283.551254
T = 110.000000, Volume = 306.534527
T = 120.000000, Volume = 329.517799
T = 130.000000, Volume = 352.501135
T = 140.000000, Volume = 375.484533
T = 150.000000, Volume = 398.467949
T = 160.000000, Volume = 421.451359
T = 170.000000, Volume = 444.434877
T = 180.000000, Volume = 467.418458
T = 190.000000, Volume = 490.402056
T = 200.000000, Volume = 513.385654
T = 210.000000, Volume = 536.369253
T = 220.000000, Volume = 559.352854
T = 230.000000, Volume = 582.336576
T = 240.000000, Volume = 605.320349
T = 250.000000, Volume = 628.304125
T = 260.000000, Volume = 651.287906
T = 270.000000, Volume = 674.271804
T = 280.000000, Volume = 697.255751
T = 290.000000, Volume = 720.239707
T = 300.000000, Volume = 743.223674
T = 310.000000, Volume = 766.207742
T = 320.000000, Volume = 789.191864
T = 330.000000, Volume = 812.176004
T = 340.000000, Volume = 835.160147
T = 350.000000, Volume = 858.144280
T = 360.000000, Volume = 881.128459
T = 370.000000, Volume = 904.112717
T = 380.000000, Volume = 927.097025
T = 390.000000, Volume = 950.081350
T = 400.000000, Volume = 973.065680
inflow volume is 973.065680 gallons
simulation time is 400.000000 s
wall clock time is 93.978816 s
[0.049854422646283064, 0.085632864352421526, 0.38649641436204962, 5.0657454025834188, 6.9557681126762931, 2.1658791765289478, 2.1479320126748647, 2.157160622060434, 5.8535086203207598, 2.982990781589681, 2.3110435446015378, 2.3236248333792258, 8.077848302680863, 4.9377761196757293, 4.1810876954685998, 5.6386931701373175, 7.8109806665735588, 4.754389032823167, 4.9883758042747308, 4.8171523692374869, 4.828441422557793, 7.536291411547098, 6.37298623416173, 4.6556629630572033, 4.6908458535503268, 8.5655664214117184, 6.0300212647861473, 4.7919994114414068, 6.0608202005381768, 8.2740364754364926, 6.0216566372984799, 5.644847847611949, 5.3945778201499248, 5.4066050802547938, 7.4697840076146127, 7.6018730490043724, 5.5556677649612132, 5.7619476308773079, 5.6921412169417716, 5.6916042428460694]
[ 5.74417703e+01 5.07268098e+01 5.05809625e+01 4.35828157e+01
3.64778458e+01 2.92683795e+01 2.91126012e+01 2.17992470e+01
1.43713239e+01 6.83116410e+00 6.80608792e+00 2.71518980e+00
5.77972363e-01 4.92049096e-02 4.79307295e+00 4.00383236e+01
2.54668484e+01 3.28813114e+01 4.92049096e-02 4.70920360e+01
5.41851434e+01 1.06101681e+01 1.80939492e+01]
max arrival time is 372.568000
sample # 31
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 3, 3, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 3, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584993
T = 90.000000, Volume = 260.568232
T = 100.000000, Volume = 283.551474
T = 110.000000, Volume = 306.534719
T = 120.000000, Volume = 329.517987
T = 130.000000, Volume = 352.501266
T = 140.000000, Volume = 375.484547
T = 150.000000, Volume = 398.467830
T = 160.000000, Volume = 421.451116
T = 170.000000, Volume = 444.434403
T = 180.000000, Volume = 467.417692
T = 190.000000, Volume = 490.400984
T = 200.000000, Volume = 513.384277
T = 210.000000, Volume = 536.367573
T = 220.000000, Volume = 559.350870
T = 230.000000, Volume = 582.334169
T = 240.000000, Volume = 605.317468
T = 250.000000, Volume = 628.300767
T = 260.000000, Volume = 651.284150
T = 270.000000, Volume = 674.267585
T = 280.000000, Volume = 697.251031
T = 290.000000, Volume = 720.234478
T = 300.000000, Volume = 743.217926
T = 310.000000, Volume = 766.201332
inflow volume is 766.201332 gallons
simulation time is 310.000000 s
wall clock time is 52.628630 s
[0.049856079767659101, 0.086971965059140358, 0.39085391655152102, 5.0797061656198537, 6.2810250388684308, 2.019903147871609, 4.6461834318261586, 6.811376436792731, 4.4303692194324578, 4.769186595649054, 5.0160191501104867, 3.1632222996253962, 3.0567584409293529, 3.0481539926234298, 3.2138786874268601, 3.3065331786682206, 3.3015182007942512, 3.4673998587872057, 3.5052074216781173, 3.6271769064924739, 3.722702841764753, 3.7857752080271712, 3.4032276630322644, 3.4124385027752187, 5.2388304127101755, 8.8478192096629229, 5.5731314927437223, 5.8747899842452656, 5.7177579855403629, 5.7136052959228056, 7.3767465845115048]
[ 38.30175986 31.87263924 25.82109951 25.58188215 25.33390511
25.08744131 24.85077334 24.62050964 24.39230281 24.16692006
23.94674716 21.70720547 21.54626029 20.75453228 34.92454266
20.75453228 22.38538519 28.57202907]
max arrival time is 304.184000
sample # 32
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 3, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 260.322324
T = 80.000000, Volume = 283.305388
T = 90.000000, Volume = 306.288497
T = 100.000000, Volume = 329.271607
T = 110.000000, Volume = 352.254719
T = 120.000000, Volume = 375.237833
T = 130.000000, Volume = 398.220950
T = 140.000000, Volume = 421.204068
T = 150.000000, Volume = 444.187189
T = 160.000000, Volume = 467.170311
T = 170.000000, Volume = 490.153436
T = 180.000000, Volume = 513.136562
T = 190.000000, Volume = 536.119691
T = 200.000000, Volume = 559.102821
T = 210.000000, Volume = 582.085954
T = 220.000000, Volume = 605.069089
T = 230.000000, Volume = 628.052225
inflow volume is 628.052225 gallons
simulation time is 230.000000 s
wall clock time is 29.724639 s
[0.047423818747494136, 0.08158804093912328, 0.86240825278893318, 2.7224901125927872, 2.6718874690023462, 2.7680359301729034, 7.5362102081683453, 5.9795747159458914, 2.940709938119288, 2.9968041195083761, 3.154701584906404, 3.2076528540842824, 3.3274866475213094, 3.4021799857448487, 3.5399668214472575, 3.601022725294809, 3.6250442142390589, 3.7994507411473557, 3.7933248144194036, 3.9511650016878104, 4.053385334448981, 4.0694783469439111, 6.1764141074164201]
[ 9.57798565 9.62242153 9.51929313 9.41636875 4.68944186
4.41589427 9.8976748 11.79332244 11.86670195 11.86863241
11.86873254 11.86815517 11.86742665 11.86722802 6.38955811]
max arrival time is 228.488000
sample # 33
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 2, 3, 2, 2, 2, 2, 2, 2, 2, 3, 2, 3, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681184
T = 120.000000, Volume = 359.664297
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630530
T = 150.000000, Volume = 428.613649
T = 160.000000, Volume = 451.596770
T = 170.000000, Volume = 474.579893
T = 180.000000, Volume = 497.563018
T = 190.000000, Volume = 520.546146
T = 200.000000, Volume = 543.529274
T = 210.000000, Volume = 566.512402
T = 220.000000, Volume = 589.495529
T = 230.000000, Volume = 612.478766
T = 240.000000, Volume = 635.462037
T = 250.000000, Volume = 658.445312
T = 260.000000, Volume = 681.428587
T = 270.000000, Volume = 704.411862
T = 280.000000, Volume = 727.395169
inflow volume is 727.395169 gallons
simulation time is 280.000000 s
wall clock time is 43.234708 s
[0.047423825260593792, 0.081592919880174392, 0.86368068988222979, 1.6302111133969601, 1.9550062777263539, 7.7192183844281006, 5.2476524844679036, 2.7452814229119875, 2.8529099377073948, 2.9743870603608262, 3.0977952642932056, 3.1711962518577215, 3.3007720727930079, 3.3787699456223206, 3.4820121040018184, 3.4893767565309282, 3.6337797298712853, 3.6722763898793174, 3.7251367040927383, 3.3809044387792855, 3.3905889870941963, 5.7687010029758987, 9.0268450231953885, 5.717120243463846, 5.8142124538682252, 5.7104595664194644, 5.70695063422232, 6.8421041572955694]
[ 36.06531012 36.1091034 36.02947754 30.08966012 30.12983753
30.19145367 30.27319623 30.37399484 30.48813389 30.60184474
30.69634714 28.51363062 28.53244131 27.7924645 29.24531704
32.81770809 27.7924645 ]
max arrival time is 272.664000
sample # 34
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 2, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.776478
T = 130.000000, Volume = 432.538692
T = 140.000000, Volume = 459.559896
T = 150.000000, Volume = 474.964209
T = 160.000000, Volume = 497.946281
T = 170.000000, Volume = 520.929409
T = 180.000000, Volume = 543.912538
T = 190.000000, Volume = 566.895669
T = 200.000000, Volume = 589.878802
T = 210.000000, Volume = 612.861937
T = 220.000000, Volume = 635.845061
inflow volume is 635.845061 gallons
simulation time is 220.000000 s
wall clock time is 28.946875 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106437717512, 3.2970924256022629, 3.9923338751375606, 55.515503360917336, 135.47312551604821, 97.368372558232537, 92.963573702305723, 54.280294375326562, 101.80313731133728, 73.412119199461159, 120.32452032762021, 22.672910665304723, 7.1273231882227277, 3.4246619020011182, 3.7973922468290411, 3.8697863747762331, 4.0077421771328687, 4.1537565988747289, 7.1625768378909731]
[ 111.91996231 25.03329538 24.89562428 24.78997391 24.69652536
24.377393 23.55240384 22.1525925 20.65667454 18.9217632
18.73491358 18.53363525 18.29838955 18.16154845 19.25555817]
max arrival time is 215.744000
sample # 35
generating random trees starting with spine of 15 nodes and adding 7 branches
[1, 2, 3, 2, 3, 3, 3, 2, 3, 3, 3, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 871.416855 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873587
T = 90.000000, Volume = 270.856659
T = 100.000000, Volume = 293.839730
T = 110.000000, Volume = 316.822937
T = 120.000000, Volume = 339.806200
T = 130.000000, Volume = 362.789477
T = 140.000000, Volume = 385.772764
T = 150.000000, Volume = 408.756160
T = 160.000000, Volume = 431.739580
T = 170.000000, Volume = 454.723000
T = 180.000000, Volume = 477.706448
T = 190.000000, Volume = 500.690022
T = 200.000000, Volume = 523.673622
T = 210.000000, Volume = 546.657224
T = 220.000000, Volume = 569.640826
T = 230.000000, Volume = 592.624423
T = 240.000000, Volume = 615.608093
T = 250.000000, Volume = 638.591838
T = 260.000000, Volume = 661.575616
T = 270.000000, Volume = 684.559382
T = 280.000000, Volume = 707.543237
T = 290.000000, Volume = 730.527173
T = 300.000000, Volume = 753.511130
T = 310.000000, Volume = 776.495077
T = 320.000000, Volume = 799.479108
T = 330.000000, Volume = 822.463212
T = 340.000000, Volume = 845.447348
T = 350.000000, Volume = 868.431494
T = 360.000000, Volume = 891.415644
inflow volume is 891.415644 gallons
simulation time is 360.000000 s
wall clock time is 76.159209 s
[0.047426374188953041, 0.082611249754363195, 0.11314621175221187, 0.74203667270531593, 24.552834980813508, 6.3345774434994482, 4.1961002104576961, 4.3457109197240102, 4.3604106705208689, 5.7037235699670079, 8.6862730463145947, 2.7009990004463025, 2.4884065362462269, 5.7477135331217033, 6.4897416852241916, 4.347395375516756, 4.3540270498194715, 7.6390389352405075, 5.5512251647496633, 5.1985439359869812, 4.9625402721591225, 4.9736863410063856, 6.3975446259542892, 8.1400631203068681, 4.8312016971650014, 4.8031561745062588, 7.0815362455072108, 6.8448282489058085, 4.920041050876522, 4.9381496252821604, 7.7222481005097841, 7.3993900865583262, 5.678304765822058, 6.030017447606256, 6.0726912959025263, 4.1632521225643675]
[ 51.5234896 51.56444297 44.60087948 44.45297591 37.4107947
30.27550188 23.04892905 22.8914672 15.5765201 8.15306119
2.6130101 0.57220278 0.73276285 2.13624338 48.086656
11.86990632 40.93599794 26.66479803 5.00081794 19.24107157
33.84532758]
max arrival time is 357.208000
sample # 36
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 3, 3, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584993
T = 90.000000, Volume = 260.568232
T = 100.000000, Volume = 283.551474
T = 110.000000, Volume = 306.534719
T = 120.000000, Volume = 329.517987
T = 130.000000, Volume = 352.501266
T = 140.000000, Volume = 375.484547
T = 150.000000, Volume = 398.467830
T = 160.000000, Volume = 421.451116
T = 170.000000, Volume = 444.434403
T = 180.000000, Volume = 467.417691
T = 190.000000, Volume = 490.400978
T = 200.000000, Volume = 513.384291
T = 210.000000, Volume = 536.367702
T = 220.000000, Volume = 559.351134
T = 230.000000, Volume = 582.334566
T = 240.000000, Volume = 605.318034
T = 250.000000, Volume = 628.301618
T = 260.000000, Volume = 651.285226
T = 270.000000, Volume = 674.268834
T = 280.000000, Volume = 697.252487
T = 290.000000, Volume = 720.236240
T = 300.000000, Volume = 743.220025
T = 310.000000, Volume = 766.203805
T = 320.000000, Volume = 789.187643
T = 330.000000, Volume = 812.171558
T = 340.000000, Volume = 835.155515
T = 350.000000, Volume = 858.139467
T = 360.000000, Volume = 881.123488
T = 370.000000, Volume = 904.107574
T = 380.000000, Volume = 927.091705
inflow volume is 927.091705 gallons
simulation time is 380.000000 s
wall clock time is 84.484736 s
[0.049856079767659101, 0.086971965059140358, 0.3908539165953317, 5.079706199017771, 6.2810261305898036, 2.0199120845505498, 4.6462106444881517, 6.8114230606174777, 4.4304270784372006, 4.7692463037354766, 5.0160754042367222, 3.1632738964981835, 3.0568061359705814, 3.0481989800507585, 3.2139290747074387, 3.3085436353710787, 3.1466441649969257, 2.9409152678886779, 2.953948889561858, 7.1322506333267581, 7.0380968123286278, 4.8075950031622101, 4.9685178022977396, 8.8938611465450883, 6.1059106583687273, 4.9562544356239338, 6.2881836690390562, 7.9740673844760801, 5.1046995992925153, 5.0902862053680771, 6.8189902505884552, 8.2985319923557448, 5.166753108175314, 5.213892512149302, 7.5431130299004492, 8.2561524470617655, 5.2570048166994781, 5.3072755832953264]
[ 5.04026147e+01 4.35938046e+01 3.65004843e+01 3.63483291e+01
3.62010055e+01 3.60536421e+01 3.59062388e+01 3.57587956e+01
2.85810342e+01 2.12981092e+01 1.39112220e+01 6.99508521e+00
3.31311226e+00 4.77594764e-02 4.70982508e+01 3.21776158e+01
2.49453717e+01 4.77594764e-02 1.76111014e+01 4.00524529e+01
4.80957068e+00 1.01709842e+01]
max arrival time is 356.656000
sample # 37
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 3, 2, 2, 3, 2, 3, 2, 2, 2, 2, 2, 2, 3, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567965
T = 100.000000, Volume = 283.551068
T = 110.000000, Volume = 306.534229
T = 120.000000, Volume = 329.517459
T = 130.000000, Volume = 352.500707
T = 140.000000, Volume = 375.483957
T = 150.000000, Volume = 398.467206
T = 160.000000, Volume = 421.450449
T = 170.000000, Volume = 444.433828
T = 180.000000, Volume = 467.417247
T = 190.000000, Volume = 490.400675
T = 200.000000, Volume = 513.384106
T = 210.000000, Volume = 536.367547
T = 220.000000, Volume = 559.351013
T = 230.000000, Volume = 582.334480
T = 240.000000, Volume = 605.317950
T = 250.000000, Volume = 628.301421
T = 260.000000, Volume = 651.284895
T = 270.000000, Volume = 674.268371
T = 280.000000, Volume = 697.251849
T = 290.000000, Volume = 720.235328
T = 300.000000, Volume = 743.218806
T = 310.000000, Volume = 766.202251
inflow volume is 766.202251 gallons
simulation time is 310.000000 s
wall clock time is 52.861165 s
[0.049854418493500835, 0.085629049026388515, 0.38645204453131965, 5.0638807676657409, 6.9498475843433143, 2.1553020920840855, 2.6351733146842995, 2.4365019195322932, 2.2973993934066352, 2.3065233036642039, 7.0043945040586006, 6.2609547876818867, 4.9369355244924522, 4.6566579507788246, 4.6659597843064029, 6.1567881788052903, 8.1133274269572215, 4.9273191425565246, 5.3903189280606956, 5.5931853345715039, 3.9929597608229761, 3.6710242198417333, 3.7064022235698317, 3.7950768169353153, 3.8272271643347082, 3.9359409107653129, 4.0194526208349091, 3.9059581752561869, 3.6814231091347427, 3.6793250928876238, 6.7118048688802912]
[ 37.64276887 31.15862742 31.07734115 31.02730873 25.89541125
25.88632747 21.99111036 21.98117632 21.95546119 21.90059776
21.8222711 21.72575491 21.61900445 20.94452999 34.24376826
23.65425502 28.17850623 20.94452999]
max arrival time is 304.096000
sample # 38
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 3, 3, 2, 3, 2, 2, 2, 2, 2, 3, 2, 2, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890512
T = 80.000000, Volume = 247.873579
T = 90.000000, Volume = 270.856762
T = 100.000000, Volume = 293.839997
T = 110.000000, Volume = 316.823273
T = 120.000000, Volume = 339.806549
T = 130.000000, Volume = 362.789826
T = 140.000000, Volume = 385.773115
T = 150.000000, Volume = 408.756501
T = 160.000000, Volume = 431.739921
T = 170.000000, Volume = 454.723346
T = 180.000000, Volume = 477.706773
T = 190.000000, Volume = 500.690219
T = 200.000000, Volume = 523.673682
T = 210.000000, Volume = 546.657146
T = 220.000000, Volume = 569.640612
T = 230.000000, Volume = 592.624081
T = 240.000000, Volume = 615.607551
T = 250.000000, Volume = 638.591023
T = 260.000000, Volume = 661.574494
T = 270.000000, Volume = 684.557975
T = 280.000000, Volume = 707.541555
T = 290.000000, Volume = 730.525172
T = 300.000000, Volume = 753.508793
inflow volume is 753.508793 gallons
simulation time is 300.000000 s
wall clock time is 51.970042 s
[0.047426378340953583, 0.082614325674272918, 0.11340773486005969, 0.74503851660301768, 24.562771787373087, 6.3387989161090852, 3.8683111769966927, 4.5003257716585985, 8.2042036663638278, 4.2400353205012697, 2.7058424324922918, 2.4579955881254003, 2.4672317727544786, 5.8304759796012515, 7.9277466877214247, 4.9912985327084805, 5.3135422322314732, 5.4243666016768932, 3.4351207893713722, 3.5299418364374993, 3.5798715861663095, 3.6074106987325365, 3.7764341082139974, 3.5581205896834072, 3.3753050816257253, 3.3852050404097156, 7.7433070069052894, 7.0399394915811637, 5.9205461209122419, 6.2043101990298615]
[ 29.93057497 29.97210702 22.6706788 15.25778224 15.09688216
7.57895177 7.41041641 7.24881208 7.09283197 6.93288517
7.90145915 2.98061171 0.57103667 0.46874354 18.97180295
11.35003713 5.41705209 26.3316214 ]
max arrival time is 299.688000
sample # 39
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 2, 2, 2, 2, 3, 2, 2, 3, 2, 2, 3, 3, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 320.308948
T = 100.000000, Volume = 346.391677
T = 110.000000, Volume = 369.154342
T = 120.000000, Volume = 392.137427
T = 130.000000, Volume = 415.120514
T = 140.000000, Volume = 438.103605
T = 150.000000, Volume = 461.086725
T = 160.000000, Volume = 484.069845
T = 170.000000, Volume = 507.052967
T = 180.000000, Volume = 530.036199
T = 190.000000, Volume = 553.019462
T = 200.000000, Volume = 576.002730
T = 210.000000, Volume = 598.985999
T = 220.000000, Volume = 621.969282
T = 230.000000, Volume = 644.952585
T = 240.000000, Volume = 667.935887
T = 250.000000, Volume = 690.919227
T = 260.000000, Volume = 713.902650
T = 270.000000, Volume = 736.886095
T = 280.000000, Volume = 759.869541
inflow volume is 759.869541 gallons
simulation time is 280.000000 s
wall clock time is 46.874709 s
[0.047423818747494136, 0.081587452693146045, 0.86239582203953769, 2.7223162523889179, 3.297125200741259, 3.9923956664870173, 55.492007860531594, 141.48522995315938, 81.757030044401859, 101.33029484943731, 7.506741420885322, 5.0393492363724164, 5.4431752108384686, 5.1850687792513241, 3.1332018962443255, 3.0881935314217781, 5.491934555609296, 8.0476267349653963, 5.3750777213858543, 5.8664974770516256, 6.0548838832198237, 4.04592773523283, 3.5333306103847519, 4.1640340892684344, 8.8356913014523233, 5.718522825845743, 5.3804769465026734, 7.4734268931331496]
[ 111.65706835 22.79028157 22.64259718 22.49276523 22.34388988
22.54735952 16.5097279 17.5015059 18.25163994 14.2428787
14.31197682 14.6249665 13.04939182 12.24506916 12.24506916
13.33678319 19.02180244 15.73265551]
max arrival time is 278.576000
sample # 40
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 3, 2, 2, 3, 2, 2, 3, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567965
T = 100.000000, Volume = 283.551068
T = 110.000000, Volume = 306.534229
T = 120.000000, Volume = 329.517459
T = 130.000000, Volume = 352.500707
T = 140.000000, Volume = 375.483958
T = 150.000000, Volume = 398.467211
T = 160.000000, Volume = 421.450496
T = 170.000000, Volume = 444.433780
T = 180.000000, Volume = 467.417063
T = 190.000000, Volume = 490.400462
T = 200.000000, Volume = 513.383892
T = 210.000000, Volume = 536.367324
T = 220.000000, Volume = 559.350758
T = 230.000000, Volume = 582.334207
T = 240.000000, Volume = 605.317677
T = 250.000000, Volume = 628.301149
T = 260.000000, Volume = 651.284622
T = 270.000000, Volume = 674.268098
T = 280.000000, Volume = 697.251576
T = 290.000000, Volume = 720.235010
inflow volume is 720.235010 gallons
simulation time is 290.000000 s
wall clock time is 46.216108 s
[0.049854418493500835, 0.085629049023281126, 0.38645196684914324, 5.0638788715147705, 6.949838421377744, 2.155289181639251, 2.6351622050002845, 2.4364934092646586, 2.2973921283793257, 2.306512793258674, 7.0042282955066888, 6.258921623872773, 5.0305265233889092, 5.181935476403476, 4.5860287177807733, 2.8081684166570104, 2.7854438607695964, 5.7513427395770691, 7.4704489925667215, 5.1275409925920146, 5.5712301031230123, 5.7730228741764753, 3.8656824393211759, 3.7987596335317266, 3.8815946684670184, 3.9124800486039097, 4.0250716860211959, 4.0764978433527856, 6.7188133850840615]
[ 32.64107952 26.4502696 25.78675686 25.0288985 20.1880056
19.88466208 19.71866067 16.71144204 16.58894585 16.7289544
17.34304202 17.7748932 17.85472316 17.85479674 18.13454562
29.32624026 21.92906886]
max arrival time is 286.136000
sample # 41
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 24.848986 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 42
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 2, 3, 2, 2, 3, 2, 2, 2, 2, 2, 2, 3, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681183
T = 120.000000, Volume = 359.664293
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630645
T = 150.000000, Volume = 428.613900
T = 160.000000, Volume = 451.597157
T = 170.000000, Volume = 474.580416
T = 180.000000, Volume = 497.563697
T = 190.000000, Volume = 520.546990
T = 200.000000, Volume = 543.530286
T = 210.000000, Volume = 566.513583
T = 220.000000, Volume = 589.496883
T = 230.000000, Volume = 612.480185
T = 240.000000, Volume = 635.463489
T = 250.000000, Volume = 658.446795
T = 260.000000, Volume = 681.430101
T = 270.000000, Volume = 704.413408
T = 280.000000, Volume = 727.396740
inflow volume is 727.396740 gallons
simulation time is 280.000000 s
wall clock time is 43.105890 s
[0.047423825260593792, 0.081592919918853951, 0.86368082120765288, 1.6302146365341148, 1.955027074124172, 7.719258621719475, 5.2476993678315882, 2.7453266485236258, 2.854005102327505, 2.9039068726932826, 2.6026909495109098, 2.6137331592190907, 5.5295391727038199, 7.2372746926373166, 5.0083892184480545, 5.4410475253614683, 5.5796878374506313, 3.630758978757378, 3.6639115701984513, 3.6517707720736308, 3.8195000454007073, 3.9105843407918637, 3.90419903040896, 4.0744800911887813, 3.8235635102693695, 3.6698984206617951, 3.6672390425659431, 6.6293027953782815]
[ 37.84089178 37.88392256 37.78219278 31.99108088 31.93372374
31.90625424 27.88473186 27.96224088 28.04298944 28.12138606
28.19369071 28.25596855 28.30435389 27.6841182 34.60904357
29.55230466 27.6841182 ]
max arrival time is 272.296000
sample # 43
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 2, 3, 3, 2, 2, 2, 2, 2, 2, 3, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664630
T = 130.000000, Volume = 382.647881
T = 140.000000, Volume = 405.631144
T = 150.000000, Volume = 428.614430
T = 160.000000, Volume = 451.597717
T = 170.000000, Volume = 474.581007
T = 180.000000, Volume = 497.564299
T = 190.000000, Volume = 520.547592
T = 200.000000, Volume = 543.530888
T = 210.000000, Volume = 566.514186
T = 220.000000, Volume = 589.497485
T = 230.000000, Volume = 612.480784
T = 240.000000, Volume = 635.464079
T = 250.000000, Volume = 658.447485
T = 260.000000, Volume = 681.430927
T = 270.000000, Volume = 704.414374
T = 280.000000, Volume = 727.397794
inflow volume is 727.397794 gallons
simulation time is 280.000000 s
wall clock time is 43.493052 s
[0.047423825260593792, 0.081593290146235634, 0.86368865911757564, 1.6302553263340263, 1.9571201051358338, 7.7247540198511473, 5.05412513257874, 2.3061552701728871, 3.300702509959637, 8.4714580527953327, 5.2946599158740639, 5.0517268047938355, 5.2581526956850935, 4.0299964131773267, 3.3352716664625683, 3.315016679377687, 3.4807573001663732, 3.518301810245426, 3.6462136531404847, 3.740181776136243, 3.6744739346537232, 3.3812474577712028, 3.3914801285735905, 6.5083349613245423, 8.6401750500703418, 5.7852326383365202, 6.1973990512184702, 7.1542205022323371]
[ 39.47899343 39.52155929 39.41194961 33.56105482 28.35339234
28.34918504 28.36713885 28.38060646 28.39055719 28.41218064
28.45834718 26.77469575 26.87118223 26.91487973 27.26749571
36.25551104 30.70188685]
max arrival time is 273.488000
sample # 44
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 3, 2, 2, 2, 3, 3, 2, 2, 3, 2, 2, 3, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567968
T = 100.000000, Volume = 283.551074
T = 110.000000, Volume = 306.534180
T = 120.000000, Volume = 329.517286
T = 130.000000, Volume = 352.500471
T = 140.000000, Volume = 375.483751
T = 150.000000, Volume = 398.467032
T = 160.000000, Volume = 421.450307
T = 170.000000, Volume = 444.433684
T = 180.000000, Volume = 467.417107
T = 190.000000, Volume = 490.400535
T = 200.000000, Volume = 513.383966
T = 210.000000, Volume = 536.367406
T = 220.000000, Volume = 559.350870
T = 230.000000, Volume = 582.334334
T = 240.000000, Volume = 605.317820
T = 250.000000, Volume = 628.301403
T = 260.000000, Volume = 651.285014
T = 270.000000, Volume = 674.268628
T = 280.000000, Volume = 697.252242
T = 290.000000, Volume = 720.235879
T = 300.000000, Volume = 743.219528
T = 310.000000, Volume = 766.203166
T = 320.000000, Volume = 789.186879
T = 330.000000, Volume = 812.170653
T = 340.000000, Volume = 835.154446
inflow volume is 835.154446 gallons
simulation time is 340.000000 s
wall clock time is 67.201200 s
[0.049854418493500835, 0.085628688206107625, 0.3864447711963771, 5.0638549326466702, 6.9498152422033703, 2.1547814237250269, 2.6328173957483632, 2.6753640011725981, 2.8064160907200666, 2.5518803378036909, 2.4551297128395357, 2.6568859102915972, 7.1932679763103762, 2.6843122099279979, 2.6323961166246685, 4.4578803945038219, 7.4395486071248023, 4.9367843576194446, 5.3731387050184214, 5.5972947011893597, 3.8087950467071292, 3.0813031389179364, 3.1008515666289473, 8.0780285935107674, 6.1675780728944103, 5.8005216249591189, 5.946508054630165, 5.2741969309947629, 3.5786360803332768, 3.5407665030355409, 6.5673586074253638, 7.8409869549927675, 5.3870752719823685, 5.3726570707299812]
[ 36.84484736 29.83737448 29.68186074 29.53122295 29.38050731
22.06898943 14.643003 14.4801095 14.32236889 6.78509514
6.61833226 7.10058484 2.43799395 0.04818173 25.73564598
0.04818173 10.56522505 33.4476211 18.36462188 4.86590267]
max arrival time is 317.640000
sample # 45
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 3, 3, 2, 2, 3, 2, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890512
T = 80.000000, Volume = 247.873579
T = 90.000000, Volume = 270.856762
T = 100.000000, Volume = 293.839997
T = 110.000000, Volume = 316.823273
T = 120.000000, Volume = 339.806551
T = 130.000000, Volume = 362.789830
T = 140.000000, Volume = 385.773111
T = 150.000000, Volume = 408.756391
T = 160.000000, Volume = 431.739699
T = 170.000000, Volume = 454.723106
T = 180.000000, Volume = 477.706533
T = 190.000000, Volume = 500.689962
T = 200.000000, Volume = 523.673393
T = 210.000000, Volume = 546.656849
T = 220.000000, Volume = 569.640315
T = 230.000000, Volume = 592.623783
T = 240.000000, Volume = 615.607254
T = 250.000000, Volume = 638.590726
T = 260.000000, Volume = 661.574201
T = 270.000000, Volume = 684.557678
T = 280.000000, Volume = 707.541156
inflow volume is 707.541156 gallons
simulation time is 280.000000 s
wall clock time is 44.839730 s
[0.047426378340953583, 0.082614321217788889, 0.11340698827274205, 0.74503160058834272, 24.562760616184995, 6.3387922246056929, 3.8683035414237583, 4.500292319362055, 8.2039473652266786, 4.2377940566453631, 2.8471544969486984, 2.9324358957778673, 2.8068370797028277, 2.6015967474395354, 2.6114233560098308, 6.8766952967744963, 6.616327920212683, 5.1914111906422855, 5.4885742036817424, 5.2570007111949213, 3.5783474802558652, 3.6745337158686375, 3.7597934607429355, 3.7789249104815812, 3.9173011323308384, 3.9549689123001035, 4.1111805057342448, 4.1673614721959451]
[ 24.07289245 24.11456411 16.72415454 9.21868646 9.05417467
8.89227479 4.72892597 1.12264348 0.95908334 0.79570764
0.62983241 0.5207601 0.51781837 0.51323883 5.69327324
12.9797754 20.43022981]
max arrival time is 278.696000
sample # 46
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 2, 3, 2, 2, 2, 2, 3, 3, 3, 3, 2, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681184
T = 120.000000, Volume = 359.664297
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630529
T = 150.000000, Volume = 428.613646
T = 160.000000, Volume = 451.596764
T = 170.000000, Volume = 474.579930
T = 180.000000, Volume = 497.563182
T = 190.000000, Volume = 520.546441
T = 200.000000, Volume = 543.529700
T = 210.000000, Volume = 566.513041
T = 220.000000, Volume = 589.496475
T = 230.000000, Volume = 612.479941
T = 240.000000, Volume = 635.463405
T = 250.000000, Volume = 658.446930
T = 260.000000, Volume = 681.430527
T = 270.000000, Volume = 704.414138
T = 280.000000, Volume = 727.397739
T = 290.000000, Volume = 750.381436
T = 300.000000, Volume = 773.365196
T = 310.000000, Volume = 796.348985
T = 320.000000, Volume = 819.332780
T = 330.000000, Volume = 842.316576
inflow volume is 842.316576 gallons
simulation time is 330.000000 s
wall clock time is 64.341094 s
[0.047423825260593792, 0.081592919880174392, 0.86368069000551706, 1.6302111681638236, 1.9550080719894851, 7.7192326782044081, 5.247693510596501, 2.7453440641654812, 2.8529759828756833, 2.9744431321443492, 3.0978384945908286, 3.171252466786485, 3.3030059221536905, 3.0750355985108597, 2.9201987114615529, 2.932610567243862, 7.7939236269988239, 6.7384759685465676, 4.7999222633543388, 6.0150296663263747, 8.11848043185792, 3.2901975635615233, 3.2333707122378073, 5.1912186793231694, 7.7453702906284327, 5.0918078050841649, 5.0827781372993677, 7.4757506440155925, 7.6878069015247315, 5.7101608733209437, 5.7662372272652105, 5.6909745729912355, 5.701272893842634]
[ 36.8927984 36.93413761 36.78680834 29.58359764 29.42793067
29.2771986 29.12639618 28.97552329 21.65607835 14.22143887
7.21343574 2.40136355 1.07527895 0.04967793 25.32698192
33.19611675 0.04967793 17.94764527 10.45686032 4.97511876]
max arrival time is 301.568000
sample # 47
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 3, 3, 2, 2, 2, 3, 2, 2, 2, 3, 2, 2, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890512
T = 80.000000, Volume = 247.873579
T = 90.000000, Volume = 270.856762
T = 100.000000, Volume = 293.839997
T = 110.000000, Volume = 316.823273
T = 120.000000, Volume = 339.806551
T = 130.000000, Volume = 362.789830
T = 140.000000, Volume = 385.773112
T = 150.000000, Volume = 408.756396
T = 160.000000, Volume = 431.739680
T = 170.000000, Volume = 454.722964
T = 180.000000, Volume = 477.706295
T = 190.000000, Volume = 500.689712
T = 200.000000, Volume = 523.673143
T = 210.000000, Volume = 546.656576
T = 220.000000, Volume = 569.640010
T = 230.000000, Volume = 592.623476
T = 240.000000, Volume = 615.606946
T = 250.000000, Volume = 638.590417
T = 260.000000, Volume = 661.573889
T = 270.000000, Volume = 684.557367
T = 280.000000, Volume = 707.540940
T = 290.000000, Volume = 730.524555
T = 300.000000, Volume = 753.508175
inflow volume is 753.508175 gallons
simulation time is 300.000000 s
wall clock time is 52.008677 s
[0.047426378340953583, 0.082614321215238207, 0.11340690871273104, 0.74502974267612476, 24.562752079389902, 6.3387831247329469, 3.8682990946751521, 4.5002927929501491, 8.2039526660676199, 4.2377996913033202, 2.8471453622439138, 2.930462221946033, 2.9993654550486348, 3.1839576096565918, 2.8875872847519375, 2.7708289257028436, 2.7898823768643637, 8.299932214411804, 5.9746757678002416, 5.4337317395140818, 5.6699404570552918, 4.9613382389935614, 3.8285642060132163, 3.5832486137750181, 3.3802132114703309, 3.3897398830776599, 7.6119070406902374, 7.8361409886790154, 5.9465997542025999, 6.1916608608266035]
[ 29.92345891 29.96499482 22.66315772 15.24963705 15.08809068
14.93239093 14.77528762 7.25430499 7.08569655 6.92923695
7.69793019 3.38666675 0.74427011 0.46540483 26.3245351
11.02667292 18.9643686 5.27615873]
max arrival time is 299.944000
sample # 48
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.948857
T = 200.000000, Volume = 602.847540
T = 210.000000, Volume = 625.514667
inflow volume is 625.514667 gallons
simulation time is 210.000000 s
wall clock time is 28.775931 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280079364543, 55.515477699784604, 135.47307581498097, 97.368314373855526, 92.963523737872563, 54.278553367795659, 101.83768491554075, 64.186753336782914, 87.095945892762629, 106.27975804060229, 126.29173936328725, 35.038399591566638, 126.8068864079294, 45.107773485158653, 75.672013658759312, 12.665409466321409]
[ 113.01333586 3.53900166 3.10015863 2.82114861 2.672349
2.84825854 2.50751951 5.09035416 6.81277033 8.30522008
9.11393801 9.86564302 10.26801455 9.85222554 9.85222554]
max arrival time is 208.944000
sample # 49
generating random trees starting with spine of 15 nodes and adding 9 branches
[1, 3, 3, 3, 3, 2, 3, 3, 2, 3, 3, 2, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 954.408937 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584994
T = 90.000000, Volume = 260.568263
T = 100.000000, Volume = 283.551532
T = 110.000000, Volume = 306.534838
T = 120.000000, Volume = 329.518236
T = 130.000000, Volume = 352.501648
T = 140.000000, Volume = 375.485061
T = 150.000000, Volume = 398.468549
T = 160.000000, Volume = 421.452124
T = 170.000000, Volume = 444.435718
T = 180.000000, Volume = 467.419313
T = 190.000000, Volume = 490.402908
T = 200.000000, Volume = 513.386493
T = 210.000000, Volume = 536.370207
T = 220.000000, Volume = 559.353976
T = 230.000000, Volume = 582.337748
T = 240.000000, Volume = 605.321518
T = 250.000000, Volume = 628.305412
T = 260.000000, Volume = 651.289360
T = 270.000000, Volume = 674.273317
T = 280.000000, Volume = 697.257276
T = 290.000000, Volume = 720.241234
T = 300.000000, Volume = 743.225211
T = 310.000000, Volume = 766.209286
T = 320.000000, Volume = 789.193413
T = 330.000000, Volume = 812.177545
T = 340.000000, Volume = 835.161708
T = 350.000000, Volume = 858.145957
T = 360.000000, Volume = 881.130261
T = 370.000000, Volume = 904.114583
T = 380.000000, Volume = 927.098910
T = 390.000000, Volume = 950.083221
T = 400.000000, Volume = 973.067591
inflow volume is 973.067591 gallons
simulation time is 400.000000 s
wall clock time is 94.489787 s
[0.049856082367722064, 0.086974592703274428, 0.39088414059231535, 5.0801858752210345, 6.2838931111054093, 2.0274109348329721, 4.6554835182921064, 6.1794089615791119, 2.1557096584544415, 2.1658531237511931, 6.4266985160288792, 6.2436459328974712, 4.0464190653768854, 5.0214048125747084, 7.7277602946719526, 4.8820252370404118, 4.9011091901200263, 4.6688972376966129, 4.6806319356766668, 7.0053972467380516, 6.6291125271151188, 4.5116508709017182, 4.5121829097449613, 7.5763875329799291, 6.0011547031984307, 5.3413356845165803, 5.1171280696241759, 5.1279001389175871, 6.4220429237781378, 8.2314133414681159, 4.998214555773755, 4.9433537279560342, 6.7633857872841965, 8.6383057079434593, 5.7073195890222603, 5.6763966151664373, 5.5615437742377711, 5.5744636552653715, 8.1554909872336978, 7.5254052101832549]
[ 6.14866097e+01 5.48830555e+01 4.80727437e+01 4.12340995e+01
3.43614662e+01 3.42121810e+01 2.73321658e+01 2.04012958e+01
2.02509381e+01 1.32872778e+01 6.24834434e+00 6.74844045e+00
2.44909206e+00 4.96471458e-02 3.07570863e+01 9.76220247e+00
4.76362035e+00 1.67620706e+01 3.77795863e+01 5.82568896e+01
4.46346793e+01 2.38523904e+01 5.14587975e+01]
max arrival time is 399.632000
sample # 50
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 2, 3, 2, 3, 2, 3, 3, 2, 3, 3, 3, 2, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873587
T = 90.000000, Volume = 270.856659
T = 100.000000, Volume = 293.839730
T = 110.000000, Volume = 316.822937
T = 120.000000, Volume = 339.806182
T = 130.000000, Volume = 362.789430
T = 140.000000, Volume = 385.772679
T = 150.000000, Volume = 408.755929
T = 160.000000, Volume = 431.739215
T = 170.000000, Volume = 454.722617
T = 180.000000, Volume = 477.706041
T = 190.000000, Volume = 500.689465
T = 200.000000, Volume = 523.672942
T = 210.000000, Volume = 546.656521
T = 220.000000, Volume = 569.640125
T = 230.000000, Volume = 592.623731
T = 240.000000, Volume = 615.607337
T = 250.000000, Volume = 638.590931
T = 260.000000, Volume = 661.574623
T = 270.000000, Volume = 684.558382
T = 280.000000, Volume = 707.542164
T = 290.000000, Volume = 730.525937
T = 300.000000, Volume = 753.509805
T = 310.000000, Volume = 776.493744
T = 320.000000, Volume = 799.477704
T = 330.000000, Volume = 822.461658
T = 340.000000, Volume = 845.445700
T = 350.000000, Volume = 868.429808
T = 360.000000, Volume = 891.413947
T = 370.000000, Volume = 914.398096
inflow volume is 914.398096 gallons
simulation time is 370.000000 s
wall clock time is 82.754024 s
[0.047426374188953041, 0.082611245389228913, 0.11314541433359658, 0.74202856752294499, 24.55281801899616, 6.3345624617773613, 4.1960803301006147, 4.3455796661662802, 4.3579696481472876, 5.6971498128645512, 8.8841417546196144, 4.6029638732393217, 4.8053092477429233, 4.6653409156001562, 4.6765473952350716, 7.5932609113255785, 6.6173723223691896, 4.501973435617515, 5.0068661945772579, 8.3300113523237478, 4.7785021365822278, 5.355695723108842, 5.1134656927034907, 5.1248729359361782, 7.0238422140645982, 7.5948853238031715, 4.9548811510189914, 4.9500851191877473, 7.644931511748795, 7.2781942813927332, 5.0592748927576823, 5.080867386908948, 8.1379259312447285, 7.2547548655409404, 5.949324502938488, 5.6756692093918835, 5.6867441437060542]
[ 5.06637270e+01 5.07046831e+01 4.37082456e+01 4.35591773e+01
3.64599118e+01 3.63075075e+01 2.91028886e+01 2.17869095e+01
2.16275924e+01 1.42057293e+01 7.17403423e+00 2.77241489e+00
7.32579279e-01 4.07988033e-02 4.72163993e+01 4.00197017e+01
4.07988033e-02 4.93337319e+00 3.27156137e+01 1.79276982e+01
2.54531110e+01 1.04450520e+01]
max arrival time is 349.032000
sample # 51
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 3, 2, 3, 2, 2, 3, 2, 3, 2, 3, 2, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873587
T = 90.000000, Volume = 270.856659
T = 100.000000, Volume = 293.839730
T = 110.000000, Volume = 316.822937
T = 120.000000, Volume = 339.806182
T = 130.000000, Volume = 362.789430
T = 140.000000, Volume = 385.772682
T = 150.000000, Volume = 408.755949
T = 160.000000, Volume = 431.739233
T = 170.000000, Volume = 454.722517
T = 180.000000, Volume = 477.705845
T = 190.000000, Volume = 500.689259
T = 200.000000, Volume = 523.672690
T = 210.000000, Volume = 546.656122
T = 220.000000, Volume = 569.639555
T = 230.000000, Volume = 592.622978
T = 240.000000, Volume = 615.606511
T = 250.000000, Volume = 638.590111
T = 260.000000, Volume = 661.573723
T = 270.000000, Volume = 684.557337
T = 280.000000, Volume = 707.540950
T = 290.000000, Volume = 730.524567
T = 300.000000, Volume = 753.508286
T = 310.000000, Volume = 776.492064
T = 320.000000, Volume = 799.475858
T = 330.000000, Volume = 822.459655
T = 340.000000, Volume = 845.443451
inflow volume is 845.443451 gallons
simulation time is 340.000000 s
wall clock time is 66.909350 s
[0.047426374188953041, 0.082611245386469384, 0.11314533256601472, 0.74202648705298846, 24.552806631431405, 6.3345434858249785, 4.1960602620720655, 4.3455598821678301, 4.35795050657459, 5.6971176903425382, 8.8833908527502423, 4.6005720319278893, 5.1044722561836604, 5.2945272643109424, 3.5642704424688034, 2.781154327123522, 2.7928592636255787, 8.2340822204219162, 5.7903826415529007, 5.2941178284831061, 5.1359321616746474, 5.144390260248044, 6.7466221001100859, 7.6803958628433033, 5.3044501704443672, 5.5379788684297875, 5.4055817299042195, 5.4132790845945786, 8.2024190482648969, 6.9645960096174075, 5.8444479275428698, 5.6889350163591521, 5.6879184280769817, 7.3577975344335522]
[ 36.90339308 36.94483734 29.75313412 29.61494245 22.37000384
22.26427804 22.19484083 15.04998783 14.93616886 9.41571367
10.41634944 7.42381873 8.39361034 7.37725956 25.99616789
7.739887 7.37725956 33.3589415 11.43190567 18.64335731]
max arrival time is 339.384000
sample # 52
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 3, 2, 3, 3, 2, 3, 3, 2, 2, 2, 2, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873587
T = 90.000000, Volume = 270.856659
T = 100.000000, Volume = 293.839730
T = 110.000000, Volume = 316.822937
T = 120.000000, Volume = 339.806200
T = 130.000000, Volume = 362.789477
T = 140.000000, Volume = 385.772764
T = 150.000000, Volume = 408.756160
T = 160.000000, Volume = 431.739582
T = 170.000000, Volume = 454.723006
T = 180.000000, Volume = 477.706431
T = 190.000000, Volume = 500.689856
T = 200.000000, Volume = 523.673335
T = 210.000000, Volume = 546.656918
T = 220.000000, Volume = 569.640519
T = 230.000000, Volume = 592.624116
T = 240.000000, Volume = 615.607778
T = 250.000000, Volume = 638.591538
T = 260.000000, Volume = 661.575320
T = 270.000000, Volume = 684.559105
T = 280.000000, Volume = 707.542892
T = 290.000000, Volume = 730.526707
T = 300.000000, Volume = 753.510530
T = 310.000000, Volume = 776.494355
T = 320.000000, Volume = 799.478183
T = 330.000000, Volume = 822.462012
T = 340.000000, Volume = 845.445840
inflow volume is 845.445840 gallons
simulation time is 340.000000 s
wall clock time is 66.987254 s
[0.047426374188953041, 0.082611249756067429, 0.11314616151073117, 0.74203550117143446, 24.552829530390234, 6.3345710000627653, 4.1960936832182432, 4.34570177483418, 4.3603995111243012, 5.7037056185033599, 8.6861609601624021, 2.6998584998004147, 2.4855395204674506, 5.7386220327159938, 6.5275216582204427, 4.9433934836661253, 4.8501065105235464, 4.8208512341019008, 5.42248349116577, 7.5765169233807956, 4.711624296450224, 4.6524182401039109, 6.1807912375413849, 7.4163312768296219, 5.0781148868545003, 5.7001472142291414, 5.8780839955559001, 4.39952428773808, 3.9865066044108555, 3.9299804237352602, 4.0719404109668575, 3.6650193740672088, 3.6648941084943294, 6.0546717351912251]
[ 38.19157368 38.23306878 31.0725917 30.92791503 23.68695031
16.33687126 16.62432701 11.35995268 7.89900557 9.18203493
9.78640152 10.41548411 10.71503211 10.31889858 34.66062334
27.31763456 10.31889858 13.04643732 20.02319659 7.7969055 ]
max arrival time is 338.832000
sample # 53
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 3, 2, 2, 3, 3, 2, 2, 2, 2, 3, 3, 2, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567965
T = 100.000000, Volume = 283.551068
T = 110.000000, Volume = 306.534229
T = 120.000000, Volume = 329.517459
T = 130.000000, Volume = 352.500704
T = 140.000000, Volume = 375.483948
T = 150.000000, Volume = 398.467294
T = 160.000000, Volume = 421.450745
T = 170.000000, Volume = 444.434200
T = 180.000000, Volume = 467.417658
T = 190.000000, Volume = 490.401117
T = 200.000000, Volume = 513.384578
T = 210.000000, Volume = 536.368041
T = 220.000000, Volume = 559.351507
T = 230.000000, Volume = 582.334974
T = 240.000000, Volume = 605.318442
T = 250.000000, Volume = 628.301909
T = 260.000000, Volume = 651.285425
T = 270.000000, Volume = 674.269018
T = 280.000000, Volume = 697.252631
T = 290.000000, Volume = 720.236236
T = 300.000000, Volume = 743.219916
T = 310.000000, Volume = 766.203686
T = 320.000000, Volume = 789.187478
T = 330.000000, Volume = 812.171274
T = 340.000000, Volume = 835.155071
inflow volume is 835.155071 gallons
simulation time is 340.000000 s
wall clock time is 67.268715 s
[0.049854418493500835, 0.085629053377223555, 0.38645281168230744, 5.0638881253027384, 6.9498622639605543, 2.1553156427410318, 2.6351866871716356, 2.4365330570238219, 2.2988108000136371, 2.3108818705329432, 7.015859853749733, 6.0176949418504728, 4.1786976445424919, 5.3676346405593041, 5.8838552672488138, 2.7574076783097103, 3.1784460133147143, 3.2254137962754772, 3.3775347289950193, 3.479885646398464, 3.4665263780769529, 3.6386357168480625, 3.2422357855847279, 3.219871485278532, 4.5317610700475521, 8.588071302532752, 5.2082598108142628, 5.1078028435821023, 6.8245145108604435, 7.6444183554006946, 5.5807299861463715, 5.8515083774193544, 5.7011845075258627, 5.6959108049838845]
[ 36.90254156 29.89534431 29.7398697 29.58928113 22.27859535
14.85288142 14.69015921 14.53260454 14.37497256 14.21726338
7.43178986 2.31111869 0.57078955 0.04846632 10.4577068
33.50570876 5.11905081 18.57463241 25.94513568 0.04846632]
max arrival time is 313.560000
sample # 54
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 3, 3, 2, 2, 2, 2, 2, 2, 3, 2, 2, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584993
T = 90.000000, Volume = 260.568232
T = 100.000000, Volume = 283.551474
T = 110.000000, Volume = 306.534719
T = 120.000000, Volume = 329.517987
T = 130.000000, Volume = 352.501266
T = 140.000000, Volume = 375.484547
T = 150.000000, Volume = 398.467830
T = 160.000000, Volume = 421.451116
T = 170.000000, Volume = 444.434403
T = 180.000000, Volume = 467.417692
T = 190.000000, Volume = 490.400983
T = 200.000000, Volume = 513.384275
T = 210.000000, Volume = 536.367566
T = 220.000000, Volume = 559.350897
T = 230.000000, Volume = 582.334321
T = 240.000000, Volume = 605.317760
T = 250.000000, Volume = 628.301201
T = 260.000000, Volume = 651.284642
T = 270.000000, Volume = 674.268113
T = 280.000000, Volume = 697.251590
T = 290.000000, Volume = 720.235025
inflow volume is 720.235025 gallons
simulation time is 290.000000 s
wall clock time is 46.286322 s
[0.049856079767659101, 0.086971965059140358, 0.39085391655152102, 5.0797061673661279, 6.2810251844069889, 2.0199053137050131, 4.646192586099863, 6.8113922681605876, 4.4303855484043284, 4.7691989761808724, 5.016026264688775, 3.1632246907702499, 3.0567572789688264, 3.0481502278245132, 3.2138730427991073, 3.3065262323039368, 3.3015454636298731, 3.469646549129676, 3.212774937563553, 3.0697538825545445, 3.0802909204893658, 8.0392933254440493, 6.7182161193654242, 5.7017762095572042, 5.9767659291584048, 5.3185658035756012, 4.1376638235600049, 4.1503928285820351, 6.8094907141454781]
[ 32.74078766 26.64803127 21.136725 20.56223264 19.97972873
19.45499947 19.12924004 19.04773446 19.1270405 18.35150181
18.11476758 17.98122388 17.94686649 17.94133385 29.39406196
18.68183715 23.28806834]
max arrival time is 286.136000
sample # 55
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 3, 2, 2, 3, 2, 3, 3, 3, 2, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873589
T = 90.000000, Volume = 270.856668
T = 100.000000, Volume = 293.839775
T = 110.000000, Volume = 316.822881
T = 120.000000, Volume = 339.805994
T = 130.000000, Volume = 362.789223
T = 140.000000, Volume = 385.772475
T = 150.000000, Volume = 408.755727
T = 160.000000, Volume = 431.738980
T = 170.000000, Volume = 454.722233
T = 180.000000, Volume = 477.705545
T = 190.000000, Volume = 500.688962
T = 200.000000, Volume = 523.672389
T = 210.000000, Volume = 546.655816
T = 220.000000, Volume = 569.639315
T = 230.000000, Volume = 592.622897
T = 240.000000, Volume = 615.606501
T = 250.000000, Volume = 638.590095
T = 260.000000, Volume = 661.573781
T = 270.000000, Volume = 684.557535
T = 280.000000, Volume = 707.541319
T = 290.000000, Volume = 730.525107
T = 300.000000, Volume = 753.508896
T = 310.000000, Volume = 776.492681
T = 320.000000, Volume = 799.476556
T = 330.000000, Volume = 822.460495
T = 340.000000, Volume = 845.444461
inflow volume is 845.444461 gallons
simulation time is 340.000000 s
wall clock time is 67.948065 s
[0.047426374188953041, 0.082610882662013344, 0.11313871638978837, 0.74200486539975974, 24.552685900065608, 6.3320812209459154, 4.2245391955347067, 4.8802776686669169, 4.4059552729090425, 2.4595196841844649, 2.4606854775397502, 5.1334891389424495, 7.2833086853982438, 4.8258314794125328, 4.8945452643375287, 4.82017990758085, 4.8334902526073753, 8.3476504068414901, 4.6918385176975059, 4.6536198124369088, 5.986392001336041, 8.386591145466312, 4.8409753530611752, 4.7969483205428434, 6.7077294579794122, 8.2178037671875988, 5.6047696186075742, 5.510914391650596, 5.4019392378348554, 5.4096049654971408, 8.2455201498956772, 7.6220110895315347, 5.8877345103708327, 6.1316801497457281]
[ 43.81965796 43.86081081 36.76891981 36.61686887 36.46962049
29.27904143 29.12355747 21.83077956 14.42872797 6.92145721
6.86198237 2.99419702 0.60570938 0.46983595 40.32360919
10.68253081 25.48645285 32.88322314 18.1366134 4.82936909]
max arrival time is 338.936000
sample # 56
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 3, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873589
T = 90.000000, Volume = 270.856668
T = 100.000000, Volume = 293.839776
T = 110.000000, Volume = 316.822885
T = 120.000000, Volume = 339.805997
T = 130.000000, Volume = 362.789110
T = 140.000000, Volume = 385.772225
T = 150.000000, Volume = 408.755343
T = 160.000000, Volume = 431.738462
T = 170.000000, Volume = 454.721584
T = 180.000000, Volume = 477.704707
T = 190.000000, Volume = 500.687833
T = 200.000000, Volume = 523.670961
T = 210.000000, Volume = 546.654090
T = 220.000000, Volume = 569.637222
T = 230.000000, Volume = 592.620356
T = 240.000000, Volume = 615.603491
T = 250.000000, Volume = 638.586679
inflow volume is 638.586679 gallons
simulation time is 250.000000 s
wall clock time is 33.008262 s
[0.047426374188953041, 0.082610875826637939, 0.11313739513795951, 0.74199003895046911, 24.552642278004022, 6.3320088414824092, 4.2244275924060766, 4.8792532438369216, 4.42113344702208, 2.9213738669069316, 3.006022659644827, 3.159685359651494, 3.1562197871430788, 3.3155130015926373, 3.4204966918909783, 3.480634052705172, 3.4943610269116117, 3.6769824929451032, 3.6721153339431103, 3.8223384211107847, 3.925039952868584, 3.9291580248278568, 4.0731371821432329, 4.1125931246231824, 7.8465780852679723]
[ 30.87428898 30.9164861 23.94620688 23.7800744 23.61435549
23.45985744 23.51663893 24.01129046 24.77763652 25.60917056
26.41349378 27.14273326 27.68376832 27.89066246 27.36174352]
max arrival time is 243.632000
sample # 57
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 2, 2, 3, 3, 3, 3, 3, 2, 3, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 260.322324
T = 80.000000, Volume = 283.305381
T = 90.000000, Volume = 306.288454
T = 100.000000, Volume = 329.271529
T = 110.000000, Volume = 352.254695
T = 120.000000, Volume = 375.237944
T = 130.000000, Volume = 398.221192
T = 140.000000, Volume = 421.204435
T = 150.000000, Volume = 444.187795
T = 160.000000, Volume = 467.171215
T = 170.000000, Volume = 490.154639
T = 180.000000, Volume = 513.138059
T = 190.000000, Volume = 536.121602
T = 200.000000, Volume = 559.105196
T = 210.000000, Volume = 582.088797
T = 220.000000, Volume = 605.072401
T = 230.000000, Volume = 628.056121
T = 240.000000, Volume = 651.039894
T = 250.000000, Volume = 674.023677
T = 260.000000, Volume = 697.007462
T = 270.000000, Volume = 719.991247
T = 280.000000, Volume = 742.975055
T = 290.000000, Volume = 765.958955
T = 300.000000, Volume = 788.942908
T = 310.000000, Volume = 811.926874
T = 320.000000, Volume = 834.910843
inflow volume is 834.910843 gallons
simulation time is 320.000000 s
wall clock time is 63.927855 s
[0.047423818747494136, 0.081588047816702647, 0.86240966053141666, 2.7225070939897584, 2.6719432790038637, 2.7694747800456754, 7.5404684245793598, 6.6943870608383342, 4.2522931996721187, 4.2011484604368423, 7.5806879126848576, 4.364053894856613, 4.3295584577979316, 5.8067813769773542, 7.353847692946446, 4.5077137305607691, 4.4974148467584509, 6.8705150028974087, 6.9779417503912011, 4.642316101131402, 4.6429058075861764, 7.6364698813140723, 6.1463478453485676, 5.4568373784566271, 5.260708446534581, 5.2689933953517718, 6.5149329410024821, 8.3165117232173795, 5.4306016179233501, 5.9269651757284016, 6.1162522624419271, 5.0809305741865822]
[ 44.25773669 44.29899775 44.15798039 44.0178297 37.01627136
29.93942529 22.78331082 15.53930032 8.22140623 8.03210321
2.91029179 0.74308163 0.50059043 0.58121598 40.51499452
33.47288719 4.86951938 19.15889215 26.35597747 11.87143029]
max arrival time is 317.664000
sample # 58
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 3, 2, 2, 2, 2, 2, 3, 2, 2, 3, 2, 3, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873589
T = 90.000000, Volume = 270.856668
T = 100.000000, Volume = 293.839776
T = 110.000000, Volume = 316.822885
T = 120.000000, Volume = 339.805997
T = 130.000000, Volume = 362.789110
T = 140.000000, Volume = 385.772225
T = 150.000000, Volume = 408.755342
T = 160.000000, Volume = 431.738459
T = 170.000000, Volume = 454.721577
T = 180.000000, Volume = 477.704766
T = 190.000000, Volume = 500.688018
T = 200.000000, Volume = 523.671281
T = 210.000000, Volume = 546.654546
T = 220.000000, Volume = 569.637815
T = 230.000000, Volume = 592.621114
T = 240.000000, Volume = 615.604413
T = 250.000000, Volume = 638.587720
T = 260.000000, Volume = 661.571122
T = 270.000000, Volume = 684.554564
T = 280.000000, Volume = 707.538010
T = 290.000000, Volume = 730.521458
T = 300.000000, Volume = 753.504905
inflow volume is 753.504905 gallons
simulation time is 300.000000 s
wall clock time is 51.909777 s
[0.047426374188953041, 0.082610875826637939, 0.11313739520794552, 0.741990091763853, 24.552643906207344, 6.3320206378063348, 4.2244581953618514, 4.8793012606854731, 4.4211933595532908, 2.9214369291999041, 3.0060833823287987, 3.1597435157597475, 3.1563565178814112, 3.3178500753995008, 3.0194962579991897, 2.9238215803476648, 3.1989444610207465, 8.8685515383556961, 6.1247624588155709, 5.6183309805284596, 5.8477283380755614, 4.8966655586702412, 3.4418014619497805, 3.3994680824906056, 7.0642690244944637, 7.9919640414356703, 5.8359641148812011, 5.728400242407325, 5.7135805028951197, 6.6902418434395896]
[ 23.4000063 22.74143495 15.32795912 15.16515949 15.00759899
14.85025937 14.69288804 14.54612927 7.06910814 7.03530049
8.13677752 2.85485262 6.21555588 0.52623183 5.57804929
0.52623183 10.81026885 19.04605698]
max arrival time is 299.968000
sample # 59
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 2, 3, 3, 2, 3, 3, 2, 3, 3, 2, 3, 2, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890512
T = 80.000000, Volume = 247.873579
T = 90.000000, Volume = 270.856762
T = 100.000000, Volume = 293.839997
T = 110.000000, Volume = 316.823273
T = 120.000000, Volume = 339.806549
T = 130.000000, Volume = 362.789826
T = 140.000000, Volume = 385.773115
T = 150.000000, Volume = 408.756503
T = 160.000000, Volume = 431.739922
T = 170.000000, Volume = 454.723342
T = 180.000000, Volume = 477.706793
T = 190.000000, Volume = 500.690365
T = 200.000000, Volume = 523.673965
T = 210.000000, Volume = 546.657567
T = 220.000000, Volume = 569.641169
T = 230.000000, Volume = 592.624765
T = 240.000000, Volume = 615.608436
T = 250.000000, Volume = 638.592196
T = 260.000000, Volume = 661.575975
T = 270.000000, Volume = 684.559740
T = 280.000000, Volume = 707.543598
T = 290.000000, Volume = 730.527536
T = 300.000000, Volume = 753.511496
T = 310.000000, Volume = 776.495462
T = 320.000000, Volume = 799.479428
T = 330.000000, Volume = 822.463386
T = 340.000000, Volume = 845.447435
T = 350.000000, Volume = 868.431548
T = 360.000000, Volume = 891.415690
T = 370.000000, Volume = 914.399840
inflow volume is 914.399840 gallons
simulation time is 370.000000 s
wall clock time is 83.084999 s
[0.047426378340953583, 0.082614325674272918, 0.11340778696068715, 0.74503992144591269, 24.562780508747117, 6.3388184622023021, 3.8683404490084525, 4.5003602377755447, 8.2042376527805079, 4.2400670544728518, 2.7058791854848341, 2.4587190315872407, 2.470731312694296, 5.8399329983191217, 7.2828227153763221, 4.3780546585771676, 4.357361747627559, 7.9007749123487621, 6.0358005760447364, 5.1957899493952446, 4.9658915861186914, 4.9769888594946101, 6.4172493416241796, 7.700014635308488, 4.8171942658333364, 4.8030235663171981, 7.1225138988303147, 6.7153400496152305, 5.4112809998293008, 5.4887513210265571, 5.408346842148922, 5.4176939502648302, 8.5463921422348292, 6.9453926492896576, 5.8606915383961047, 5.6977419022277696, 5.7045288294212888]
[ 5.06853806e+01 5.07263357e+01 4.37296095e+01 3.66262101e+01
3.64738549e+01 2.92692624e+01 2.19529362e+01 2.17936579e+01
1.43710064e+01 6.83108054e+00 6.83078829e+00 2.84718417e+00
5.87892344e-01 4.16502082e-02 2.56194688e+01 1.80935047e+01
1.06099241e+01 4.81825102e+00 4.72380858e+01 3.28821509e+01
4.01858590e+01 4.16502082e-02]
max arrival time is 346.424000
sample # 60
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 2, 3, 2, 2, 3, 3, 3, 2, 2, 3, 2, 2, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681183
T = 120.000000, Volume = 359.664293
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630644
T = 150.000000, Volume = 428.613927
T = 160.000000, Volume = 451.597211
T = 170.000000, Volume = 474.580517
T = 180.000000, Volume = 497.563927
T = 190.000000, Volume = 520.547354
T = 200.000000, Volume = 543.530782
T = 210.000000, Volume = 566.514255
T = 220.000000, Volume = 589.497833
T = 230.000000, Volume = 612.481439
T = 240.000000, Volume = 635.465049
T = 250.000000, Volume = 658.448659
T = 260.000000, Volume = 681.432296
T = 270.000000, Volume = 704.415941
T = 280.000000, Volume = 727.399578
T = 290.000000, Volume = 750.383293
T = 300.000000, Volume = 773.367060
T = 310.000000, Volume = 796.350851
inflow volume is 796.350851 gallons
simulation time is 310.000000 s
wall clock time is 57.475267 s
[0.047423825260593792, 0.081592919918853951, 0.86368082410017333, 1.6302150101601534, 1.9550322940033913, 7.7192796532044676, 5.247737858453422, 2.7453759646771858, 2.8540571574943394, 2.9039543411296092, 2.6032507302359105, 2.6169870593632223, 5.5383352646839761, 6.8370151740727989, 2.8173417428301097, 2.7913492876004784, 6.8724213778790997, 6.0457798113999637, 4.6450755522381177, 5.1980511925553179, 8.3219845794112519, 5.0509539985857117, 5.5954796211629656, 5.8271839754339227, 4.8470714495249165, 3.3891702383155629, 3.3795692899015424, 6.8885414999899597, 8.6497280584612781, 5.8175238783683563, 6.1425310641027684]
[ 36.90912454 36.95047186 36.80323334 29.60732127 29.45205444
29.30163136 22.00127685 14.59071673 7.07229915 6.90514924
7.11126217 3.32589834 0.74086057 0.46853976 18.3032388
33.21471743 25.66123704 10.84035722 4.92969321]
max arrival time is 309.632000
sample # 61
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 2, 2, 2, 2, 3, 3, 2, 3, 2, 2, 2, 2, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 320.308948
T = 100.000000, Volume = 346.391677
T = 110.000000, Volume = 369.154342
T = 120.000000, Volume = 392.137423
T = 130.000000, Volume = 415.120505
T = 140.000000, Volume = 438.103689
T = 150.000000, Volume = 461.086933
T = 160.000000, Volume = 484.070193
T = 170.000000, Volume = 507.053453
T = 180.000000, Volume = 530.036713
T = 190.000000, Volume = 553.019974
T = 200.000000, Volume = 576.003362
T = 210.000000, Volume = 598.986794
T = 220.000000, Volume = 621.970233
T = 230.000000, Volume = 644.953675
T = 240.000000, Volume = 667.937128
T = 250.000000, Volume = 690.920603
T = 260.000000, Volume = 713.904082
inflow volume is 713.904082 gallons
simulation time is 260.000000 s
wall clock time is 41.046743 s
[0.047423818747494136, 0.081587452693146045, 0.86239582645459534, 2.7223168129070934, 3.2971323691351566, 3.9924201156505554, 55.492043187093522, 141.48541131815719, 81.760070796120303, 101.33850011574265, 7.5150920488332655, 4.4772206440095204, 5.1646593850841098, 8.4806564089920862, 5.0883093737866876, 5.3570275067938642, 5.1061891719857266, 5.1154051791707582, 7.2102209130859212, 7.2533246323012754, 5.4052777833842054, 5.845346255999841, 6.018999810423316, 4.1404232671561534, 4.1072503242696623, 4.5234550622324479]
[ 111.65706835 24.10257425 23.9500505 23.79707609 23.64309469
23.48898655 16.0936087 8.58286097 8.4175096 3.36891005
0.71609664 0.70638814 0.66053789 5.46062295 12.34733941
5.42001767 19.80160313]
max arrival time is 256.392000
sample # 62
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 3, 3, 3, 3, 3, 2, 2, 2, 2, 3, 3, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584994
T = 90.000000, Volume = 260.568263
T = 100.000000, Volume = 283.551532
T = 110.000000, Volume = 306.534838
T = 120.000000, Volume = 329.518236
T = 130.000000, Volume = 352.501648
T = 140.000000, Volume = 375.485061
T = 150.000000, Volume = 398.468549
T = 160.000000, Volume = 421.452122
T = 170.000000, Volume = 444.435712
T = 180.000000, Volume = 467.419288
T = 190.000000, Volume = 490.402985
T = 200.000000, Volume = 513.386718
T = 210.000000, Volume = 536.370489
T = 220.000000, Volume = 559.354264
T = 230.000000, Volume = 582.338044
T = 240.000000, Volume = 605.321853
T = 250.000000, Volume = 628.305666
T = 260.000000, Volume = 651.289481
T = 270.000000, Volume = 674.273298
T = 280.000000, Volume = 697.257116
T = 290.000000, Volume = 720.240929
T = 300.000000, Volume = 743.224787
T = 310.000000, Volume = 766.208720
T = 320.000000, Volume = 789.192683
T = 330.000000, Volume = 812.176631
T = 340.000000, Volume = 835.160659
T = 350.000000, Volume = 858.144766
T = 360.000000, Volume = 881.128906
T = 370.000000, Volume = 904.113035
T = 380.000000, Volume = 927.097237
inflow volume is 927.097237 gallons
simulation time is 380.000000 s
wall clock time is 85.602283 s
[0.049856082367722064, 0.086974594566910549, 0.39088444245404874, 5.0801887224640012, 6.2838978253849378, 2.0274117016390694, 4.6554789954760212, 6.1794021244631931, 2.1557065761214655, 2.1658620466827854, 6.4267342425118796, 6.2439555957857618, 4.0484760316252428, 5.0267736518348372, 7.7401796523198652, 4.4819832641816619, 4.1881019213358215, 5.9471188566940922, 8.7607379994003853, 5.8377365607048484, 5.2981390975642295, 5.4786538285361557, 3.7528002274969889, 3.5216081947730737, 3.531017703626401, 3.5739963213698007, 3.2313385702521797, 3.2432650715592954, 5.3290155136911723, 8.2611612477914704, 5.153345828707617, 5.1215039977134547, 7.5316085423835917, 7.6062431792695895, 5.223056121616418, 5.2458766166431587, 7.9877229344048919, 7.7488887621269376]
[ 5.53711328e+01 4.86775888e+01 4.17638420e+01 3.48149552e+01
2.78278286e+01 2.07958953e+01 2.06433635e+01 2.04975684e+01
2.03515202e+01 2.02087806e+01 1.32144176e+01 7.05529834e+00
3.10950487e+00 4.97635597e-02 5.21006227e+01 4.85107585e+00
4.52026268e+01 3.82711729e+01 3.13045872e+01 1.67075332e+01
2.42975343e+01 9.67217270e+00]
max arrival time is 379.904000
sample # 63
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 2, 3, 3, 2, 3, 2, 2, 2, 2, 2, 2, 3, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664630
T = 130.000000, Volume = 382.647880
T = 140.000000, Volume = 405.631129
T = 150.000000, Volume = 428.614398
T = 160.000000, Volume = 451.597792
T = 170.000000, Volume = 474.581218
T = 180.000000, Volume = 497.564646
T = 190.000000, Volume = 520.548077
T = 200.000000, Volume = 543.531526
T = 210.000000, Volume = 566.514992
T = 220.000000, Volume = 589.498460
T = 230.000000, Volume = 612.481930
T = 240.000000, Volume = 635.465402
T = 250.000000, Volume = 658.448876
T = 260.000000, Volume = 681.432353
T = 270.000000, Volume = 704.415831
T = 280.000000, Volume = 727.399310
T = 290.000000, Volume = 750.382788
inflow volume is 750.382788 gallons
simulation time is 290.000000 s
wall clock time is 49.767577 s
[0.047423825260593792, 0.08159329015058972, 0.86368874200172718, 1.6302575425003367, 1.957133253273668, 7.7247794825767118, 5.0541548874336177, 2.3061828926384167, 3.3007361755956994, 8.4718013708575093, 5.2970048068199844, 4.8718850529975102, 4.6749469358071325, 4.6839867920413827, 7.1999098001939208, 6.6961667010056622, 5.027807885084421, 5.462398039017291, 5.5485167618131452, 3.5735910635247987, 3.6679372598899023, 3.6927492719880761, 3.811996919766568, 3.9093430125165041, 3.9391745260507278, 4.0718531194388481, 3.7725914928123658, 3.6701703842161959, 3.957891617940815]
[ 24.01425818 24.05594087 23.90259801 16.5064595 8.99491399
8.82870887 3.66843484 1.04128528 0.87757766 0.71539697
0.58435664 0.52195399 4.37925248 0.16830204 12.75948911
0.16830204 20.21592627 5.67665895]
max arrival time is 289.976000
sample # 64
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 3, 2, 2, 3, 3, 2, 3, 2, 2, 3, 2, 2, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873589
T = 90.000000, Volume = 270.856668
T = 100.000000, Volume = 293.839775
T = 110.000000, Volume = 316.822881
T = 120.000000, Volume = 339.805994
T = 130.000000, Volume = 362.789221
T = 140.000000, Volume = 385.772502
T = 150.000000, Volume = 408.755782
T = 160.000000, Volume = 431.739084
T = 170.000000, Volume = 454.722493
T = 180.000000, Volume = 477.705919
T = 190.000000, Volume = 500.689348
T = 200.000000, Volume = 523.672776
T = 210.000000, Volume = 546.656204
T = 220.000000, Volume = 569.639704
T = 230.000000, Volume = 592.623292
T = 240.000000, Volume = 615.606899
T = 250.000000, Volume = 638.590510
T = 260.000000, Volume = 661.574122
T = 270.000000, Volume = 684.557762
T = 280.000000, Volume = 707.541408
T = 290.000000, Volume = 730.525053
T = 300.000000, Volume = 753.508785
T = 310.000000, Volume = 776.492568
T = 320.000000, Volume = 799.476363
inflow volume is 799.476363 gallons
simulation time is 320.000000 s
wall clock time is 59.998696 s
[0.047426374188953041, 0.082610882666524207, 0.11313879614006273, 0.74200672529880896, 24.552694385821209, 6.3320894561757362, 4.2245404438542797, 4.8802738214467203, 4.4059507846301544, 2.459958644844221, 2.4638021259295608, 5.1418802301068567, 6.9157278345046986, 2.6628499832177197, 2.6386674694601173, 6.6488565017078134, 6.0125315954928551, 5.192504343641076, 4.9487715382443049, 4.9570827724389002, 6.2223854171712061, 7.9573524974932326, 5.0514237027973596, 5.7395474009142751, 5.866475122856567, 4.5435970015885969, 3.3965594574907549, 3.3899089349252893, 7.6515215069101785, 6.6593349990168713, 5.8991516724927608, 6.1570345492247309]
[ 36.94960325 36.9909423 29.79441407 29.63902803 29.4890005
22.18748786 14.77400606 14.60984246 7.09329521 6.93010996
7.19020075 2.64299527 0.56619314 0.46705644 10.86201458
18.48907692 4.94384225 33.4025691 25.84825672]
max arrival time is 319.776000
sample # 65
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 2, 3, 3, 2, 2, 3, 2, 2, 2, 2, 3, 3, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664630
T = 130.000000, Volume = 382.647881
T = 140.000000, Volume = 405.631144
T = 150.000000, Volume = 428.614428
T = 160.000000, Volume = 451.597712
T = 170.000000, Volume = 474.581023
T = 180.000000, Volume = 497.564430
T = 190.000000, Volume = 520.547861
T = 200.000000, Volume = 543.531293
T = 210.000000, Volume = 566.514728
T = 220.000000, Volume = 589.498186
T = 230.000000, Volume = 612.481656
T = 240.000000, Volume = 635.465128
T = 250.000000, Volume = 658.448602
T = 260.000000, Volume = 681.432077
T = 270.000000, Volume = 704.415552
T = 280.000000, Volume = 727.399034
T = 290.000000, Volume = 750.382611
T = 300.000000, Volume = 773.366229
T = 310.000000, Volume = 796.349849
inflow volume is 796.349849 gallons
simulation time is 310.000000 s
wall clock time is 57.004208 s
[0.047423825260593792, 0.081593290146235634, 0.86368866204160943, 1.6302556782682625, 1.9571246713738504, 7.724770251244844, 5.054150340925248, 2.3061811272879118, 3.3007248173209103, 8.4714773539332917, 5.2946788585883287, 5.0517609653776532, 5.2602313906323932, 3.8945058934359187, 2.774240360233752, 2.7882207706935795, 7.1502882964797445, 6.5351982802472213, 5.3216810983829239, 5.6404407221623103, 5.3410833865339367, 3.7351001972358193, 3.8242628554791369, 3.9014743576309154, 3.7115546661442687, 3.5302279974853463, 3.5427230087625778, 7.8741812181967381, 7.22299309846992, 5.4075942654929543, 5.7903332090154134]
[ 29.80865413 29.85018764 29.69965146 22.39064959 14.96665322
14.80399132 14.64648842 7.11043188 6.9439247 6.78473182
6.66198685 7.47174261 4.95683079 0.20834232 18.68754577
0.20834232 26.0563476 10.89018691 5.10475534]
max arrival time is 309.872000
sample # 66
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 2, 2, 2, 3, 2, 3, 2, 2, 2, 2, 2, 2, 3, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 260.322324
T = 80.000000, Volume = 283.305388
T = 90.000000, Volume = 306.288497
T = 100.000000, Volume = 329.271606
T = 110.000000, Volume = 352.254716
T = 120.000000, Volume = 375.237825
T = 130.000000, Volume = 398.221021
T = 140.000000, Volume = 421.204271
T = 150.000000, Volume = 444.187527
T = 160.000000, Volume = 467.170786
T = 170.000000, Volume = 490.154054
T = 180.000000, Volume = 513.137347
T = 190.000000, Volume = 536.120642
T = 200.000000, Volume = 559.103939
T = 210.000000, Volume = 582.087238
T = 220.000000, Volume = 605.070539
T = 230.000000, Volume = 628.053842
T = 240.000000, Volume = 651.037148
T = 250.000000, Volume = 674.020454
T = 260.000000, Volume = 697.003760
T = 270.000000, Volume = 719.987041
inflow volume is 719.987041 gallons
simulation time is 270.000000 s
wall clock time is 41.764407 s
[0.047423818747494136, 0.081588040955435356, 0.86240838435327649, 2.7224936398065287, 2.6719082852331493, 2.7680763569622835, 7.5362635326581211, 5.9805640676157878, 2.9439326044848668, 2.596988795454672, 2.5974453643725028, 3.8061506516129051, 8.3237303382540251, 4.7848868629165286, 5.3978914558187556, 5.5648456057960294, 4.2655246323566525, 3.6486952650802857, 3.6344952684331648, 3.7958997201730469, 3.8570609097148147, 3.9377442338833841, 3.9964735136611997, 3.9472657292480067, 3.6669631382610088, 3.6660207220923064, 6.8651020972669103]
[ 27.92256338 27.96781408 27.89439475 27.78684898 22.38668156
21.9448755 17.66439879 17.26066546 16.98191381 16.97280859
17.07069673 17.15080592 17.18132711 16.50781129 24.72567296
16.50781129 19.26523036]
max arrival time is 265.648000
sample # 67
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 2, 3, 3, 2, 2, 3, 2, 2, 2, 2, 3, 3, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664630
T = 130.000000, Volume = 382.647881
T = 140.000000, Volume = 405.631144
T = 150.000000, Volume = 428.614428
T = 160.000000, Volume = 451.597712
T = 170.000000, Volume = 474.581023
T = 180.000000, Volume = 497.564430
T = 190.000000, Volume = 520.547861
T = 200.000000, Volume = 543.531293
T = 210.000000, Volume = 566.514728
T = 220.000000, Volume = 589.498186
T = 230.000000, Volume = 612.481656
T = 240.000000, Volume = 635.465128
T = 250.000000, Volume = 658.448602
T = 260.000000, Volume = 681.432077
T = 270.000000, Volume = 704.415552
T = 280.000000, Volume = 727.399034
T = 290.000000, Volume = 750.382611
T = 300.000000, Volume = 773.366229
T = 310.000000, Volume = 796.349849
inflow volume is 796.349849 gallons
simulation time is 310.000000 s
wall clock time is 56.918053 s
[0.047423825260593792, 0.081593290146235634, 0.86368866204160943, 1.6302556782682625, 1.9571246713738504, 7.724770251244844, 5.054150340925248, 2.3061811272879118, 3.3007248173209103, 8.4714773539332917, 5.2946788585883287, 5.0517609653776541, 5.2602313906323923, 3.8945058934359187, 2.774240360233752, 2.7882207706935795, 7.1502882964797445, 6.5351982802472213, 5.3216810983829239, 5.6404407221623103, 5.3410833865339367, 3.7351001972358193, 3.8242628554791369, 3.9014743576309154, 3.7115546661442687, 3.5302279974853463, 3.5427230087625778, 7.8741812181967381, 7.22299309846992, 5.4075942654929543, 5.7903332090154134]
[ 29.80865413 29.85018764 29.69965146 22.39064959 14.96665322
14.80399132 14.64648842 7.11043188 6.9439247 6.78473182
6.66198685 7.47174261 4.95683079 0.20834232 0.20834232
18.68754577 10.89018691 5.10475534 26.0563476 ]
max arrival time is 309.872000
sample # 68
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 3, 2, 3, 2, 3, 2, 2, 2, 3, 2, 3, 3, 2, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601759
T = 80.000000, Volume = 237.584858
T = 90.000000, Volume = 260.567993
T = 100.000000, Volume = 283.551254
T = 110.000000, Volume = 306.534529
T = 120.000000, Volume = 329.517805
T = 130.000000, Volume = 352.501082
T = 140.000000, Volume = 375.484358
T = 150.000000, Volume = 398.467711
T = 160.000000, Volume = 421.451116
T = 170.000000, Volume = 444.434540
T = 180.000000, Volume = 467.417967
T = 190.000000, Volume = 490.401398
T = 200.000000, Volume = 513.384860
T = 210.000000, Volume = 536.368324
T = 220.000000, Volume = 559.351788
T = 230.000000, Volume = 582.335251
T = 240.000000, Volume = 605.318744
T = 250.000000, Volume = 628.302331
T = 260.000000, Volume = 651.285943
T = 270.000000, Volume = 674.269556
T = 280.000000, Volume = 697.253170
T = 290.000000, Volume = 720.236774
T = 300.000000, Volume = 743.220465
T = 310.000000, Volume = 766.204223
T = 320.000000, Volume = 789.188012
T = 330.000000, Volume = 812.171789
T = 340.000000, Volume = 835.155656
inflow volume is 835.155656 gallons
simulation time is 340.000000 s
wall clock time is 68.087565 s
[0.049854422646283064, 0.085632634413019798, 0.38649130429236561, 5.065722826848531, 6.9557280809009514, 2.1657586202742327, 2.1469520088124305, 2.1538912591475725, 5.8440797228733112, 2.9753694865134563, 2.7749773864320826, 2.4419078370308491, 2.4489198365452141, 3.6252547532233437, 7.9516281029824478, 6.3826585925527448, 5.2594008004862562, 5.4177559225266929, 4.2695836359015997, 3.5235972167930516, 3.1693036629424407, 3.0638481833986431, 3.2293949563583548, 8.4233772662413795, 6.153600429819793, 5.6154328991395346, 5.422647197860015, 5.4329676789036352, 7.0612942121864544, 8.205939567507496, 5.2738418684870689, 5.2492536395622338, 7.67323745699467, 8.2703846284277791]
[ 41.87833568 34.96828971 34.84429363 27.79156052 27.65407735
20.64309728 20.47516874 20.31225937 20.1792595 13.2141749
13.10034544 7.04434586 3.13509048 0.0493514 4.84247326
16.68860818 9.63340173 24.13555238 31.29633706 38.51505483]
max arrival time is 339.656000
sample # 69
generating random trees starting with spine of 15 nodes and adding 7 branches
[1, 2, 3, 3, 3, 3, 2, 2, 2, 2, 3, 3, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 871.416855 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890512
T = 80.000000, Volume = 247.873579
T = 90.000000, Volume = 270.856762
T = 100.000000, Volume = 293.839990
T = 110.000000, Volume = 316.823230
T = 120.000000, Volume = 339.806467
T = 130.000000, Volume = 362.789851
T = 140.000000, Volume = 385.773266
T = 150.000000, Volume = 408.756683
T = 160.000000, Volume = 431.740113
T = 170.000000, Volume = 454.723676
T = 180.000000, Volume = 477.707271
T = 190.000000, Volume = 500.690870
T = 200.000000, Volume = 523.674470
T = 210.000000, Volume = 546.658090
T = 220.000000, Volume = 569.641726
T = 230.000000, Volume = 592.625364
T = 240.000000, Volume = 615.609004
T = 250.000000, Volume = 638.592646
T = 260.000000, Volume = 661.576287
T = 270.000000, Volume = 684.559923
T = 280.000000, Volume = 707.543656
T = 290.000000, Volume = 730.527439
T = 300.000000, Volume = 753.511227
T = 310.000000, Volume = 776.495013
T = 320.000000, Volume = 799.478913
T = 330.000000, Volume = 822.462869
T = 340.000000, Volume = 845.446836
T = 350.000000, Volume = 868.430802
T = 360.000000, Volume = 891.414869
inflow volume is 891.414869 gallons
simulation time is 360.000000 s
wall clock time is 76.242465 s
[0.047426378340953583, 0.082614556762900374, 0.11341242882680606, 0.74505799422768781, 24.562818423843598, 6.3396440273937289, 3.8712966976260006, 4.505834613418684, 8.2148746566461952, 4.2885596354017652, 4.0322857674218842, 5.896189876456825, 7.2443004124875907, 4.2087669355041841, 4.2030125214987688, 7.0425870591914776, 6.0075412118324873, 5.0424255304645964, 5.3020793654691509, 5.1868091705586687, 3.4024118295931736, 3.537365212543202, 3.6086112956306384, 3.4480486542337068, 3.2317064392275681, 3.2442017843072111, 7.1784429963601371, 7.1668323534639127, 5.122914698543453, 5.1228258298884892, 8.3622300105219338, 6.2321266165196603, 5.2405731905795765, 6.3196549709433993, 8.2722111038071429, 6.3524057436251704]
[ 49.58040636 49.62142942 42.66241055 35.6392619 28.55289355
21.39833986 21.24163125 21.0894753 20.93749028 20.7852081
13.61097148 7.07533554 2.80959852 2.70512918 32.08855348
17.19655221 4.86819229 9.97656085 46.13606731 24.96893896
39.14273998]
max arrival time is 358.632000
sample # 70
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 24.990096 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 71
generating random trees starting with spine of 15 nodes and adding 2 branches
[1, 2, 2, 2, 3, 2, 2, 3, 2, 2, 2, 2, 2, 2, 1, 1, 1]
../indata/fakeinp.inp
system volume is 663.936652 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 260.322324
T = 80.000000, Volume = 283.305388
T = 90.000000, Volume = 306.288497
T = 100.000000, Volume = 329.271607
T = 110.000000, Volume = 352.254719
T = 120.000000, Volume = 375.237832
T = 130.000000, Volume = 398.220946
T = 140.000000, Volume = 421.204058
T = 150.000000, Volume = 444.187282
T = 160.000000, Volume = 467.170539
T = 170.000000, Volume = 490.153799
T = 180.000000, Volume = 513.137061
T = 190.000000, Volume = 536.120337
T = 200.000000, Volume = 559.103634
T = 210.000000, Volume = 582.086933
T = 220.000000, Volume = 605.070234
T = 230.000000, Volume = 628.053537
T = 240.000000, Volume = 651.036843
T = 250.000000, Volume = 674.020149
inflow volume is 674.020149 gallons
simulation time is 250.000000 s
wall clock time is 35.900962 s
[0.047423818747494136, 0.08158804093912328, 0.86240825713748692, 2.7224906728670248, 2.671894717979808, 2.7680617292361522, 7.5362517083498046, 5.9796228623693519, 2.9407589669155669, 2.9974671334356988, 3.113393683194877, 2.7540379123277532, 2.7645758233429771, 4.7244402825953546, 8.3426471847093051, 5.0606184302188124, 5.5753680128859209, 5.7586234409367938, 4.120352742222642, 3.8204631608425239, 3.8535501632984759, 3.9312349291998969, 3.9878419532381031, 4.0750977241737498, 6.276299895838064]
[ 17.10236099 17.6070961 18.68834258 19.78528077 16.31091052
16.78595929 16.83354399 14.73714203 14.66657514 14.13102287
13.00689846 12.34183806 12.23894111 12.24085404 15.74897883
16.92239791]
max arrival time is 247.688000
sample # 72
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 3, 2, 3, 3, 2, 2, 2, 2, 2, 2, 2, 3, 2, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601759
T = 80.000000, Volume = 237.584858
T = 90.000000, Volume = 260.567993
T = 100.000000, Volume = 283.551254
T = 110.000000, Volume = 306.534527
T = 120.000000, Volume = 329.517799
T = 130.000000, Volume = 352.501135
T = 140.000000, Volume = 375.484534
T = 150.000000, Volume = 398.467954
T = 160.000000, Volume = 421.451376
T = 170.000000, Volume = 444.434800
T = 180.000000, Volume = 467.418258
T = 190.000000, Volume = 490.401717
T = 200.000000, Volume = 513.385179
T = 210.000000, Volume = 536.368642
T = 220.000000, Volume = 559.352108
T = 230.000000, Volume = 582.335576
T = 240.000000, Volume = 605.319045
T = 250.000000, Volume = 628.302517
T = 260.000000, Volume = 651.285991
T = 270.000000, Volume = 674.269466
T = 280.000000, Volume = 697.252942
T = 290.000000, Volume = 720.236406
T = 300.000000, Volume = 743.219980
T = 310.000000, Volume = 766.203542
inflow volume is 766.203542 gallons
simulation time is 310.000000 s
wall clock time is 53.498693 s
[0.049854422646283057, 0.085632861410540315, 0.38649587985928752, 5.0657392003766404, 6.9557480617377756, 2.1658426741325671, 2.1478794102415799, 2.1570931151159898, 5.8534160480776949, 2.9826991986513041, 2.3091800987902755, 2.3190362815948902, 8.0653392960486983, 5.1853879564773182, 5.0379904098668913, 5.2205717985564801, 4.4137872891399867, 3.307642852624626, 3.3166529951952679, 3.4649568208019588, 3.5736618862363212, 3.634098320226737, 3.6499515387968682, 3.8306146125596618, 3.8273154721453504, 3.8178005735322857, 3.5400698343829142, 3.5499158018890995, 6.7371890663414584, 8.04057687574252, 7.1453949843971332]
[ 39.25590088 33.04422579 32.87431643 27.78047627 23.45508137
23.16512449 22.83920964 22.49129402 22.15367953 21.86145493
21.65214058 21.54447527 20.35632464 20.29798418 20.64803275
25.23055622 35.88058297 29.96197555]
max arrival time is 305.368000
sample # 73
generating random trees starting with spine of 15 nodes and adding 9 branches
[1, 3, 3, 3, 2, 3, 3, 3, 3, 3, 2, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 954.408937 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584994
T = 90.000000, Volume = 260.568263
T = 100.000000, Volume = 283.551532
T = 110.000000, Volume = 306.534838
T = 120.000000, Volume = 329.518236
T = 130.000000, Volume = 352.501652
T = 140.000000, Volume = 375.485069
T = 150.000000, Volume = 398.468487
T = 160.000000, Volume = 421.451897
T = 170.000000, Volume = 444.435419
T = 180.000000, Volume = 467.419012
T = 190.000000, Volume = 490.402605
T = 200.000000, Volume = 513.386189
T = 210.000000, Volume = 536.369900
T = 220.000000, Volume = 559.353667
T = 230.000000, Volume = 582.337439
T = 240.000000, Volume = 605.321208
T = 250.000000, Volume = 628.305099
T = 260.000000, Volume = 651.289045
T = 270.000000, Volume = 674.272998
T = 280.000000, Volume = 697.256950
T = 290.000000, Volume = 720.241019
T = 300.000000, Volume = 743.225141
T = 310.000000, Volume = 766.209274
T = 320.000000, Volume = 789.193413
T = 330.000000, Volume = 812.177651
T = 340.000000, Volume = 835.161947
T = 350.000000, Volume = 858.146264
T = 360.000000, Volume = 881.130587
T = 370.000000, Volume = 904.114898
T = 380.000000, Volume = 927.099249
T = 390.000000, Volume = 950.083677
T = 400.000000, Volume = 973.068159
inflow volume is 973.068159 gallons
simulation time is 400.000000 s
wall clock time is 95.074599 s
[0.049856082367722064, 0.086974450109191248, 0.39088126691571806, 5.0801754692995882, 6.2838816278146403, 2.0273921335837661, 4.65541285617652, 6.1792177997864268, 2.1544854750955929, 2.1622789936065696, 6.4161998711793116, 6.2779866290040749, 4.7501473443183242, 4.509711221319372, 4.5215729450736717, 5.9423924031801487, 6.5453277757859194, 4.3644840275839609, 4.3603751903771091, 6.8164504033731248, 7.0204282204081849, 4.5113296215786152, 4.5130333523854027, 7.5577158877302608, 5.9462264231142035, 4.6513720115575268, 5.1010465973708543, 8.2807709886877561, 4.8865297954869433, 4.785019139052836, 6.1601850618331744, 8.419785802817783, 5.3863793563391198, 5.60784595204683, 5.3895154201547788, 5.4044771443874664, 7.619263568026196, 7.4474567607198328, 5.657003081466554, 6.1215073393177857]
[ 63.7158906 57.09779869 50.2111612 43.23702401 43.08887945
36.03366823 28.8814209 21.63223729 14.2845504 6.83362973
6.79615388 2.71213966 0.72567376 0.49440569 46.72730012
10.56675766 17.96331608 4.78351955 39.56723019 53.6575736
32.46152512 25.26127855 60.50146597]
max arrival time is 398.888000
sample # 74
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 3, 3, 3, 3, 2, 2, 2, 2, 3, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584994
T = 90.000000, Volume = 260.568263
T = 100.000000, Volume = 283.551532
T = 110.000000, Volume = 306.534838
T = 120.000000, Volume = 329.518236
T = 130.000000, Volume = 352.501648
T = 140.000000, Volume = 375.485061
T = 150.000000, Volume = 398.468549
T = 160.000000, Volume = 421.452124
T = 170.000000, Volume = 444.435718
T = 180.000000, Volume = 467.419314
T = 190.000000, Volume = 490.402912
T = 200.000000, Volume = 513.386543
T = 210.000000, Volume = 536.370176
T = 220.000000, Volume = 559.353812
T = 230.000000, Volume = 582.337449
T = 240.000000, Volume = 605.321087
T = 250.000000, Volume = 628.304725
T = 260.000000, Volume = 651.288392
T = 270.000000, Volume = 674.272153
T = 280.000000, Volume = 697.255939
T = 290.000000, Volume = 720.239729
T = 300.000000, Volume = 743.223517
T = 310.000000, Volume = 766.207333
T = 320.000000, Volume = 789.191160
inflow volume is 789.191160 gallons
simulation time is 320.000000 s
wall clock time is 60.508096 s
[0.049856082367722064, 0.086974592703274428, 0.39088410753721026, 5.0801849066327858, 6.283886528593408, 2.0273950723560583, 4.655460736961051, 6.179382308841646, 2.1556810674504034, 2.1658242035911339, 6.4266696891125239, 6.2436157262291632, 4.046383938078689, 5.0213540630561919, 7.7274136697511464, 4.8796793982754698, 5.070036360810473, 5.2614408475719818, 4.1247151971357878, 3.3290566465842972, 3.3559471170723669, 3.4828137042460927, 3.1235847012036571, 3.0859005573808131, 4.2224285207715022, 8.3957034452107742, 5.3508015341862549, 5.7703990873329154, 6.0137105630379057, 5.0172789776983473, 4.193858796196329, 4.112842919411313]
[ 38.19844563 31.21136403 23.92416111 16.53169179 9.02990967
8.86199609 8.70113921 8.54276612 8.38389556 2.88319455
0.60204741 0.46634807 0.62531516 0.51165403 34.81051154
27.57559365 12.78945518 20.23599873 5.23590286]
max arrival time is 317.688000
sample # 75
generating random trees starting with spine of 15 nodes and adding 9 branches
[1, 2, 2, 3, 3, 2, 3, 3, 3, 2, 3, 3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 954.408937 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664630
T = 130.000000, Volume = 382.647880
T = 140.000000, Volume = 405.631129
T = 150.000000, Volume = 428.614398
T = 160.000000, Volume = 451.597792
T = 170.000000, Volume = 474.581216
T = 180.000000, Volume = 497.564640
T = 190.000000, Volume = 520.548091
T = 200.000000, Volume = 543.531668
T = 210.000000, Volume = 566.515268
T = 220.000000, Volume = 589.498869
T = 230.000000, Volume = 612.482510
T = 240.000000, Volume = 635.466253
T = 250.000000, Volume = 658.450033
T = 260.000000, Volume = 681.433817
T = 270.000000, Volume = 704.417602
T = 280.000000, Volume = 727.401373
T = 290.000000, Volume = 750.385228
T = 300.000000, Volume = 773.369154
T = 310.000000, Volume = 796.353112
T = 320.000000, Volume = 819.337063
T = 330.000000, Volume = 842.321093
T = 340.000000, Volume = 865.305223
T = 350.000000, Volume = 888.289389
T = 360.000000, Volume = 911.273554
T = 370.000000, Volume = 934.257776
T = 380.000000, Volume = 957.242060
inflow volume is 957.242060 gallons
simulation time is 380.000000 s
wall clock time is 89.559504 s
[0.047423825260593792, 0.08159329015058972, 0.86368874400490736, 1.6302577776938887, 1.9571365475588018, 7.7247928855515253, 5.0541801868758522, 2.3062169665661152, 3.3007737944285642, 8.471836035700111, 5.2970342394452175, 4.871918547149769, 4.6757732273394286, 4.6876119419951063, 7.2097431647755403, 6.6993654652062187, 4.4992714110372285, 4.5076135193750195, 7.9002796200532712, 5.5673097081380094, 4.6465283445522321, 5.8554464994174502, 7.818213445110981, 4.9917625651548256, 5.4895398710289243, 5.254007452451571, 5.2653759374402931, 7.3917632129235367, 7.4437193396549048, 5.052962933043136, 5.0821758644097965, 7.8666270515566508, 3.9149146889268116, 3.4882557895736048, 3.5020756919173262, 7.8318056797670481, 6.6539294673262495, 5.2688935925118052]
[ 5.67577041e+01 5.67985044e+01 5.66603430e+01 4.97806665e+01
4.28137444e+01 4.26652350e+01 3.56235326e+01 2.84882032e+01
2.12598088e+01 2.11018301e+01 1.37831236e+01 7.52164845e+00
2.52213647e+00 3.69863737e-02 3.91483827e+01 4.62985507e+01
1.74490962e+01 2.48771532e+01 1.00751694e+01 5.32239418e+01
5.16192412e+00 3.69863737e-02 3.20581686e+01]
max arrival time is 364.424000
sample # 76
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 25.005177 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 77
generating random trees starting with spine of 15 nodes and adding 3 branches
[1, 3, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 2, 3, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 705.432692 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567968
T = 100.000000, Volume = 283.551074
T = 110.000000, Volume = 306.534183
T = 120.000000, Volume = 329.517293
T = 130.000000, Volume = 352.500406
T = 140.000000, Volume = 375.483520
T = 150.000000, Volume = 398.466637
T = 160.000000, Volume = 421.449756
T = 170.000000, Volume = 444.432876
T = 180.000000, Volume = 467.415999
T = 190.000000, Volume = 490.399123
T = 200.000000, Volume = 513.382248
T = 210.000000, Volume = 536.365372
T = 220.000000, Volume = 559.348555
T = 230.000000, Volume = 582.331816
T = 240.000000, Volume = 605.315087
T = 250.000000, Volume = 628.298359
T = 260.000000, Volume = 651.281633
T = 270.000000, Volume = 674.264939
T = 280.000000, Volume = 697.248245
T = 290.000000, Volume = 720.231515
inflow volume is 720.231515 gallons
simulation time is 290.000000 s
wall clock time is 45.757784 s
[0.049854418493500835, 0.085628681456293973, 0.3864433439045748, 5.0638375045034349, 6.9497565326663526, 2.1546822236066294, 2.6326915193650726, 2.6751770154852137, 2.8040023772582883, 2.8612476513638763, 3.0255365339909299, 3.0548608731097122, 3.1809076581480515, 3.2720373488529759, 3.3052914846855201, 3.442349490819379, 3.4590340730275049, 3.6308176903183988, 3.3574838103443549, 3.2464256377581857, 3.2745189473360434, 8.6740993103774962, 6.8167773256956234, 5.890636958309921, 6.1131521195219545, 5.3619173077650899, 3.7877396348543884, 3.6818553113499757, 6.8432101111242396]
[ 29.60194641 23.22463328 22.96876777 22.66201093 22.28642987
21.79951037 21.2253858 20.57869534 19.98435945 19.51496936
18.30504941 18.34420155 18.37550672 18.11316525 26.17785329
18.65509933 18.11316525]
max arrival time is 285.672000
sample # 78
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 3, 2, 2, 2, 2, 3, 2, 2, 3, 2, 3, 2, 3, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567968
T = 100.000000, Volume = 283.551074
T = 110.000000, Volume = 306.534183
T = 120.000000, Volume = 329.517292
T = 130.000000, Volume = 352.500402
T = 140.000000, Volume = 375.483512
T = 150.000000, Volume = 398.466724
T = 160.000000, Volume = 421.449978
T = 170.000000, Volume = 444.433234
T = 180.000000, Volume = 467.416493
T = 190.000000, Volume = 490.399764
T = 200.000000, Volume = 513.383056
T = 210.000000, Volume = 536.366347
T = 220.000000, Volume = 559.349669
T = 230.000000, Volume = 582.333085
T = 240.000000, Volume = 605.316523
T = 250.000000, Volume = 628.299963
T = 260.000000, Volume = 651.283402
T = 270.000000, Volume = 674.266841
T = 280.000000, Volume = 697.250354
T = 290.000000, Volume = 720.233948
T = 300.000000, Volume = 743.217566
T = 310.000000, Volume = 766.201187
T = 320.000000, Volume = 789.184808
inflow volume is 789.184808 gallons
simulation time is 320.000000 s
wall clock time is 59.960280 s
[0.049854418493500835, 0.085628681487917857, 0.38644347160256076, 5.0638410661977256, 6.9497783880662398, 2.1547313434562345, 2.6327630745587394, 2.6752608487706331, 2.8040892796412318, 2.8616744770910891, 3.0276254720492974, 2.6118733777166225, 2.5998161824006547, 3.9879173424079846, 8.0394848711938032, 4.8253581170437645, 5.4148623377108747, 5.5702144624659331, 4.0224970010059877, 3.0723700619701515, 3.0922856454965837, 7.6735558018880798, 6.6330358660466073, 5.5649895971298582, 5.4152604328707259, 5.4222375941267105, 6.8195265488761896, 8.1592589191745297, 5.4716706557772845, 5.904827106080079, 5.6891808064915859, 5.684317909008179]
[ 29.84819752 22.7394069 22.58053823 22.42666372 22.27271798
22.11870094 14.69579549 14.53300346 14.37537495 6.83519048
7.45188286 2.95042533 0.5744692 0.0476015 26.40253823
10.61701992 18.41871037 0.0476015 5.13455767]
max arrival time is 293.048000
sample # 79
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 3, 3, 2, 2, 3, 3, 2, 3, 2, 2, 2, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890512
T = 80.000000, Volume = 247.873579
T = 90.000000, Volume = 270.856762
T = 100.000000, Volume = 293.839997
T = 110.000000, Volume = 316.823273
T = 120.000000, Volume = 339.806551
T = 130.000000, Volume = 362.789830
T = 140.000000, Volume = 385.773111
T = 150.000000, Volume = 408.756391
T = 160.000000, Volume = 431.739699
T = 170.000000, Volume = 454.723107
T = 180.000000, Volume = 477.706531
T = 190.000000, Volume = 500.689954
T = 200.000000, Volume = 523.673435
T = 210.000000, Volume = 546.657011
T = 220.000000, Volume = 569.640615
T = 230.000000, Volume = 592.624221
T = 240.000000, Volume = 615.607827
T = 250.000000, Volume = 638.591420
T = 260.000000, Volume = 661.575115
T = 270.000000, Volume = 684.558876
T = 280.000000, Volume = 707.542662
T = 290.000000, Volume = 730.526452
T = 300.000000, Volume = 753.510245
T = 310.000000, Volume = 776.494065
T = 320.000000, Volume = 799.477892
T = 330.000000, Volume = 822.461721
T = 340.000000, Volume = 845.445549
inflow volume is 845.445549 gallons
simulation time is 340.000000 s
wall clock time is 67.522295 s
[0.047426378340953583, 0.082614321217788889, 0.11340699023656012, 0.74503182249905742, 24.56276355112789, 6.3388034003871105, 3.8683241471375509, 4.5003199465054919, 8.2039780159089908, 4.2378240089567143, 2.8471823223689903, 2.9324622648953329, 2.8068713898600515, 2.6028905454543296, 2.6155995546937016, 6.8879206141904721, 6.6146433231893811, 4.5031373885342649, 5.1268863408914793, 8.79337688714614, 5.0670076752810376, 5.3347504120166045, 5.1162062148888436, 5.1248358467164836, 7.0560723951122277, 7.7391008280146831, 5.3539398367040043, 5.8696876631053927, 6.0569064779291244, 4.3091312173174865, 4.1170133675532421, 3.6513780789485395, 3.650545215543636, 5.9240254113416571]
[ 38.18504382 38.22653859 31.06266887 23.80951784 23.66370782
23.51728779 16.18000434 10.50459561 11.5420261 8.40742238
9.30930035 10.02834475 10.46873375 9.95165125 19.86274725
27.44112185 34.65318011 9.95165125 12.59470472 8.81641101]
max arrival time is 338.960000
sample # 80
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 555.803875
T = 190.000000, Volume = 580.454601
T = 200.000000, Volume = 597.796713
T = 210.000000, Volume = 620.570768
T = 220.000000, Volume = 643.553986
inflow volume is 643.553986 gallons
simulation time is 220.000000 s
wall clock time is 29.883256 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920343504244, 3.9923280230552249, 55.515478207519969, 135.47308010709656, 97.368326230762719, 92.963539369668396, 54.278566375855171, 101.83769349873693, 64.186758729495807, 87.09594863674846, 106.2797861173875, 126.2936595045916, 34.565665308975262, 128.44933183999242, 31.056447569102478, 86.34710538901075, 9.4357452575224645, 7.7788272948884423]
[ 111.91996231 31.12461509 31.50539499 32.03723472 32.65656818
33.30054656 33.91440341 34.45386293 34.89899964 35.25885917
35.55772591 35.82281727 34.89022028 34.97264623 34.9117491 ]
max arrival time is 212.480000
sample # 81
generating random trees starting with spine of 15 nodes and adding 2 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 3, 2, 1, 1, 1]
../indata/fakeinp.inp
system volume is 663.936652 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.118084
T = 150.000000, Volume = 483.856158
T = 160.000000, Volume = 509.889146
T = 170.000000, Volume = 532.872232
T = 180.000000, Volume = 555.855332
T = 190.000000, Volume = 578.838433
T = 200.000000, Volume = 601.821534
T = 210.000000, Volume = 624.804635
T = 220.000000, Volume = 647.787816
T = 230.000000, Volume = 670.771066
inflow volume is 670.771066 gallons
simulation time is 230.000000 s
wall clock time is 34.200650 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106402907606, 3.2970920706517646, 3.9923292462081967, 55.515488447995686, 135.47310981796764, 97.368369971014573, 92.963583067505283, 54.278603955230444, 101.83791144323858, 64.016620734577558, 90.449291627417267, 124.44394212368177, 44.944154779698671, 8.1368372562675546, 5.6738670511650602, 5.592644629149822, 5.5922207592757953, 6.5835765297645619, 8.8030777098463844, 6.8663842081846402]
[ 111.91996231 15.58370969 15.40154141 15.20991142 15.04715668
14.90448289 14.75765027 14.60799508 14.45102301 14.28562527
6.76989946 8.51154273 3.28585544 3.05548665 10.51178787
5.84094841]
max arrival time is 228.736000
sample # 82
generating random trees starting with spine of 15 nodes and adding 7 branches
[1, 3, 3, 2, 2, 3, 3, 2, 3, 2, 3, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 871.416855 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584993
T = 90.000000, Volume = 260.568232
T = 100.000000, Volume = 283.551474
T = 110.000000, Volume = 306.534719
T = 120.000000, Volume = 329.517986
T = 130.000000, Volume = 352.501263
T = 140.000000, Volume = 375.484539
T = 150.000000, Volume = 398.467898
T = 160.000000, Volume = 421.451319
T = 170.000000, Volume = 444.434739
T = 180.000000, Volume = 467.418148
T = 190.000000, Volume = 490.401699
T = 200.000000, Volume = 513.385296
T = 210.000000, Volume = 536.368897
T = 220.000000, Volume = 559.352499
T = 230.000000, Volume = 582.336102
T = 240.000000, Volume = 605.319719
T = 250.000000, Volume = 628.303457
T = 260.000000, Volume = 651.287236
T = 270.000000, Volume = 674.271021
T = 280.000000, Volume = 697.254806
T = 290.000000, Volume = 720.238589
T = 300.000000, Volume = 743.222417
T = 310.000000, Volume = 766.206330
T = 320.000000, Volume = 789.190288
T = 330.000000, Volume = 812.174241
T = 340.000000, Volume = 835.158254
T = 350.000000, Volume = 858.142335
T = 360.000000, Volume = 881.126464
inflow volume is 881.126464 gallons
simulation time is 360.000000 s
wall clock time is 76.782512 s
[0.049856079767659101, 0.086971969464532242, 0.39085481270439904, 5.0797171576761517, 6.2810624790876473, 2.0199685705663741, 4.6462710054720677, 6.8114791617834687, 4.4304853510971354, 4.7694993925232927, 5.0182909427758471, 2.7372535153147117, 2.4632335159626555, 3.6938078313707607, 6.4723521962370718, 4.3607900608999159, 4.3378067394839492, 6.4067952769345666, 6.8825182550633626, 4.9857512429946835, 5.0452088503092831, 4.9701784175408088, 4.978603745754385, 7.9306332241166526, 6.1974998046674061, 5.4414791334716552, 5.2654974075026031, 5.2758316857267582, 6.6786960110933631, 8.1767893832441541, 5.1197950749357712, 5.0920606945965305, 7.1770025524719143, 9.4095521201649408, 6.7724588321006962, 6.1057356218484706]
[ 50.48369841 43.67789707 36.59079365 36.43895694 36.29219541
29.12106617 21.84798075 21.6890193 14.32343233 14.16056673
7.11735102 3.52300683 0.69204608 0.50640603 25.48930287
32.71364519 10.43431866 47.17991502 40.13864652 5.10971691
18.01406647]
max arrival time is 358.600000
sample # 83
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 3, 3, 2, 3, 2, 3, 2, 2, 2, 2, 3, 2, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890512
T = 80.000000, Volume = 247.873579
T = 90.000000, Volume = 270.856762
T = 100.000000, Volume = 293.839997
T = 110.000000, Volume = 316.823273
T = 120.000000, Volume = 339.806549
T = 130.000000, Volume = 362.789826
T = 140.000000, Volume = 385.773115
T = 150.000000, Volume = 408.756501
T = 160.000000, Volume = 431.739921
T = 170.000000, Volume = 454.723346
T = 180.000000, Volume = 477.706770
T = 190.000000, Volume = 500.690195
T = 200.000000, Volume = 523.673677
T = 210.000000, Volume = 546.657263
T = 220.000000, Volume = 569.640867
T = 230.000000, Volume = 592.624473
T = 240.000000, Volume = 615.608080
T = 250.000000, Volume = 638.591717
T = 260.000000, Volume = 661.575361
T = 270.000000, Volume = 684.559007
T = 280.000000, Volume = 707.542656
T = 290.000000, Volume = 730.526305
T = 300.000000, Volume = 753.509954
T = 310.000000, Volume = 776.493616
T = 320.000000, Volume = 799.477367
inflow volume is 799.477367 gallons
simulation time is 320.000000 s
wall clock time is 59.712587 s
[0.047426378340953583, 0.082614325674272918, 0.11340773687699346, 0.7450387373675651, 24.562774659311302, 6.3388091342082058, 3.8683270410340524, 4.5003422425848818, 8.2042181278101456, 4.2400477574376998, 2.7058535039447853, 2.4580059591959751, 2.4672429782675995, 5.8305465917183366, 7.9292796412607771, 4.9929274741873604, 4.8406650505266349, 4.8228654953317056, 5.540865738658205, 7.4536658834889815, 4.8248842191577355, 5.4708180891014253, 5.6964074278711099, 4.8012525025111215, 3.8669596073489139, 3.8399379599684234, 3.9330497954071921, 3.6088819805020433, 3.5340784191868937, 4.1529390381401869, 8.7141489135777377, 6.2925053584595751]
[ 36.65965885 36.70099932 29.52606324 22.26155669 22.10057077
14.75730317 14.59336648 7.15834521 6.98675694 6.82461371
6.6626874 7.24323085 2.94078921 1.70443292 18.4319675
10.8805447 25.89313673 33.11546849 4.96352004]
max arrival time is 319.240000
sample # 84
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 2, 3, 2, 2, 3, 2, 3, 2, 3, 2, 3, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681183
T = 120.000000, Volume = 359.664293
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630645
T = 150.000000, Volume = 428.613900
T = 160.000000, Volume = 451.597157
T = 170.000000, Volume = 474.580413
T = 180.000000, Volume = 497.563670
T = 190.000000, Volume = 520.546984
T = 200.000000, Volume = 543.530399
T = 210.000000, Volume = 566.513833
T = 220.000000, Volume = 589.497269
T = 230.000000, Volume = 612.480705
T = 240.000000, Volume = 635.464133
T = 250.000000, Volume = 658.447661
T = 260.000000, Volume = 681.431251
T = 270.000000, Volume = 704.414866
T = 280.000000, Volume = 727.398483
T = 290.000000, Volume = 750.382100
T = 300.000000, Volume = 773.365718
T = 310.000000, Volume = 796.349434
T = 320.000000, Volume = 819.333209
T = 330.000000, Volume = 842.317002
inflow volume is 842.317002 gallons
simulation time is 330.000000 s
wall clock time is 64.467441 s
[0.047423825260593792, 0.081592919918853951, 0.86368082124842205, 1.6302146701000833, 1.9550281099750573, 7.7192663575220504, 5.2477207481085095, 2.7453616874013864, 2.8540476072982477, 2.903947789969346, 2.6027255044158708, 2.6137623938279746, 5.5296080192657469, 7.238616799504678, 5.0103252440467569, 5.027365561824487, 4.9683431866046339, 5.0343316124169677, 8.6192433945902813, 5.0495675917777749, 5.4450715838493178, 5.2629904673564631, 5.2709193345541934, 6.8749876830037495, 8.1457045405683619, 5.5278094187673306, 5.6541114194063296, 5.5594409909693434, 5.569793602858339, 8.3096628833282136, 7.0042236670820097, 5.3549685212626992, 5.4807584411523882]
[ 36.83077049 36.8721118 36.72475875 29.52248084 29.36676679
29.21597697 21.90385302 21.74448163 14.32134888 14.15792775
6.62082385 6.89755934 2.81822133 0.16338205 33.13412182
4.85036113 25.57066041 0.16338205 18.04398103 10.40081317]
max arrival time is 329.224000
sample # 85
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 24.894316 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 86
generating random trees starting with spine of 15 nodes and adding 0 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1]
../indata/fakeinp.inp
system volume is 580.944570 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.104187
T = 150.000000, Volume = 483.497558
T = 160.000000, Volume = 508.237130
T = 170.000000, Volume = 531.898475
T = 180.000000, Volume = 556.232147
T = 190.000000, Volume = 579.990840
T = 200.000000, Volume = 581.033179
inflow volume is 581.033179 gallons
simulation time is 200.000000 s
wall clock time is 24.906679 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106401309738, 3.2970920342610577, 3.9923280064303959, 55.515477629267814, 135.47307485335367, 97.368309534859563, 92.963511476447238, 54.278532877501661, 101.83765808408258, 64.18672242857059, 87.095912434968071, 106.27972305539555, 126.29170361857066, 35.037934018073237, 126.805167899471, 67.150981586197361, 16.643148030083136]
[ 113.01333586 11.38314344 11.61568269 11.80709035 12.06557722
12.20831332 12.3132504 12.31435275 12.39691881 12.40120213
12.36643296 12.33271988 12.37653675 12.42818228]
max arrival time is 190.648000
sample # 87
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 3, 2, 2, 2, 3, 2, 3, 3, 2, 3, 2, 2, 3, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567968
T = 100.000000, Volume = 283.551074
T = 110.000000, Volume = 306.534180
T = 120.000000, Volume = 329.517286
T = 130.000000, Volume = 352.500471
T = 140.000000, Volume = 375.483752
T = 150.000000, Volume = 398.467035
T = 160.000000, Volume = 421.450319
T = 170.000000, Volume = 444.433603
T = 180.000000, Volume = 467.416885
T = 190.000000, Volume = 490.400282
T = 200.000000, Volume = 513.383710
T = 210.000000, Volume = 536.367137
T = 220.000000, Volume = 559.350581
T = 230.000000, Volume = 582.334148
T = 240.000000, Volume = 605.317753
T = 250.000000, Volume = 628.301362
T = 260.000000, Volume = 651.284972
T = 270.000000, Volume = 674.268582
T = 280.000000, Volume = 697.252234
T = 290.000000, Volume = 720.235970
T = 300.000000, Volume = 743.219754
T = 310.000000, Volume = 766.203546
T = 320.000000, Volume = 789.187338
T = 330.000000, Volume = 812.171154
T = 340.000000, Volume = 835.154981
inflow volume is 835.154981 gallons
simulation time is 340.000000 s
wall clock time is 67.483176 s
[0.049854418493500835, 0.085628688195998975, 0.38644469347517418, 5.0638530543537197, 6.9498066152534932, 2.1547719691247957, 2.6328139368798937, 2.6753663913133088, 2.806421583256915, 2.5518527344456334, 2.4531865541355367, 2.6516213477429122, 7.1802923886479713, 2.7005857695834519, 3.0546113659247447, 2.7596138616510366, 2.7717110167664289, 5.6663924434212189, 7.1978405639809084, 4.6550783624361207, 4.6517195756074541, 7.6362985246859312, 6.3069336238732143, 5.4389301691056779, 5.2543722153898376, 5.2617799071026869, 6.5071381128791081, 8.3610882642313396, 5.964645502434224, 5.9398924803033051, 6.1332428591353185, 4.9666930272515666, 3.6740715671289772, 3.6582289933466061]
[ 38.15991592 31.17115062 31.0162712 30.86625264 30.71616006
23.42400526 23.26538309 15.86207556 8.34183263 8.17587923
3.32559995 0.57529051 0.49546713 0.04810435 27.08101884
0.04810435 4.93645623 19.57493976 12.11085829 34.77175253]
max arrival time is 314.912000
sample # 88
generating random trees starting with spine of 15 nodes and adding 8 branches
[1, 3, 2, 2, 3, 3, 3, 2, 2, 3, 3, 2, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 912.912896 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567965
T = 100.000000, Volume = 283.551068
T = 110.000000, Volume = 306.534229
T = 120.000000, Volume = 329.517459
T = 130.000000, Volume = 352.500704
T = 140.000000, Volume = 375.483948
T = 150.000000, Volume = 398.467294
T = 160.000000, Volume = 421.450744
T = 170.000000, Volume = 444.434197
T = 180.000000, Volume = 467.417640
T = 190.000000, Volume = 490.401185
T = 200.000000, Volume = 513.384780
T = 210.000000, Volume = 536.368381
T = 220.000000, Volume = 559.351985
T = 230.000000, Volume = 582.335598
T = 240.000000, Volume = 605.319235
T = 250.000000, Volume = 628.302873
T = 260.000000, Volume = 651.286528
T = 270.000000, Volume = 674.270276
T = 280.000000, Volume = 697.254057
T = 290.000000, Volume = 720.237840
T = 300.000000, Volume = 743.221656
T = 310.000000, Volume = 766.205578
T = 320.000000, Volume = 789.189538
T = 330.000000, Volume = 812.173506
T = 340.000000, Volume = 835.157476
T = 350.000000, Volume = 858.141430
T = 360.000000, Volume = 881.125458
T = 370.000000, Volume = 904.109559
T = 380.000000, Volume = 927.093696
inflow volume is 927.093696 gallons
simulation time is 380.000000 s
wall clock time is 84.990143 s
[0.049854418493500835, 0.085629053377223555, 0.3864528624815301, 5.0638895358944636, 6.9498710061761013, 2.1553353745017914, 2.6352157081279959, 2.4365665026629335, 2.2988438307113448, 2.3109135823644689, 7.0159272491637719, 6.0181925865888557, 4.180831148015713, 5.3733468308481553, 5.8971789920842426, 2.6366111067237541, 2.6169687217564399, 4.9732333126623089, 6.9868704573331879, 4.9688222838235987, 5.4093884124076324, 5.5934906141351455, 3.5115941155197357, 3.0864899787717923, 3.6522311068428426, 8.4566480647216267, 5.67694024120979, 4.9503669598071642, 6.4415084945833669, 7.6378175736539227, 5.2960959778510679, 5.7546651752159939, 5.5494559889476589, 5.5608907877464473, 7.9263310788629449, 7.2362003418642207, 5.3008242101978444, 5.3373878177223508]
[ 5.05182508e+01 4.37089838e+01 4.35600267e+01 4.34157462e+01
3.63247505e+01 2.91287398e+01 2.18296361e+01 2.16704344e+01
2.15162529e+01 1.41146549e+01 6.59828810e+00 6.76295272e+00
2.52647670e+00 4.87697135e-02 4.72146851e+01 4.87697135e-02
4.76393324e+00 2.54860859e+01 3.98789068e+01 3.27332891e+01
1.78252879e+01 1.03643072e+01]
max arrival time is 357.168000
sample # 89
generating random trees starting with spine of 15 nodes and adding 6 branches
[1, 2, 3, 2, 2, 3, 3, 2, 3, 3, 3, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 829.920814 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 179.160817
T = 60.000000, Volume = 201.907445
T = 70.000000, Volume = 224.890516
T = 80.000000, Volume = 247.873589
T = 90.000000, Volume = 270.856668
T = 100.000000, Volume = 293.839775
T = 110.000000, Volume = 316.822881
T = 120.000000, Volume = 339.805994
T = 130.000000, Volume = 362.789221
T = 140.000000, Volume = 385.772502
T = 150.000000, Volume = 408.755782
T = 160.000000, Volume = 431.739084
T = 170.000000, Volume = 454.722493
T = 180.000000, Volume = 477.705919
T = 190.000000, Volume = 500.689348
T = 200.000000, Volume = 523.672776
T = 210.000000, Volume = 546.656204
T = 220.000000, Volume = 569.639704
T = 230.000000, Volume = 592.623291
T = 240.000000, Volume = 615.606896
T = 250.000000, Volume = 638.590489
T = 260.000000, Volume = 661.574176
T = 270.000000, Volume = 684.557943
T = 280.000000, Volume = 707.541725
T = 290.000000, Volume = 730.525498
T = 300.000000, Volume = 753.509362
T = 310.000000, Volume = 776.493301
T = 320.000000, Volume = 799.477264
T = 330.000000, Volume = 822.461233
T = 340.000000, Volume = 845.445206
inflow volume is 845.445206 gallons
simulation time is 340.000000 s
wall clock time is 68.037570 s
[0.047426374188953041, 0.082610882666524207, 0.11313879614006273, 0.74200672632006404, 24.552694450282814, 6.332090464819359, 4.2245451182849987, 4.8802826401727657, 4.4059606236564255, 2.4599673013132093, 2.4638094159089001, 5.1418866161909769, 6.9157337283720102, 2.6628556038796196, 2.6386729149818233, 6.6488618999205436, 6.0125377497552455, 5.1925151873286763, 4.948886671068867, 4.9596036002392037, 6.2290729728659091, 7.9707567049123629, 4.8585458825768937, 4.8022883440035109, 6.7864930296755936, 7.217113560391347, 4.9330420681159959, 4.9396678781446068, 7.5609893229678642, 6.5938797459643173, 5.6804808576890435, 5.998795213564394, 6.1624616459491515, 4.0976903510290166]
[ 44.73238402 44.77351313 37.71100843 37.55932709 37.41226152
30.27623981 23.04681892 22.88847955 15.57767088 8.16057129
2.41313137 0.73185663 0.63992893 0.54032734 19.23866782
33.847795 41.24602851 11.87240468 5.01529326 26.66306274]
max arrival time is 338.624000
sample # 90
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 2, 3, 3, 2, 3, 3, 2, 2, 2, 2, 2, 3, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664630
T = 130.000000, Volume = 382.647880
T = 140.000000, Volume = 405.631129
T = 150.000000, Volume = 428.614398
T = 160.000000, Volume = 451.597792
T = 170.000000, Volume = 474.581216
T = 180.000000, Volume = 497.564640
T = 190.000000, Volume = 520.548091
T = 200.000000, Volume = 543.531667
T = 210.000000, Volume = 566.515270
T = 220.000000, Volume = 589.498876
T = 230.000000, Volume = 612.482483
T = 240.000000, Volume = 635.466113
T = 250.000000, Volume = 658.449757
T = 260.000000, Volume = 681.433402
T = 270.000000, Volume = 704.417050
T = 280.000000, Volume = 727.400700
T = 290.000000, Volume = 750.384352
T = 300.000000, Volume = 773.368005
T = 310.000000, Volume = 796.351658
inflow volume is 796.351658 gallons
simulation time is 310.000000 s
wall clock time is 57.088895 s
[0.047423825260593792, 0.08159329015058972, 0.86368874400574525, 1.6302577640389453, 1.9571361364410946, 7.7247897899812639, 5.05417147667624, 2.3062021189544297, 3.3007551077667445, 8.4718176845508033, 5.2970185835459302, 4.8719054523657563, 4.6757617860282084, 4.6876007206215089, 7.2097081674254078, 6.6990836980658202, 4.4974660135063393, 4.5033610589367088, 7.8880296385703534, 5.6056704761973544, 5.4378231053495059, 5.6390805638938986, 5.093229574074992, 3.8532027505413864, 3.8368266020266089, 3.8876290560078544, 3.919510504393485, 4.0827738687523283, 3.7346214682071386, 3.6604297116610294, 4.5154860087727666]
[ 31.14418154 31.18568115 31.0357937 23.74692474 16.34361243
16.18157466 8.66912863 3.2016483 0.9518136 0.84573984
0.73222906 0.60981312 6.41028432 0.42068723 0.42068723
12.43711494 5.69637153 20.05412218 27.40250842]
max arrival time is 309.928000
sample # 91
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 2, 2, 2, 3, 3, 2, 2, 2, 3, 2, 3, 3, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 256.082976
T = 80.000000, Volume = 294.037957
T = 90.000000, Volume = 318.641592
T = 100.000000, Volume = 341.624701
T = 110.000000, Volume = 364.607811
T = 120.000000, Volume = 387.590951
T = 130.000000, Volume = 410.574188
T = 140.000000, Volume = 433.557443
T = 150.000000, Volume = 456.540700
T = 160.000000, Volume = 479.523959
T = 170.000000, Volume = 502.507244
T = 180.000000, Volume = 525.490538
T = 190.000000, Volume = 548.473833
T = 200.000000, Volume = 571.457128
T = 210.000000, Volume = 594.440420
T = 220.000000, Volume = 617.423816
T = 230.000000, Volume = 640.407250
T = 240.000000, Volume = 663.390693
T = 250.000000, Volume = 686.374137
T = 260.000000, Volume = 709.357580
T = 270.000000, Volume = 732.341047
T = 280.000000, Volume = 755.324614
T = 290.000000, Volume = 778.308227
T = 300.000000, Volume = 801.291846
inflow volume is 801.291846 gallons
simulation time is 300.000000 s
wall clock time is 54.353010 s
[0.047423818747494136, 0.081587463462931983, 0.86239784653647067, 2.7223371545754791, 3.2971777332315977, 3.6895187484874272, 48.551596238803739, 200.74111663663169, 11.941361780405437, 2.6770299307235126, 2.6311205366821828, 6.4413373966045926, 6.5279388894802874, 5.2582325424932206, 5.4602836713575558, 5.3584482325554781, 3.5362080995642287, 3.5124934206466918, 3.2014136321963522, 3.2115302661065086, 6.1952468126957809, 8.4488522778577337, 5.6845453611257373, 5.6236565379584844, 5.5671022759601145, 5.6129660369761485, 8.8039464225037545, 6.612922205576381, 5.3773809453686727, 7.0286544354526095]
[ 147.65762204 29.83960339 29.6889251 29.53867186 29.39162241
22.09909957 14.73361714 14.60112521 14.47235188 14.35656873
6.9723646 7.70772426 6.7876283 3.78323097 25.75398384
3.78323097 18.41873537 4.97285331 10.68912109]
max arrival time is 299.872000
sample # 92
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.777108
T = 130.000000, Volume = 432.095398
T = 140.000000, Volume = 458.118084
T = 150.000000, Volume = 483.856158
T = 160.000000, Volume = 509.889146
T = 170.000000, Volume = 532.872232
T = 180.000000, Volume = 555.855332
T = 190.000000, Volume = 578.838434
T = 200.000000, Volume = 601.821538
T = 210.000000, Volume = 624.804666
inflow volume is 624.804666 gallons
simulation time is 210.000000 s
wall clock time is 28.542209 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106402907606, 3.2970920706069058, 3.9923292354620914, 55.515488083903989, 135.47310649759913, 97.368359416287674, 92.96356542084304, 54.278582750003238, 101.83788899321523, 64.016597719572829, 90.44926864758034, 124.44391935291685, 44.944087892801932, 8.1352955146433992, 5.6722516004314114, 6.0336228954271034, 6.0929400982862987, 4.4652287840555642]
[ 111.91996231 9.71593936 9.52879639 9.36602429 9.21199837
9.06878699 8.91049536 8.7334221 8.52982233 9.03218395
2.04655966 0.57458113 0.53141894 6.49105707 6.243235 ]
max arrival time is 209.304000
sample # 93
generating random trees starting with spine of 15 nodes and adding 1 branches
[1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 2, 2, 2, 2, 1, 1]
../indata/fakeinp.inp
system volume is 622.440611 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062286
T = 110.000000, Volume = 377.517781
T = 120.000000, Volume = 405.776478
T = 130.000000, Volume = 432.538692
T = 140.000000, Volume = 459.559896
T = 150.000000, Volume = 474.964209
T = 160.000000, Volume = 497.946281
T = 170.000000, Volume = 520.929409
T = 180.000000, Volume = 543.912538
T = 190.000000, Volume = 566.895669
T = 200.000000, Volume = 589.878802
T = 210.000000, Volume = 612.861937
T = 220.000000, Volume = 635.845061
inflow volume is 635.845061 gallons
simulation time is 220.000000 s
wall clock time is 28.933229 s
[0.047423818747494136, 0.081587452651158993, 0.86239561316029889, 2.7223106437717512, 3.2970924256022629, 3.9923338751375606, 55.515503360917336, 135.47312551604821, 97.368372558232537, 92.963573702305723, 54.280294375326562, 101.80313731133728, 73.412119199461159, 120.32452032762021, 22.672910665304723, 7.1273231882227277, 3.4246619020011182, 3.7973922468290411, 3.8697863747762331, 4.0077421771328687, 4.1537565988747289, 7.1625768378909731]
[ 111.91996231 25.03329538 24.89562428 24.78997391 24.69652536
24.377393 23.55240384 22.1525925 20.65667454 18.9217632
18.73491358 18.53363525 18.29838955 18.16154845 19.25555817]
max arrival time is 215.744000
sample # 94
generating random trees starting with spine of 15 nodes and adding 9 branches
[1, 3, 3, 3, 2, 2, 3, 3, 2, 3, 3, 3, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 954.408937 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635570
T = 60.000000, Volume = 191.618666
T = 70.000000, Volume = 214.601778
T = 80.000000, Volume = 237.584994
T = 90.000000, Volume = 260.568263
T = 100.000000, Volume = 283.551532
T = 110.000000, Volume = 306.534838
T = 120.000000, Volume = 329.518236
T = 130.000000, Volume = 352.501652
T = 140.000000, Volume = 375.485070
T = 150.000000, Volume = 398.468489
T = 160.000000, Volume = 421.451940
T = 170.000000, Volume = 444.435392
T = 180.000000, Volume = 467.418834
T = 190.000000, Volume = 490.402390
T = 200.000000, Volume = 513.385983
T = 210.000000, Volume = 536.369581
T = 220.000000, Volume = 559.353181
T = 230.000000, Volume = 582.336911
T = 240.000000, Volume = 605.320686
T = 250.000000, Volume = 628.304467
T = 260.000000, Volume = 651.288248
T = 270.000000, Volume = 674.272030
T = 280.000000, Volume = 697.255838
T = 290.000000, Volume = 720.239745
T = 300.000000, Volume = 743.223698
T = 310.000000, Volume = 766.207655
T = 320.000000, Volume = 789.191647
T = 330.000000, Volume = 812.175729
T = 340.000000, Volume = 835.159859
T = 350.000000, Volume = 858.143988
T = 360.000000, Volume = 881.128165
T = 370.000000, Volume = 904.112423
T = 380.000000, Volume = 927.096728
T = 390.000000, Volume = 950.081034
T = 400.000000, Volume = 973.065393
inflow volume is 973.065393 gallons
simulation time is 400.000000 s
wall clock time is 94.443062 s
[0.049856082367722064, 0.086974447226483523, 0.39088075400856748, 5.080169990638888, 6.2838674114243371, 2.0273734016470839, 4.6553929196053021, 6.1791977860896434, 2.1544606233781858, 2.1622373618156794, 6.4160912969214809, 6.2762677281325647, 4.8179916983226745, 5.0215893937985303, 4.5722780363689504, 2.6657179125792303, 2.6432151322526565, 5.3354174559015251, 7.7594780332507334, 4.5364307677790245, 4.5117647647338055, 7.4231983599499838, 6.2247507876387207, 5.2906739578670212, 5.117625425965838, 5.1272374819539754, 6.3407854708346525, 8.1950344911925548, 5.2325769526013666, 4.9527669145044317, 6.5731776688252195, 8.1261397269584013, 5.0257790468608317, 5.0791677981093102, 7.278619475246999, 7.8051878729158641, 5.1330652067113745, 5.1948326937045115, 7.7890484189982212, 8.1375387570600388]
[ 6.10466063e+01 5.44365263e+01 4.76219305e+01 4.07905219e+01
4.06531380e+01 4.05222653e+01 3.37401014e+01 2.69166387e+01
2.67619414e+01 1.99128701e+01 1.29999605e+01 7.10345574e+00
2.96554337e+00 4.92381068e-02 2.33235596e+01 3.03120513e+01
5.10097066e+01 1.64447805e+01 5.78137557e+01 3.71176069e+01
4.87602630e+00 4.41868344e+01 9.50203410e+00]
max arrival time is 398.016000
sample # 95
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 3, 2, 2, 2, 3, 2, 3, 2, 2, 2, 2, 3, 2, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 145.652550
T = 50.000000, Volume = 168.635563
T = 60.000000, Volume = 191.618660
T = 70.000000, Volume = 214.601761
T = 80.000000, Volume = 237.584863
T = 90.000000, Volume = 260.567968
T = 100.000000, Volume = 283.551074
T = 110.000000, Volume = 306.534180
T = 120.000000, Volume = 329.517286
T = 130.000000, Volume = 352.500471
T = 140.000000, Volume = 375.483752
T = 150.000000, Volume = 398.467035
T = 160.000000, Volume = 421.450319
T = 170.000000, Volume = 444.433603
T = 180.000000, Volume = 467.416885
T = 190.000000, Volume = 490.400282
T = 200.000000, Volume = 513.383711
T = 210.000000, Volume = 536.367144
T = 220.000000, Volume = 559.350578
T = 230.000000, Volume = 582.334026
T = 240.000000, Volume = 605.317496
T = 250.000000, Volume = 628.300967
T = 260.000000, Volume = 651.284441
T = 270.000000, Volume = 674.267916
T = 280.000000, Volume = 697.251391
T = 290.000000, Volume = 720.234857
T = 300.000000, Volume = 743.218414
T = 310.000000, Volume = 766.201983
inflow volume is 766.201983 gallons
simulation time is 310.000000 s
wall clock time is 53.234042 s
[0.049854418493500835, 0.085628688195998975, 0.38644469346482851, 5.0638530338580479, 6.9498059812155946, 2.1547671015350076, 2.6327998313851375, 2.6753421864785234, 2.8063913101291447, 2.5518212495285542, 2.4531563636483482, 2.6515931072766352, 7.1802660358090149, 2.7005605521174076, 3.0545781190423824, 2.7590971318076316, 2.7684568850876676, 5.657642587231507, 7.182191721322666, 5.1382263193747733, 5.5633072828934651, 5.7788866111139479, 3.8739373517531348, 3.8144705558995464, 3.7973418058308797, 3.8370267461665932, 3.5231055961282731, 3.5326767779278758, 6.3191571998454457, 8.0225934910809187, 6.8423538626612892]
[ 36.58712363 30.38129461 30.08294502 29.74173873 29.34770592
25.17305127 24.97101829 22.00719458 22.13483199 22.22315092
22.25908486 22.25943212 21.30246912 21.31265766 26.83253503
33.21731328 23.22862766 21.41380834]
max arrival time is 306.000000
sample # 96
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 2, 2, 2, 2, 2, 2, 3, 2, 3, 3, 2, 3, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 255.005869
T = 80.000000, Volume = 292.952173
T = 90.000000, Volume = 318.462283
T = 100.000000, Volume = 352.062331
T = 110.000000, Volume = 378.030653
T = 120.000000, Volume = 408.443026
T = 130.000000, Volume = 432.986929
T = 140.000000, Volume = 455.970017
T = 150.000000, Volume = 478.953110
T = 160.000000, Volume = 501.936204
T = 170.000000, Volume = 524.919297
T = 180.000000, Volume = 547.902390
T = 190.000000, Volume = 570.885612
T = 200.000000, Volume = 593.868874
T = 210.000000, Volume = 616.852141
T = 220.000000, Volume = 639.835416
T = 230.000000, Volume = 662.818805
T = 240.000000, Volume = 685.802243
T = 250.000000, Volume = 708.785689
T = 260.000000, Volume = 731.769136
T = 270.000000, Volume = 754.752583
inflow volume is 754.752583 gallons
simulation time is 270.000000 s
wall clock time is 45.710311 s
[0.047423818747494136, 0.081587452651158993, 0.86239561331498293, 2.7223107243723796, 3.2970946585304799, 3.9923474839709421, 55.515532199956411, 135.47316749219564, 97.368514750346463, 92.52719917088676, 122.16121916263197, 74.410981731873704, 82.602055896999886, 6.0321378125480836, 5.4631523935595414, 5.2535758174831235, 5.2642385385783754, 6.8286195024820113, 8.2710424115546566, 5.1544552380719439, 5.0953010381118098, 7.7248442761426812, 6.8851379376680422, 5.762833417409535, 5.7368486824184606, 5.6877108283966553, 6.1036303621515007]
[ 146.7252876 22.73149375 22.57769363 22.42382996 22.26988712
22.11587158 21.96178519 21.807628 14.38010866 14.22149956
7.87221498 3.09871002 5.05188646 0.2241928 5.432661
10.47402485 18.10534958 0.2241928 ]
max arrival time is 269.920000
sample # 97
generating random trees starting with spine of 15 nodes and adding 2 branches
[1, 2, 2, 3, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 1, 1, 1]
../indata/fakeinp.inp
system volume is 663.936652 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731858
T = 90.000000, Volume = 290.714965
T = 100.000000, Volume = 313.698074
T = 110.000000, Volume = 336.681184
T = 120.000000, Volume = 359.664297
T = 130.000000, Volume = 382.647413
T = 140.000000, Volume = 405.630530
T = 150.000000, Volume = 428.613649
T = 160.000000, Volume = 451.596770
T = 170.000000, Volume = 474.579893
T = 180.000000, Volume = 497.563018
T = 190.000000, Volume = 520.546146
T = 200.000000, Volume = 543.529275
T = 210.000000, Volume = 566.512406
T = 220.000000, Volume = 589.495540
T = 230.000000, Volume = 612.478675
T = 240.000000, Volume = 635.461811
T = 250.000000, Volume = 658.444946
T = 260.000000, Volume = 681.428142
inflow volume is 681.428142 gallons
simulation time is 260.000000 s
wall clock time is 37.109439 s
[0.047423825260593792, 0.081592919880174392, 0.86368068988222979, 1.6302111133969601, 1.9550062761048668, 7.719218274146459, 5.2476506387156245, 2.7452720123906524, 2.8528902114929116, 2.9743629000024998, 3.0977726057072799, 3.1711763226535554, 3.3007540838028593, 3.378753231460621, 3.4819962803578011, 3.4893615984024069, 3.6337643810196982, 3.6712076536035809, 3.8271377867454821, 3.8876478165045798, 3.9143608006008428, 4.0835267473983761, 3.8589533827051814, 3.6759541003738123, 3.6740409929039601, 7.7518795067865796]
[ 30.58237095 30.62464091 30.50492999 24.03807801 24.14718912
24.31289239 24.56283113 24.89925536 25.29446428 25.69725481
26.05553008 26.34530086 26.56202615 25.66491037 25.66491037
27.08221332]
max arrival time is 253.216000
sample # 98
generating random trees starting with spine of 15 nodes and adding 4 branches
[1, 2, 2, 2, 2, 3, 3, 2, 2, 3, 2, 2, 3, 2, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 746.928733 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 226.935658
T = 70.000000, Volume = 256.082976
T = 80.000000, Volume = 294.037957
T = 90.000000, Volume = 318.641592
T = 100.000000, Volume = 341.624701
T = 110.000000, Volume = 364.607811
T = 120.000000, Volume = 387.590951
T = 130.000000, Volume = 410.574188
T = 140.000000, Volume = 433.557443
T = 150.000000, Volume = 456.540700
T = 160.000000, Volume = 479.523959
T = 170.000000, Volume = 502.507244
T = 180.000000, Volume = 525.490535
T = 190.000000, Volume = 548.473822
T = 200.000000, Volume = 571.457196
T = 210.000000, Volume = 594.440622
T = 220.000000, Volume = 617.424060
T = 230.000000, Volume = 640.407502
T = 240.000000, Volume = 663.390950
T = 250.000000, Volume = 686.374424
T = 260.000000, Volume = 709.357899
T = 270.000000, Volume = 732.341389
T = 280.000000, Volume = 755.324967
inflow volume is 755.324967 gallons
simulation time is 280.000000 s
wall clock time is 47.725746 s
[0.047423818747494136, 0.081587463462931983, 0.86239784653647067, 2.7223371562861574, 3.2971778733257748, 3.6895205850168868, 48.551602348197413, 200.74112411737997, 11.941366336540861, 2.6770310323984674, 2.6311186228617687, 6.4413333902138596, 6.5279343701981087, 5.2582328347663143, 5.4609520678488517, 5.3457184061852221, 3.1012691317187762, 3.081953190735907, 4.9699254110488988, 8.7427376532284136, 5.4140586995052731, 5.8791091139718459, 6.0282856570819519, 4.212091877317798, 3.5365884362397222, 3.5403993102439624, 8.3455539532370953, 6.560168645872877]
[ 147.65762204 29.63109974 29.48024587 29.3290169 29.17683458
21.91775522 14.56873583 14.40315711 14.24482918 6.81515143
6.64794781 7.25964207 2.65856298 0.15920976 10.53710905
25.5466914 18.24090152 4.97587559]
max arrival time is 279.496000
sample # 99
generating random trees starting with spine of 15 nodes and adding 5 branches
[1, 2, 2, 3, 3, 2, 2, 3, 2, 2, 2, 2, 3, 3, 1, 1, 1, 1, 1, 1]
../indata/fakeinp.inp
system volume is 788.424774 gal
[20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20]
T = 10.000000, Volume = 38.044203
T = 20.000000, Volume = 75.822494
T = 30.000000, Volume = 113.600785
T = 40.000000, Volume = 151.379076
T = 50.000000, Volume = 189.157367
T = 60.000000, Volume = 221.765685
T = 70.000000, Volume = 244.748752
T = 80.000000, Volume = 267.731854
T = 90.000000, Volume = 290.714957
T = 100.000000, Volume = 313.698149
T = 110.000000, Volume = 336.681382
T = 120.000000, Volume = 359.664630
T = 130.000000, Volume = 382.647881
T = 140.000000, Volume = 405.631144
T = 150.000000, Volume = 428.614428
T = 160.000000, Volume = 451.597712
T = 170.000000, Volume = 474.581023
T = 180.000000, Volume = 497.564430
T = 190.000000, Volume = 520.547861
T = 200.000000, Volume = 543.531293
T = 210.000000, Volume = 566.514728
T = 220.000000, Volume = 589.498186
T = 230.000000, Volume = 612.481656
T = 240.000000, Volume = 635.465128
T = 250.000000, Volume = 658.448602
T = 260.000000, Volume = 681.432077
T = 270.000000, Volume = 704.415552
T = 280.000000, Volume = 727.399034
T = 290.000000, Volume = 750.382611
T = 300.000000, Volume = 773.366229
T = 310.000000, Volume = 796.349849
inflow volume is 796.349849 gallons
simulation time is 310.000000 s
wall clock time is 56.795167 s
[0.047423825260593792, 0.081593290146235634, 0.86368866204160943, 1.6302556782682625, 1.9571246713738504, 7.724770251244844, 5.054150340925248, 2.3061811272879118, 3.3007248173209103, 8.4714773539332917, 5.2946788585883287, 5.0517609653776541, 5.2602313906323932, 3.8945058934359187, 2.774240360233752, 2.7882207706935795, 7.1502882964797445, 6.5351982802472213, 5.3216810983829248, 5.6404407221623112, 5.3410833865339358, 3.7351001972358193, 3.8242628554791369, 3.9014743576309154, 3.7115546661442687, 3.5302279974853463, 3.5427230087625778, 7.8741812181967381, 7.22299309846992, 5.4075942654929543, 5.7903332090154134]
[ 29.80865413 29.85018764 29.69965146 22.39064959 14.96665322
14.80399132 14.64648842 7.11043188 6.9439247 6.78473182
6.66198685 7.47174261 4.95683079 0.20834232 10.89018691
0.20834232 26.0563476 18.68754577 5.10475534]
max arrival time is 309.872000
In [56]:
print "max(T_a) mean(max(H)) mean(dH) %junction1s %junction2s %junction3s"
for k in range(len(Summary)):
c = [Summary[k]['nodeTypes'].count(j) for j in range(1,4)]
print"%3.2f %2.6f %3.6f %.2f %.2f %.2f"%(Summary[k]['last_arrive_t'],\
mean(Summary[k]['max_H']),Summary[k]['mean_dH'],c[0]/float(N), c[1]/float(N),c[2]/float(N))
max(T_a) mean(max(H)) mean(dH) %junction1s %junction2s %junction3s
398.02 30.004656 5.091846 0.55 0.20 0.45
190.65 19.358767 58.896550 0.10 0.65 0.00
329.50 19.700670 4.604836 0.40 0.35 0.30
338.15 18.609471 4.453651 0.40 0.35 0.30
209.75 16.102237 53.307732 0.15 0.60 0.05
254.59 26.340505 3.807666 0.20 0.55 0.10
369.47 27.093008 4.915356 0.50 0.25 0.40
286.42 21.149286 3.775584 0.25 0.50 0.15
190.65 19.358767 58.896550 0.10 0.65 0.00
349.09 22.672506 4.994047 0.45 0.30 0.35
331.36 18.048699 5.004291 0.45 0.30 0.35
286.47 21.160826 3.737751 0.25 0.50 0.15
373.19 25.097483 4.655837 0.55 0.20 0.45
319.49 14.514247 5.063175 0.35 0.40 0.25
279.08 23.759814 17.638723 0.30 0.45 0.20
237.97 15.357299 19.328781 0.20 0.55 0.10
305.34 25.787442 4.314252 0.30 0.45 0.20
235.12 21.207603 3.357562 0.15 0.60 0.05
273.54 30.916623 3.883146 0.25 0.50 0.15
190.65 19.358767 58.896550 0.10 0.65 0.00
236.54 27.483098 23.573378 0.20 0.55 0.10
233.48 39.656865 30.720830 0.20 0.55 0.10
357.56 22.869865 4.648654 0.45 0.30 0.35
209.75 16.102237 53.307732 0.15 0.60 0.05
265.91 20.783433 3.875874 0.25 0.50 0.15
353.14 21.608119 4.938563 0.50 0.25 0.40
329.95 16.823519 4.739439 0.40 0.35 0.30
221.38 40.756786 19.691922 0.15 0.60 0.05
379.68 25.081474 4.944255 0.50 0.25 0.40
339.98 20.585574 4.409853 0.40 0.35 0.30
372.57 25.371801 4.993483 0.55 0.20 0.45
304.18 25.812248 4.127036 0.30 0.45 0.20
228.49 9.768589 3.404713 0.15 0.60 0.05
272.66 30.926023 3.872370 0.25 0.50 0.15
215.74 27.598684 36.289088 0.15 0.60 0.05
357.21 24.818898 5.517794 0.45 0.30 0.35
356.66 25.537470 4.858826 0.50 0.25 0.40
304.10 25.758264 4.096742 0.30 0.45 0.20
299.69 12.399127 4.832565 0.30 0.45 0.20
278.58 22.530413 17.516106 0.30 0.45 0.20
286.14 21.173234 4.068767 0.25 0.50 0.15
190.65 19.358767 58.896550 0.10 0.65 0.00
272.30 30.919589 3.732347 0.25 0.50 0.15
273.49 30.910036 4.172861 0.25 0.50 0.15
317.64 16.840383 4.244964 0.40 0.35 0.30
278.70 8.292237 4.531151 0.25 0.50 0.15
301.57 19.778703 4.416677 0.40 0.35 0.30
299.94 13.208459 4.840576 0.30 0.45 0.20
208.94 13.310811 58.456402 0.15 0.60 0.05
399.63 28.219334 5.192346 0.55 0.20 0.45
349.03 24.436270 5.751813 0.50 0.25 0.40
339.38 18.880293 5.556583 0.40 0.35 0.30
338.83 18.895690 5.106459 0.40 0.35 0.30
313.56 16.254319 4.210479 0.40 0.35 0.30
286.14 21.148599 4.081249 0.25 0.50 0.15
338.94 22.119648 5.545162 0.40 0.35 0.30
243.63 26.066560 4.256275 0.15 0.60 0.05
317.66 21.962162 5.017904 0.40 0.35 0.30
299.97 11.307215 4.910675 0.30 0.45 0.20
346.42 22.829807 5.495351 0.50 0.25 0.40
309.63 18.641531 4.384635 0.35 0.40 0.25
256.39 18.365550 18.534160 0.25 0.50 0.15
379.90 25.308581 4.858334 0.50 0.25 0.40
289.98 8.726656 4.102334 0.30 0.45 0.20
319.78 17.519470 5.123677 0.35 0.40 0.25
309.87 13.539550 4.355812 0.35 0.40 0.25
265.65 20.776019 3.850661 0.25 0.50 0.15
309.87 13.539550 4.355812 0.35 0.40 0.25
339.66 20.520054 4.534403 0.40 0.35 0.30
358.63 24.385104 5.355003 0.45 0.30 0.35
190.65 19.358767 58.896550 0.10 0.65 0.00
247.69 15.571759 3.870661 0.20 0.55 0.10
305.37 25.805158 3.930243 0.30 0.45 0.20
398.89 29.010200 5.101052 0.55 0.20 0.45
317.69 13.637968 4.291599 0.35 0.40 0.25
364.42 28.875776 5.004522 0.55 0.20 0.45
190.65 19.358767 58.896550 0.10 0.65 0.00
285.67 21.172397 3.761447 0.25 0.50 0.15
293.05 13.898442 4.386445 0.35 0.40 0.25
338.96 18.908833 5.082414 0.40 0.35 0.30
212.48 39.148374 55.905868 0.15 0.60 0.05
228.74 17.759036 39.980123 0.20 0.55 0.10
358.60 23.597335 5.043383 0.45 0.30 0.35
319.24 16.284474 5.015025 0.35 0.40 0.25
329.22 18.966189 4.763716 0.40 0.35 0.30
190.65 19.358767 58.896550 0.10 0.65 0.00
190.65 19.358767 58.896550 0.10 0.65 0.00
314.91 17.198326 4.300082 0.40 0.35 0.30
357.17 23.638147 4.668918 0.50 0.25 0.40
338.62 22.217339 5.272275 0.40 0.35 0.30
309.93 12.499469 4.355937 0.35 0.40 0.25
299.87 22.907794 12.823528 0.35 0.40 0.25
209.30 13.993619 42.985397 0.15 0.60 0.05
215.74 27.598684 36.289088 0.15 0.60 0.05
398.02 30.004656 5.091846 0.55 0.20 0.45
306.00 25.804221 3.929269 0.30 0.45 0.20
269.92 21.205462 28.012050 0.30 0.45 0.20
253.22 26.377425 3.385215 0.20 0.55 0.10
279.50 22.958355 13.203179 0.30 0.45 0.20
309.87 13.539550 4.355812 0.35 0.40 0.25
In [59]:
which = 1
conns = Summary[which]['conn']
import networkx as nx
from networkx import graphviz_layout
G=nx.Graph()
Dpos = {}
for k in range(len(Summary[which]['nodeTypes'])-1):
G.add_edge('%d'%conns[k,0],'%d'%conns[k,1])
pos=nx.spring_layout(G) # positions for all nodes
pos=nx.graphviz_layout(G,root=0)
# nodes
nx.draw_networkx_nodes(G,pos,node_size=300,node_color = '#A0CBE2', iter=100)
# edges
nx.draw_networkx_edges(G,pos,width=4,edge_cmap=plt.cm.coolwarm)
nx.draw_networkx_edges(G,pos,width=4.0,alpha=0.3)
# labels
nx.draw_networkx_labels(G,pos,font_size=8,font_family='sans-serif')
plt.axis('off')
print Summary[0]['nodeTypes'].count(3)
9
In [177]:
c3 = [np.array([[0,1],[1,2],[6,3],[3,4],[2,5],[8,6],[6,7],[5,8],[5,9]]),
np.array([[0,1],[1,2],[2,3],[2,4],[4,5],[3,6],[5,7],[1,8],[8,9]]),
np.array([[0,1],[1,2],[5,3],[3,4],[2,5],[3,6],[2,7],[7,8],[8,9]]),
np.array([[0,1],[1,2],[2,3],[3,4],[4,5],[5,6],[6,7],[7,8],[8,9]]),
np.array([[0,1],[3,2],[1,3],[7,4],[2,5],[8,6],[6,7],[5,8],[7,9]]),
np.array([[0,1],[6,2],[4,3],[6,4],[1,5],[5,6],[9,7],[2,8],[8,9]]),
np.array([[0,1],[1,2],[1,3],[3,4],[2,5],[5,6],[6,7],[7,8],[7,9]])]
for k in range(6):
conns = c3[k]
nl = conns[:,0]
nr = conns[:,1]
nodeTypes = [sum(len(find(nl==k))+len(find(nr==k))) for k in range(N)]
#print nodeTypes
In [20]:
counts = [0]*3
for k in range(100):
for j in range(1,4):
counts[j-1]+=Summary[k]['nodeTypes'].count(j)
print counts
[401, 398, 201]
In [36]:
import pickle
In [60]:
#generator = 'wilson'
name = "output_data/random_networks/summary_N%d_samples%d_%s_variable_spurs"%(N,Nsamples,generator)
#name = "output_data/random_networks/summary_N%d_samples%d_%s"%(N,Nsamples,generator)
f1 = open(name+'.pkl','wb')
pickle.dump(Summary,f1)
f1.close()
In [61]:
with open(name+'.txt','w') as f2:
f2.write("max(T_a) mean(max(H)) mean(dH) %junction1s %junction2s %junction3s\n")
for k in range(len(Summary)):
c = [Summary[k]['nodeTypes'].count(j) for j in range(1,4)]
f2.write("%3.2f %2.6f %3.6f %.2f %.2f %.2f\n"%(Summary[k]['last_arrive_t'],\
mean(Summary[k]['max_H']),Summary[k]['mean_dH'],c[0]/float(N), c[1]/float(N),c[2]/float(N)))
In [63]:
name = "output_data/random_networks/summary_N%d_samples%d_%s_variable_spurs"%(N,Nsamples,generator)
print name
output_data/random_networks/summary_N20_samples100_spine_variable_spurs
In [146]:
G = nx.Graph(A2)
#pos=nx.spectral_layout(G) # positions for all nodes
# nodes
nx.draw_circular(G,node_size=300,node_color = '#A0CBE2')
pos=nx.circular_layout(G) # positions for all nodes
# nodes
nx.draw_networkx_nodes(G,pos,node_size=300,node_color = '#A0CBE2', iter=300)
# edges
nx.draw_networkx_edges(G,pos,width=1,edge_cmap=plt.cm.coolwarm)
# labels
nx.draw_networkx_labels(G,pos,font_size=8,font_family='sans-serif')
plt.axis('off')
print Summary[0]['nodeTypes']
[1, 1, 1, 3, 1, 2, 3, 1, 2, 1, 2, 3, 3, 3, 1, 3, 2, 1, 3, 1]
In [52]:
print Summary[1]
{'mean_dH': 58.896549754611179, 'Vin': 2.199450277223604, 'max_H': array([ 113.01333586, 11.38314344, 11.61568269, 11.80709035,
12.06557722, 12.20831332, 12.3132504 , 12.31435275,
12.39691881, 12.40120213, 12.36643296, 12.33271988,
12.37653675, 12.42818228]), 'last_arrive_t': 190.648, 'conn': array([[ 0, 1],
[ 1, 2],
[ 2, 3],
[ 3, 4],
[ 4, 5],
[ 5, 6],
[ 6, 7],
[ 7, 8],
[ 8, 9],
[ 9, 10],
[10, 11],
[11, 12],
[12, 13],
[13, 14]]), 'max_arrive_t': [190.44, 42.335999999999999, 35.287999999999997, 46.68, 59.456000000000003, 70.656000000000006, 84.584000000000003, 97.951999999999998, 113.84, 131.40799999999999, 147.816, 163.82400000000001, 183.304, 190.648], 'nodeTypes': [1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1], 'min_arrive_t': [44.280000000000001, 26.192, 25.84, 35.335999999999999, 46.712000000000003, 59.496000000000002, 70.671999999999997, 84.608000000000004, 101.456, 113.864, 131.42400000000001, 147.84, 163.83199999999999, 183.33600000000001]}
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