OTIST

Q >0 is the petal number
if Q = nc with n>0 normal DEM with Checkerboard
if Q = 0, normal dem with zebra.
if Q = -3, -2, -4: deg.arc.sys.
'Re c' accepts a+bI with real a and b as numbers below

Lambda= {75/100, 80/100, 85/100, 90/100, 95/100, 100/100}

% L= 1, p/q= 1/1
{
0.23437499999999990424326413
0.23999999999999995337063297
0.24437499999999993754995486
0.24749999999999992061905374
0.24937499999999997751798375
0.24999999999999984456877655
}
% L= 1, p/q= 1/2
{
-0.5156250000000000097144515
-0.5600000000000000266453526
-0.6056250000000000099920072
-0.6525000000000000166533454
-0.7006249999999999938937734
-0.7500000000000000333066907
}
% L= 1, p/q= 1/3
{
-0.1171874999999999981375512+0.4465443488263511500841346I
-0.119999999999999941571779+0.4849742261192856171891701I
-0.1221874999999999801775872+0.5244866351669506233914135I
-0.1237499999999999802024949+0.565081575969346177010863I
-0.1246874999999999572705739+0.6067590485264722801291868I
-0.124999999999999957238115+0.6495190528383289412954548I
}

% L= 1
p/q= 1/4
{
0.14062499999999999444888488+0.37499999999999998959165914I
0.16000000000000000333066907+0.39999999999999998445687766I
0.180624999999999989730437+0.4249999999999999904243264I
0.2025000000000000244249065+0.4499999999999999741873147I
0.2256249999999999839017661+0.4749999999999999912569937I
0.2500000000000000499600361+0.4999999999999999639177517I
}
% L= 2, p/q= 1/1
{
-0.6205127018926192333137283
-0.6472135954709131955581
-0.6734772228646439724140892
-0.699341649025253280649514
-0.72483971722812797930644
-0.7500000000
}
% L= 2
p/q= 1/2
{
-1.1874999999999974954925324
-1.1999999999999989898279049
-1.2125000000000032582014645
-1.2250000000000020467522541
-1.237500000000578780124055
-1.249999999998731025426831
}
% L= 2, p/q= 1/3
{
-1.0937500000000481785298133+0.1623797632098922721192301I
-1.0999999999998249280869743+0.1732050807572061893818715I
-1.1062499999999948652246737+0.1840303983041777123708929I
-1.1125000000000013367076442+0.1948557158515024562024764I
-1.118749999999975881008807+0.2056810333988841442138094I
-1.12499999999867524737842+0.216506350947148028273531I
}
% L= 3 rabbit p/q= 1/1
{
-0.1248422240232277983800737+0.6735264260623221117481588I
-0.124898806983062704783285+0.668733061858686513682027I
-0.1249429581787601388905+0.6639355357730287861469I
-0.12497459485455245439105+0.6591339534925960563518I
-0.12499363552945688787998+0.65432842263481071361041I
-0.125861+0.648321I
}
% L= 3 rabbit p/q= 1/2
{
-0.11781116067569423468208+0.8149501616821706616049I
-0.117414672988798227469933+0.819573013424679355957408I
-0.117008758890806385981425+0.824189367439416640966574I
-0.1165935150708050854819082+0.8287991813344916554645251I
-0.1161690379805340565734+0.8334024143614521015323I
-0.11573542377048913133809+0.83799902737710808917648I
}
% L= 3 rabbit p/q= 1/3 (rabbit in rabbit)
{
-0.0606131773971945290437085+0.7764293549424058345853545I
-0.0565586259443652045342+0.7784855228378847400654I
-0.0525130356041406195181+0.7805359826358455936477I
-0.0484763315469381461665+0.7825807889826433212121I
-0.04444843999981622716592+0.78461999566653214367551I
-0.040429288232882274193079+0.786653655622420324930686I
}
%
% L= 9 rabbit in rabbit
p/q= 1/1
{
-0.0382004313403506400748146+0.7877573445662274130058507I
-0.0386458917743844348297048+0.7875405186187896416389657I
-0.0390915286435474766653428+0.7873217455498772174998185I
-0.0395373211156876591637818+0.7871010163782162323297929I
-0.0399832480950696094898324+0.7868783224850680393194748I
-0.0404292878554401755332+0.7866536538103861274135I
}
% L= 3 airplane
p/q= 1/1
{
-1.7503155519538629357573554
-1.7502023860320599092966953
-1.750114083636309636370229
-1.7500508102794777851885523
-1.75001272895263956209488
-1.749999999999999987914936
}
% L= 3 airplane
p/q= 1/3 (rabbit in airplane)
{
-1.7573204214771955768670144+0.0083224460186675379951876I
-1.757411536334088585201516+0.009029584358274640888216I
-1.757494812359750852001959+0.009755771690043189037681I
-1.757570452218142262373331+0.010501008106978720430155I
-1.7576386594317093511139102+0.0112652930107606623516596I
-1.7576996383816777429647393+0.0120486250274111264117677I
}
% L= 4 in 1/3-limb
p/q= 1/1
{
-0.1548427703635262865315033+1.0311193911456075432076268I
-0.1548004715800891992732257+1.0310932817817532988762299I
-0.154767414491903016134805+1.031073059155766563481466I
-0.1547436909711930592300164+1.0310586752548581589586509I
-0.1547293915742616723916168+1.031050081289340859804797I
-0.1547246055119733971007011+1.0310472277489219330845031I
}
% L= 4 in 1/3-limb p/q= 1/2
{
-0.1599104213429198637377707+1.0348331249927446732719078I
-0.1601883373399225046328053+1.0350591923610441715173423I
-0.1604721135152441355359405+1.0352920208205705774246196I
-0.160761639763216556949237+1.0355316123826280960196716I
-0.1610568063006991357068033+1.035777967454845394020131I
-0.1613575037146903753610236+1.0360310848535410427642445I
}
% L= 4 in 1/3-limb
p/q= 1/3
{
-0.1552184766011171135156745+1.0357771879653827960828225I
-0.1550645552962038736943832+1.0360374569632913142933995I
-0.1549027871073873751105874+1.0363007446033789458704148I
-0.1547332642616416051083213+1.0365670365749727450565221I
-0.1545560781051455960042219+1.0368363190890097343164659I
-0.1543713191114350665754202+1.0371085788487395503615961I
}
%
% L= 9 rabbit in l= 4 in 1/3-limb p/q= 1/1
{
-0.1542658000527937405898027+1.0372596343578372174992482I
-0.1542870273280747974791215+1.0372295882022278441134069I
-0.1543081938682990866119423+1.0371994592044564347373623I
-0.1543292986762072674201122+1.0371692477242649385544127I
-0.1543503407555781854203267+1.037138954140018013241729I
-0.1543713191114350665754202+1.0371085788487395503615961I
}


Examples (appox. values):
Rabbit: C= -0.122561 + 0.744862 i
3 petals: C= -0.125 + 0.649519 i
Siegel Disk: C= -0.408792866 -0.577405 i
Feigenbaum: C= -1.4011552
Tower: C= -1
Cauliflower: C= 0.25
Dendrite: C= i
Circle: C= 0
Segment: C= -2

Superattracting per 3 (up to complex conjugate):
C= -1.75488 (airplane)
C= -0.122561 + 0.744862 i (rabbit)

Superattracting per 4 (up to complex conjugate):
C= -1.9408
C= -1.3107
C= -1.62541
C= -0.15652 + 1.03225 i
C= 0.282271 + 0.530061 i

Superattracting per 5 (up to complex conjugate):
C= -1.98542
C= -1.86078
C= -1.62541
C= -1.25637 + 0.380321 i
C= -0.50434 + 0.562766 i
C= -0.198042 + 1.10027 i
C= -0.0442124 + 0.986581 i
C= 0.359259 + 0.642514 i
C= 0.379514 + 0.334932 i

A superattracting per 15:C= -0.0384261 + 0.985494 i