CMCLab 1.0

# 3-noid [++-]
# necksizes: {1/3, 1/3, -1/3}
# center type: static center
# end weights: {8/9, 8/9, -16/9}
# ends: {1, -1/2 + (I/2)*Sqrt[3], -1/2 - (I/2)*Sqrt[3]}
# extra poles: {(-I + Sqrt[3])/(I + Sqrt[3])}
# umbilics: {(1 + I*Sqrt[3])/(-1 + I*Sqrt[3]), ComplexInfinity}

# file created: Mon May 13 18:28:15 2002

name 3-noid [++-]

potential
{{0,
  (-1/(6*(-1 + z)) + 1/(3*(1/2 - (I/2)*Sqrt[3] + z)) - 1/(6*(1/2 + (I/2)*Sqrt[3] + z)))/t +
  (-1/(3*(-1 + z)) + 1/(6*(1/2 - (I/2)*Sqrt[3] + z)) + 2/(3*(1/2 + (I/2)*Sqrt[3] + z)) - 1/(2*(-((-I + Sqrt[3])/(I + Sqrt[3])) + z)))},{
  -1/(3*(-1 + z)) + 1/(6*(1/2 - (I/2)*Sqrt[3] + z)) + 2/(3*(1/2 + (I/2)*Sqrt[3] + z)) - 1/(2*(-((-I + Sqrt[3])/(I + Sqrt[3])) + z)) +
  (-1/(6*(-1 + z)) + 1/(3*(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 -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 0.5 - 0.866025403784439 I; 0.000511299981155263; (0)2Pi; (1)2Pi; 24
Loop
circle 1; 0.000511299981155263; (0)2Pi; (1)2Pi; 24
Hole
point -0.5 - 0.866025403784439 I
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
{{+(2.7068869271591905e-10)t^(-10)
+(-3.6279227433681986e-9 + 3.740921382282386e-9*I)t^(-9)
+(-4.521314513306094e-8 - 3.5124614780148395e-8*I)t^(-8)
+(1.1177744263109595e-6 - 6.707278544386928e-7*I)t^(-7)
+(-2.7312928801284623e-6 + 7.149979947910209e-6*I)t^(-6)
+(-0.000039523808697580615 + 0.00006531416865729031*I)t^(-5)
+(0.00016519440276348808 - 0.0005883890670819195*I)t^(-4)
+(-0.0028036789716978715 - 0.0020681133168974765*I)t^(-3)
+(0.014845373388678619 + 0.016395540276621386*I)t^(-2)
+(0.022327481543647096 - 0.022373260928279216*I)t^(-1)
+(-0.14265502223626508 - 1.9693310534125268e-10*I)
+(0.02232748155153364 + 0.022373261322145437*I)t
+(0.014845373372905528 - 0.016395540670487617*I)t^2
+(-0.002803678948038262 + 0.002068113710763703*I)t^3
+(0.0001651943712173151 + 0.0005883886732157086*I)t^4
+(-0.000039523769265001445 - 0.00006531377479104488*I)t^5
+(-2.7313401994529337e-6 - 7.150373814176403e-6*I)t^6
+(1.1178296322156013e-6 + 6.711217206435212e-7*I)t^7
+(-4.527623758695788e-8 + 3.473074854127661e-8*I)t^8
+(-3.556944010590666e-9 - 3.347055190797028e-9*I)t^9
+(1.9182346601111652e-10 - 3.938662056493297e-10*I)t^10
+(3.9386627244036575e-10*I)t^11
+(-3.9386622799393974e-10*I)t^12
+(1.0252516024845942e-10 + 3.9386618376267333e-10*I)t^13
+(-1.1041185995316943e-10 - 3.938662236654955e-10*I)t^14
+(1.1829837208772722e-10 + 3.9386629632476257e-10*I)t^15
+(-1.261848498528644e-10 - 3.938662807165394e-10*I)t^16
+(1.3407114027125428e-10 + 3.9386631368384256e-10*I)t^17
+(-1.4195784669801693e-10 - 3.938661642849654e-10*I)t^18
,
+(6.881065861892625e-10*I)t^(-10)
+(-9.069423270432451e-9 - 3.0677982017327332e-9*I)t^(-9)
+(1.9854616672231577e-8 - 1.7427698219776846e-7*I)t^(-8)
+(1.8228165678048736e-6 + 1.1086863566902087e-6*I)t^(-7)
+(-2.6520050146089116e-6 + 0.00002124795020188377*I)t^(-6)
+(-0.00019101744151835901 - 0.00012934457011745342*I)t^(-5)
+(0.00002831161642077192 - 0.0009516565027862585*I)t^(-4)
+(0.00858240211239747 + 0.004428906255555498*I)t^(-3)
+(0.00723154340468714 - 0.0017266222355392148*I)t^(-2)
+(-0.08009077789908488 - 0.0049516663295181935*I)t^(-1)
+(-0.046266513090847936 + 0.0071522127435985515*I)
+(0.038832370121611684 - 0.0020694031085123003*I)t
+(0.0007756820046633292 - 0.0039969768223146705*I)t^2
+(-0.0028037065769341662 + 0.0027243768150714926*I)t^3
+(0.00019417536197159911 - 0.000506423014806296*I)t^4
+(0.00004409155514332758 - 3.4012650390174377e-6*I)t^5
+(-4.220607022457057e-6 + 8.402389495230214e-6*I)t^6
+(-2.0386218398216922e-7 - 5.732005832192343e-7*I)t^7
+(2.84594037097264e-8 - 1.4014686328372284e-8*I)t^8
+(5.937550860646321e-10 + 3.1362449176232544e-9*I)t^9
+(-8.519120969588937e-10 - 7.020372201835814e-10*I)t^10
+(7.632476465394158e-10 + 6.621271891239286e-10*I)t^11
+(-6.745839316562442e-10 - 6.222171441864848e-10*I)t^12
+(5.859197175995897e-10 + 5.823071061883583e-10*I)t^13
+(-4.972557251538857e-10 - 5.423970682435917e-10*I)t^14
+(4.0859176047053354e-10 + 5.024870163676774e-10*I)t^15
+(-3.1992743539157655e-10 - 4.62576974900104e-10*I)t^16
+(2.312635535276914e-10 + 4.22666957934656e-10*I)t^17
+(-1.425994227377902e-10 - 3.8275690605874176e-10*I)t^18
},{
0,
+(-2.7447954106488433e-9 + 4.002881668346357e-9*I)t^(-10)
+(-2.8161151807903855e-8 - 2.4832408035636673e-8*I)t^(-9)
+(4.1769976640017234e-7 - 2.2268351374952918e-7*I)t^(-8)
+(-8.764274610736276e-7 + 3.81715027476684e-6*I)t^(-7)
+(-0.000015546559972633895 - 5.637360538171459e-6*I)t^(-6)
+(0.00006508843262694242 - 0.00015286462915995545*I)t^(-5)
+(0.00006323555008462854 + 0.0006972905323577487*I)t^(-4)
+(0.001106081748268196 + 0.00039093807308929966*I)t^(-3)
+(-0.009403918698697106 - 0.0077326960041513675*I)t^(-2)
+(0.007700425164962419 + 0.016659707745487806*I)t^(-1)
+(0.04494684618387574 - 0.014243211892132901*I)
+(-0.08161630809860611 + 0.004382899897812893*I)t
+(0.03715458591109982)t^2
}}