CMCLab 1.0

# 3-noid [+++]
# necksizes: {1/3, 1/3, 1/3}
# center type: static center
# end weights: {8/9, 8/9, 8/9}
# ends: {1, -1/2 + (I/2)*Sqrt[3], -1/2 - (I/2)*Sqrt[3]}
# extra poles: {-1}
# umbilics: {-1, ComplexInfinity}

# file created: Mon May 13 18:28:11 2002

name 3-noid [+++]

potential
{{0,
  (-1/(3*(-1 + z)) + 1/(6*(1/2 - (I/2)*Sqrt[3] + z)) + 1/(6*(1/2 + (I/2)*Sqrt[3] + z)))/t +
  (-1/(6*(-1 + z)) - 1/(2*(1 + z)) + 1/(3*(1/2 - (I/2)*Sqrt[3] + z)) + 1/(3*(1/2 + (I/2)*Sqrt[3] + z)))},{
  -1/(6*(-1 + z)) - 1/(2*(1 + z)) + 1/(3*(1/2 - (I/2)*Sqrt[3] + z)) + 1/(3*(1/2 + (I/2)*Sqrt[3] + z)) +
  (-1/(3*(-1 + z)) + 1/(6*(1/2 - (I/2)*Sqrt[3] + z)) + 1/(6*(1/2 + (I/2)*Sqrt[3] + z)))t,
  0}}

domain triangulated
boundary
Loop
circle 0; 1006.61772254055; (0)2Pi; (1)2Pi; 6
Loop
circle -1; 0.000511299981155263; (0)2Pi; (1)2Pi; 24
Loop
circle -0.5 - 0.866025403784439 I; 0.000511299981155263; (0)2Pi; (1)2Pi; 24
Loop
circle -0.5 + 0.866025403784439 I; 0.000511299981155263; (0)2Pi; (1)2Pi; 24
Loop
circle 1; 0.000511299981155263; (0)2Pi; (1)2Pi; 24
Hole
point -1
Hole
point -0.5 - 0.866025403784439 I
Hole
point -0.5 + 0.866025403784439 I
Hole
point 1

max_area 0
min_angle 28
smooth 0
refine 0
max_area2 0.02

zstart 0
lambda R3 0
normalshift 1
polynomial_length 18
basis_length 32
birkhoff true
initial_integrator_count 100
integrator_count 1

xstart
{{+(3.8825967345201985e-10)t^(-9)
+(-1.0682406462777016e-8)t^(-8)
+(2.3404975051676734e-7)t^(-7)
+(-4.093580590155663e-6)t^(-6)
+(0.00005515064664469472)t^(-5)
+(-0.0005414526825445509)t^(-4)
+(0.003515022839182347)t^(-3)
+(-0.011949379802557437)t^(-2)
+(0.0010674144833660063)t^(-1)
+(0.08938288199955798)
+(0.0010674144833627364)t
+(-0.011949379802550888)t^2
+(0.0035150228391724898)t^3
+(-0.0005414526825314434)t^4
+(0.00005515064662840777)t^5
+(-4.093580570463218e-6)t^6
+(2.340497276041335e-7)t^7
+(-1.0682380273264212e-8)t^8
+(3.8823014665336255e-10)t^9
,
+(2.683023797012131e-10)t^(-10)
+(-7.223659332776577e-9)t^(-9)
+(1.5420476181264103e-7)t^(-8)
+(-2.6123335853877096e-6)t^(-7)
+(0.000033776976598037326)t^(-6)
+(-0.00031326555389262796)t^(-5)
+(0.0018572785100477818)t^(-4)
+(-0.005096638409500741)t^(-3)
+(-0.0060590190296156395)t^(-2)
+(0.04943167065635702)t^(-1)
+(0.04101862587720686)
+(-0.004822946219404067)t
+(-0.003337718652759517)t^2
+(0.0011162916469504936)t^3
+(-0.00017303651800950083)t^4
+(0.00001728013401777639)t^5
+(-1.2472367618095737e-6)t^6
+(6.920901919980913e-8)t^7
+(-3.115228472283105e-9)t^8
+(1.6411639296672452e-10)t^9
},{
0,
+(-4.76126711999659e-9)t^(-11)
+(5.4013621127456454e-8)t^(-10)
+(-5.613122265326473e-7)t^(-9)
+(4.79188110945739e-6)t^(-8)
+(-0.00003276431672135358)t^(-7)
+(0.00016917494678923153)t^(-6)
+(-0.0005834610999648713)t^(-5)
+(0.0008303470733116068)t^(-4)
+(0.0028260306460086452)t^(-3)
+(-0.015279041817334534)t^(-2)
+(0.014072697387779812)t^(-1)
+(0.04161077303503382)
+(-0.04361803567613929)t
}}