CMCLab 1.0

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

# file created: Mon May 13 18:28:20 2002

name 3-noid [+--]

potential
{{0,
  (1/(6*(-1 + z)) - 1/(2*(1 + z)) + 1/(6*(1/2 - (I/2)*Sqrt[3] + z)) + 1/(6*(1/2 + (I/2)*Sqrt[3] + z)))/t +
  (1/(3*(-1 + z)) + 1/(2*(-I + z)) + 1/(2*(I + z)) - 2/(3*(1/2 - (I/2)*Sqrt[3] + z)) - 2/(3*(1/2 + (I/2)*Sqrt[3] + z)))},{
  1/(3*(-1 + z)) + 1/(2*(-I + z)) + 1/(2*(I + z)) - 2/(3*(1/2 - (I/2)*Sqrt[3] + z)) - 2/(3*(1/2 + (I/2)*Sqrt[3] + z)) +
  (1/(6*(-1 + z)) - 1/(2*(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 -I; 0.000511299981155263; (0)2Pi; (1)2Pi; 24
Loop
circle 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 -I
Hole
point 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
{{+(3.369539789287235e-9)t^(-8)
+(-8.301599039767098e-8)t^(-7)
+(4.349027887575018e-7)t^(-6)
+(0.00001840364924131826)t^(-5)
+(-0.0004036496772575414)t^(-4)
+(0.0021634222470832804)t^(-3)
+(0.012505663315464552)t^(-2)
+(-0.08194340721162006)t^(-1)
+(-0.23302484190880568)
+(-0.08194340721162492)t
+(0.012505663315474284)t^2
+(0.002163422247068632)t^3
+(-0.00040364967723800137)t^4
+(0.0000184036492170522)t^5
+(4.3490281746736765e-7)t^6
+(-8.301602439758561e-8)t^7
+(3.369578898560444e-9)t^8
,
+(-1.7924053804032612e-10)t^(-9)
+(-3.452480924262475e-9)t^(-8)
+(1.9459753111921044e-7)t^(-7)
+(-3.8981821123673105e-6)t^(-6)
+(0.000027474665555200814)t^(-5)
+(0.00009651585516806103)t^(-4)
+(-0.005818647338794328)t^(-3)
+(0.020193077872228585)t^(-2)
+(0.15267207570059388)t^(-1)
+(0.1940286653907332)
+(0.02362923570634871)t
+(-0.017650521641379046)t^2
+(0.0010591024701281824)t^3
+(0.00012398636039559252)t^4
+(-0.000014548314210264045)t^5
+(5.527878419108828e-7)t^6
+(5.0311958056839435e-9)t^7
+(-1.382192364665625e-9)t^8
+(5.146319787458697e-10)t^9
+(-5.417823427581054e-10)t^10
+(5.689327345331164e-10)t^11
+(-5.960844308061925e-10)t^12
+(6.232356829498371e-10)t^13
+(-6.503869490115044e-10)t^14
+(6.77536424852097e-10)t^15
+(-7.046885652152424e-10)t^16
+(7.318393872012524e-10)t^17
+(-7.589915553191272e-10)t^18
},{
0,
+(-5.5392700126179066e-9)t^(-9)
+(1.1156582470004584e-7)t^(-8)
+(-9.036721920434525e-7)t^(-7)
+(-1.11590955609645e-6)t^(-6)
+(0.000017117378329037798)t^(-5)
+(0.0006148778785341309)t^(-4)
+(-0.00439170329238641)t^(-3)
+(-0.0036228688007136503)t^(-2)
+(0.04172651303660693)t^(-1)
+(0.024183431692734625)
+(-0.05852545433791122)t
}}