(*********************************************************************** Mathematica-Compatible Notebook This notebook can be used on any computer system with Mathematica 4.0, MathReader 4.0, or any compatible application. The data for the notebook starts with the line containing stars above. To get the notebook into a Mathematica-compatible application, do one of the following: * Save the data starting with the line of stars above into a file with a name ending in .nb, then open the file inside the application; * Copy the data starting with the line of stars above to the clipboard, then use the Paste menu command inside the application. Data for notebooks contains only printable 7-bit ASCII and can be sent directly in email or through ftp in text mode. Newlines can be CR, LF or CRLF (Unix, Macintosh or MS-DOS style). NOTE: If you modify the data for this notebook not in a Mathematica- compatible application, you must delete the line below containing the word CacheID, otherwise Mathematica-compatible applications may try to use invalid cache data. For more information on notebooks and Mathematica-compatible applications, contact Wolfram Research: web: http://www.wolfram.com email: info@wolfram.com phone: +1-217-398-0700 (U.S.) Notebook reader applications are available free of charge from Wolfram Research. ***********************************************************************) (*CacheID: 232*) (*NotebookFileLineBreakTest NotebookFileLineBreakTest*) (*NotebookOptionsPosition[ 539901, 12801]*) (*NotebookOutlinePosition[ 540872, 12834]*) (* CellTagsIndexPosition[ 540828, 12830]*) (*WindowFrame->Normal*) Notebook[{ Cell[CellGroupData[{ Cell["\<\ Ave.Disp - Sig.Power WDM+PMD ( pwp ) ( T=7.5ps, 40Gb/s, 1000/50km ) 1995.10.6 by K.Shimoura \ \>", "Subtitle", Evaluatable->False, CellHorizontalScrolling->False, TextAlignment->Center], Cell["\<\ 1999. 6. 8 last revised 2001. 11. 19 slightly revised\ \>", "Subsubtitle", Evaluatable->False, CellHorizontalScrolling->False, TextAlignment->Center], Cell[CellGroupData[{ Cell[TextData[{ "(*-----Initial Conditions-----------------------------*)\n(* LD parameters \ *)\ntfw=7.5 ;PdB=+3 ;GHz=40 ;\nwl =1552 ;dGz=200 ;ch =+0.0 \ ; \n\n(* Fiber parameters *)\ns =50.0 ;aa =0.20 ;Sl =0.00 ;Rt =5.0 \ ;\nDav=+0.03 ;dDp=0.0 ;kd =5 ;PMD=0.0 ;\nDc =+400 ;Nc =1 \ ;n2 =2.24 10^-20 ;\n\n(* Amplification parameters *)\nka =25 ;NF \ =+5 ;fw =100 ;\nRfil=1.4 ;Rthr=0.3 ;Rdec=0.6 ;\n \n(* \ Calculation parameters *)\nh =2000 ;dt =0.5 ;NM =16 ;ym =1.0 ; \n\ kmax=500 ;kw =50 ;\n\n(* Graphics Array *)\nArray[ pwp1,{10,21,21}];\n\ Do[ pwp1[i,j,k] = 0, {i,10},{j,21},{k,21} ];\n\nPrint[ Date[ ]];\nPm = 10 ^ \ (0.1 PdB);\ndm = 1000/GHz/dt;\nM = 2 Quotient[NM dm,2];\ndl = 3.34 10^-6 ( \ wl^2 /(M dt) );\n\n(*----Pulse shape definition--------------------------*)\n\ \n(* Chirped Gaussian *) \nkt= 1.665 ; t0= tfw /kt ;m= 1.0 ; \ndth=(2 Pi \ dt dGz)/1000 ;dn =dm/NM ;\n\nEx0=Table[(Exp[ -.5(1 + ch I)((t+7.5dm) dt/t0) \ ^(2m)] *0\n\t +Exp[ -.5(1 + ch I)((t+6.5dm) dt/t0) ^(2m)] *1\n\t \ +Exp[ -.5(1 + ch I)((t+5.5dm) dt/t0) ^(2m)] *0\n\t +Exp[ -.5(1 + ch \ I)((t+4.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t+3.5dm) dt/t0) \ ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t+2.5dm) dt/t0) ^(2m)] *0\n\t \ +Exp[ -.5(1 + ch I)((t+1.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch \ I)((t+0.5dm) dt/t0) ^(2m)] *1\n\t \n\t +Exp[ -.5(1 + ch \ I)((t-0.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-1.5dm) dt/t0) \ ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-2.5dm) dt/t0) ^(2m)] *0\n\t \ +Exp[ -.5(1 + ch I)((t-3.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch \ I)((t-4.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-5.5dm) dt/t0) \ ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-6.5dm) dt/t0) ^(2m)] *0\n\t \ +Exp[ -.5(1 + ch I)((t-7.5dm) dt/t0) ^(2m)] *0)\n\t \n\t *(+Exp[ \ +4t dth I ] *1\n +Exp[ +3t dth I ] *0\n\t +Exp[ +2t dth I \ ] *1\n +Exp[ +1t dth I ] *0\n + 1 *1\n \ +Exp[ -1t dth I ] *0\n +Exp[ -2t dth I ] *1\n \ +Exp[ -3t dth I ] *0\n +Exp[ -4t dth I ] *1)\t \ \n ,{t,-\ M/2,M/2-1} ];\nXch= 5;\n\nEy0=Table[(Exp[ -.5(1 + ch I)((t+7.5dm) dt/t0) \ ^(2m)] *0\n\t +Exp[ -.5(1 + ch I)((t+6.5dm) dt/t0) ^(2m)] *1\n\t \ +Exp[ -.5(1 + ch I)((t+5.5dm) dt/t0) ^(2m)] *0\n\t +Exp[ -.5(1 + ch \ I)((t+4.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t+3.5dm) dt/t0) \ ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t+2.5dm) dt/t0) ^(2m)] *0\n\t \ +Exp[ -.5(1 + ch I)((t+1.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch \ I)((t+0.5dm) dt/t0) ^(2m)] *1\n\t \n\t +Exp[ -.5(1 + ch \ I)((t-0.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-1.5dm) dt/t0) \ ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-2.5dm) dt/t0) ^(2m)] *0\n\t \ +Exp[ -.5(1 + ch I)((t-3.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch \ I)((t-4.5dm) dt/t0) ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-5.5dm) dt/t0) \ ^(2m)] *1\n\t +Exp[ -.5(1 + ch I)((t-6.5dm) dt/t0) ^(2m)] *0\n\t \ +Exp[ -.5(1 + ch I)((t-7.5dm) dt/t0) ^(2m)] *0)\n\t \n\t *(+Exp[ \ +4t dth I ] *0\n +Exp[ +3t dth I ] *1\n\t +Exp[ +2t dth I \ ] *0\n +Exp[ +1t dth I ] *1\n + 1 *0\n \ +Exp[ -1t dth I ] *1\n +Exp[ -2t dth I ] *0\n \ +Exp[ -3t dth I ] *1\n +Exp[ -4t dth I ] *0)\n \ ,{t,-M/2,M/2-1} ];\nYch= 4; \ \n \n(* Chirped Gaussian 2 \nkt= 1.665 ; t0= tfw \ /kt ; m= 1.0; \nE0= Table[ Exp[ -.5(1 + ch I)( t dt/t0) ^(2m) ]\t\t\n \ ,{t,-M/2,M/2-1} ];\n*)\n\n\n(* Dispersion \ length -----------------------*)\nLt = kmax h/1000;\nLa = ka h/1000;\natt= \ 10^( -aa h /40000);\nDp = Dav - ( 1000 Dc )/( 2 h ka Nc );\n\nLd = t0^2 /Abs[ \ 5.31 10^-7 wl^2 Dp ];\nLq = t0^3 /Abs[ 2.82 10^-13 wl^4 Sl ];\nLs = 1.571 * \ Ld;\nPrint[\"Dp, dDp = \",Dp,\" +- \",dDp,\"( ps/nm/km )\"];\nPrint[\"Dc, \ Nc = \",Dc,\" ( ps/nm ) \",Nc];\nPrint[\"Dav, = \",Dav,\" ( \ ps/nm/km )\"];\n\nPrint[\"Ld, Lq = \",Ld,\"( km ) \",Lq,\"( km ) \"];\n\ Print[\"Lt, Lt/Ls = \",Lt,\"( km ) \",Lt/Ls];\nPrint[\"La, La/Ld = \ \",La,\"( km ) \",La/Ld];\n \n(* Initial width & power \ -------------------*)\nuu = Table[ t ,{t,-M/2,M/2-1} ];\nEEX= Interpolation[ \ Re[ Ex0 ] ];\nPlot[ EEX[t],{t,1,M},PlotRange-> {-ym*Xch,ym*Xch},\n \ AxesLabel ->{\"time\",\"Ex-field\"}];\nEEY= Interpolation[ Re[ Ey0 ] ];\ \nPlot[ EEY[t],{t,1,M},PlotRange-> {-ym*Ych,ym*Ych},\n \ AxesLabel ->{\"time\",\"Ey-field\"}];\n \nAE0= (Abs[Ex0])^2 \ + (Abs[Ey0])^2;\nEEU= Interpolation[ AE0 ];\nTEU= Interpolation[ uu * AE0 ];\n\ TEV= Interpolation[ uu^2 * AE0 ];\n\nIEU= NIntegrate[ \ EEU[t],{t,1,M},AccuracyGoal->3];\nITU= NIntegrate[ \ TEU[t],{t,1,M},AccuracyGoal->3];\nITV= NIntegrate[ \ TEV[t],{t,1,M},AccuracyGoal->3];\nPow= IEU Pm dt GHz /(1000 NM);\ntrms= Sqrt[ \ (ITV/IEU) - (ITU/IEU)^2 ] * dt;\n\nPrint[\"W(FWHM),chirp = \",tfw,\"( ps ) \ \",ch ];\nPrint[\"Peak Power = \",Pm,\"( mW ) \",\n N[ \ 10 Log[10,Pm]],\"( dBm )\"];\nPrint[\"Average Power = \",Pow,\"( mW ) \",\n \ 10 Log[10,Pow],\"( dBm )\"];\n\n(* Dynamic soliton \ parameters --------------*)\nP0 = 2.63 10^-28 wl^3 s Dp/(n2 tfw^2) *2;\nGa = \ 10^(aa ka h/10000);\ngam= Ga Log[Ga]/(Ga-1);\nPam= P0 * gam;\nNe = Sqrt[ Pm \ /P0 ];\nNt = Sqrt[ gam ];\nPrint[\"P0, Pa, gam = \",P0,\"( mW ) \",Pam,\"( \ mW ) \"\n ,gam];\nPrint[\"N-exp,N-th = \",Ne,\" \",Nt ];\nPrint[\" \ \"];\n\n(* Spectrum parameters ---------------------*)\nF0 = InverseFourier[ \ Ex0 ] + InverseFourier[ Ey0 ];\ntt = Table[ If[ t <= \ M/2,(t+M/2),(t-M/2)],{t,1,M}];\nAF0= Part[ Abs[F0],tt ]^2 ; \nFFU= \ Interpolation[ Reverse[ 10 Log[10,AF0] ] ];\nff = Table[ If[ t <= \ M/2,(t-1),(t-M-1) ],{t,1,M} ];\nfr = ff /(M dt);\n\n(* Dispersion slope \ ------------------------*)\nDpl= Table[ Dav +Sl(t dl),{t,-M/2,M/2-1} ];\nltf= \ Table[ -t+M+1,{t,1,M} ]; \nDdf= Part[ Dpl,ltf ];\nDDT= Interpolation[ \ Reverse[ Ddf ] ];\n\n(* Initial shape drawing--------------------*)\nPlot[ \ DDT[t],{t,1,M},PlotRange-> {-2,+2},\n AxesLabel \ ->{\"W.L.\",\"D( ps/nm/km )\"} ];\nPlot[ EEU[t],{t,1,M},PlotRange-> \ {0,(Xch+Ych)*ym},\n AxesLabel ->{\"time\",\"Intensity\"}];\n\ Plot[ FFU[t],{t,1,M},PlotRange-> {-30,20},\n Frame -> \ True,GridLines -> Automatic];\n \n\n(*---- Pulse propagation by \ S.S.F.------------------*)\n\n(* y-axis : pulse peak power *)\nDo[\n Pm = \ 10 ^ ( 0.1( 1.0(np-1) - 5 ));\n Print[\"Peak = \",Pm,\" ( mW ) \",\n \ 10 Log[10,Pm],\"( dBm )---------------\"];\n\n(* x-axis : fiber \ dispersion *) \nDo[\n Dp = 0.005 (nd-1) - 1000 Dc/(2 ka h Nc) -0.05; \n \ Ld = t0^2 /Abs[ 5.31 10^-7 wl^2 Dp ]; \n (*Print[\"Dp = \",Dp,\" ( \ ps/nm/km )\" ];*)\n\nEi = Ex0;\nEj = Ey0;\n\nDo[ \n Dpx= Dp + If[ EvenQ[ \ Quotient[k,kd]],+dDp,-dDp];\n \n gm = -1.05 10^-8 wl^2 Dpx fr^2\n \ +1.16 10^-14 wl^4 Sl fr^3;\n A = att Exp[ -(gm h/2)I ];\n B = -( \ 3.1416*10^18 (n2/wl) (Pm/s) )I;\n\n Fx0 = InverseFourier[Ei];\n Ex1 = \ Fourier[A * Fx0];\n Fy0 = InverseFourier[Ej];\n Ey1 = Fourier[A * Fy0];\n \ \n(* PMD *) \n Pmod= Random[ Integer,{-1,1} ];\n Dx1 = Append[ \ Rest[Ex1],First[Ex1] ];\n Px1 = PMD * Sqrt[ h/1000 ] * (Dx1 - Ex1)/dt;\n \ Ex1 = Ex1 + Pmod * Px1;\n Dy1 = Append[ Rest[Ey1],First[Ey1] ];\n Py1 = \ PMD * Sqrt[ h/1000 ] * (Dy1 - Ey1)/dt;\n Ey1 = Ey1 - Pmod * Py1;\n \ \n Bx1 = Exp[ h B ( (Abs[Ex1])^2 + 0.667(Abs[Ey1])^2 )];\n Ex2 = Bx1 * \ Ex1;\n Fx2 = InverseFourier[Ex2];\n Fx3 = A * Fx2;\n Ex3 = \ Fourier[Fx3];\n\n By1 = Exp[ h B ( (Abs[Ey1])^2 + 0.667(Abs[Ex1])^2 )];\n \ Ey2 = By1 * Ey1;\n Fy2 = InverseFourier[Ey2];\n Fy3 = A * Fy2;\n Ey3 = \ Fourier[Fy3];\n\n\n(*------------Dispersion Compensation--------------*)\nIf[ \ Mod[k,ka*Nc] == 0 && OddQ[Quotient[k,ka*Nc]],\n A3 = Exp[ 1.05 10^-5 wl^2 \ fr^2 Dc I ];\n Ex3 = Fourier[A3 * Fx3];\n Fx3 = InverseFourier[Ex3];\n \ Ey3 = Fourier[A3 * Fy3];\n Fy3 = InverseFourier[Ey3]; \n ];\n\n\ (*------------Amplification and Filtering----------*)\nIf[ Mod[k,ka] == 0,\n \ \n(* Filter *)\n ktf= 0.6931 ;fm = 1 ;\n fc = dGz M dt/1000;\n \ fwt= fw / dl;\n \n FIL= Table[ \n +Exp[-ktf Abs[2(f+4fc) \ /fwt]^(2fm)] *0\n +Exp[-ktf Abs[2(f+3fc) /fwt]^(2fm)] *0\n \ +Exp[-ktf Abs[2(f+2fc) /fwt]^(2fm)] *0\n +Exp[-ktf \ Abs[2(f+ fc) /fwt]^(2fm)] *0\n \n +Exp[-ktf \ Abs[2f/fwt]^(2fm)] *1\n \n +Exp[-ktf Abs[2(f- fc) \ /fwt]^(2fm)] *0\n +Exp[-ktf Abs[2(f-2fc) /fwt]^(2fm)] *0\n \ +Exp[-ktf Abs[2(f-3fc) /fwt]^(2fm)] *0\n +Exp[-ktf \ Abs[2(f-4fc) /fwt]^(2fm)] *0\n \n \ ,{f,-M/2,M/2-1}];\n FIL= FIL / Max[FIL];\n \ \n(*\n(* Filter Shapes *) \n FI = Interpolation[ FIL ];\n Plot[ \ FI[t],{t,1,M},PlotRange->{0,1},\n Frame-> True, GridLines-> \ Automatic ];\n FIP= Interpolation[ 10 Log[10,FIL] ];\n Plot[ \ FIP[t],{t,1,M},PlotRange->{-50,0},\n Frame-> True, GridLines-> \ Automatic ];\n dlr= dl * 50; Print[ dlr,\" (nm/div)\" ];\n*) \n \n \ Fx4 = Fx3 * Sqrt[ Part[FIL,tt] ];\n Ex4 = Fourier[ Fx4 ];\n Fy4 = Fy3 * \ Sqrt[ Part[FIL,tt] ];\n Ey4 = Fourier[ Fy4 ];\n\n(* Amplifier *)\n dAp= \ 0.0;\n GE4= Interpolation[ (Abs[Ex4])^2 + (Abs[Ey4])^2];\n IE4= \ NIntegrate[ GE4[t],{t,1,M},AccuracyGoal->3];\n dmp= If[ EvenQ[ \ Quotient[k,ka] ]\n ,10^(-dAp/10),10^(dAp/10)];\n \ AMP= IEU/IE4 * dmp; \n Fx5 = Fx4 * Sqrt[ AMP ];\n \ Ex5 = Fourier[ Fx5 ];\n Fy5 = Fy4 * Sqrt[ AMP ];\n Ey5 = Fourier[ Fy5 ];\n\ \n(* Noise *)\n ASE= 0.994 10^-4 * 10^(NF/10) * AMP * (GHz/wl); \n WNE= \ Table[ ( ASE/Pm ) * Exp[6.28 Random[] I],{M}];\n Ex3 = Ex5 + Sqrt[ WNE * \ Xch ];\n Fx3 = InverseFourier[ Ex3 ];\n Ey3 = Ey5 + Sqrt[ WNE * Ych ];\n \ Fy3 = InverseFourier[ Ey3 ]; \t \n ]; \n \n(*---- Q-factor \ Calculation ----------------------------*)\nIf[ Mod[k,kw] == 0, \n \n\ (* E-filter *)\n ktf= 0.6931 ;fm = 1 ; \n fwR= Rfil * GHz ( wl^2 10^-8 \ /2.998 );\n fwQ= fwR / dl; \n FIE= Table[ Exp[ -ktf Abs[ 2f/fwQ ]^(2fm) ]\ \n ,{f,-M/2,M/2-1}];\n Fx4 = Fx3 * \ Sqrt[ Part[ FIE,tt ] ];\n Ex4 = Fourier[ Fx4 ]; \n Fy4 = Fy3 * Sqrt[ \ Part[ FIE,tt ] ];\n Ey4 = Fourier[ Fy4 ]; \n \n AE4 = (Abs[ Ex4 ])^2;\ \n(* AE4 = (Abs[ Ex4 ])^2 + (Abs[ Ey4 ])^2; *)\n Ymax= Max[ AE4 ];\n GE4 \ = Interpolation[ AE4 ];\n \n(* Auto Search ------------*) \n ww = AE4; \ \n AEF = 0;\n Do[\n AEF = AEF + Take[ ww, dm ];\n ww = Drop[ \ ww, dm ]\n ,{t,1,NM}];\n \n GEF = Interpolation[ AEF ];\n IX = \ NIntegrate[ GEF[t],{t,1,dm},AccuracyGoal->3];\n AMAX= Max[ AEF ];\n (*Plot[ \ GEF[t]/Pmax,{t,1,dm},PlotRange->{0,NM*ym},\n AxesLabel ->{\ \"time\",\"Intensity\"}];*)\n Do[\n CEN = t;\n If[ Part[ AEF,t ] \ > 0.99 AMAX, Break[ ]]\n ,{t,1,dm} ]; \n \n ww = AE4; \n If[ \ CEN > dm/2, ww = Drop[ ww, Round[CEN -dm/2] ]\n , ww = Drop[ \ ww, Round[CEN +dm/2] ]];\n\n(* \n(* eye-pattern -----------*)\n nn = \ Table[ t,{t,1,M} ];\n cn1 = Table[ Mod[(t +dm -CEN), 2dm],{t,1,M} ];\n \ yey1= { Part[cn1,nn], Part[AE4,nn] };\n eye1= Transpose[ yey1 ];\n \n \ cn2 = Table[ Mod[(t -CEN), 2dm],{t,1,M} ];\n yey2= { Part[cn2,nn], \ Part[AE4,nn] };\n eye2= Transpose[ yey2 ];\n \n eye = Join[ eye1,eye2 \ ];\n ListPlot[ eye, Prolog->AbsolutePointSize[3]\n , \ PlotRange->{0,Ymax} \n (*PlotJoined -> True*) ];\n*) \ \n \n (* Q-factor --------------*) \n iww= \ Interpolation[ ww ];\n \n (* energy \n WD = Rdec * dm;\n PWD= Table[ \ NIntegrate[ iww[t],{t, (n-.5)dm -WD/2,\n (n-.5)dm \ +WD/2}] ,{n,1,NM-1}];*)\n \n (* level *)\n PWD= \ Table[ iww[(n-.5)dm ] ,{n,1,NM-1}]; \n PWE ", StyleBox["= Sort[ PWD ];\n (*", FontFamily->"Courier New"], "Print[ PWE ];*)", StyleBox["\n thr = Rthr * Max[ PWE ];\n \n For[ i=1, PWE[[i]] "Courier New"], "\n", StyleBox[" \n", FontFamily->"Courier New"], "pwp1[ k/kw,np,nd ]= Qfac;\nIf[ Qfac < 5, Break[] ];\n\n(*\n(*---- Pulse \ Shape Drawing ------------------------------*)\n L = k h /1000;\n AE3 = \ (Abs[ Ex3 ])^2 + (Abs[ Ey3 ])^2;\n Pmax= Max[ AE3 ];\n GE3 = \ Interpolation[ AE3 ];\n IE3 = NIntegrate[ GE3[t],{t,1,M},AccuracyGoal->3];\n\ Po3 = IE3 Pm dt GHz /(1000 NM);\n\n AF3 = Part[ Abs[Fx3],tt ]^2 + Part[ \ Abs[Fy3],tt ]^2;\n GF3 = Interpolation[ AF3 ];\n LF3 = Interpolation[ \ Reverse[ 10 Log[10,AF3] ] ];\n \n Print[\" \"];\n Print[\"L, L/Ls \ = \",L,\"( km ) \",L/Ls];\n (*Print[\"Peak Power = \",Pmax * Pm,\"( mW ) \ \",\n N[ 10 Log[10,Pmax*Pm]],\"( dBm )\"];\n \ Print[\"Average Power = \",Po3,\"( mW ) \",\n \ 10 Log[10,Po3]\"( dBm )\"];*)\n \n Plot[ \ GE3[t]/Pmax,{t,1,M},PlotRange->{0,ym},\n AxesLabel \ ->{\"time\",\"Intensity\"}];\n Plot[ LF3[t],{t,1,M},PlotRange->{-30,20},\n \ Frame -> True,GridLines -> Automatic];\n*) \n ]; \n\n Ei= \ Ex3;\n Ej= Ey3\n \n,{k,1,kmax} ];\n,{nd,1,21} ];\n,{np,1,21} ];\n\nArray[ \ pwp1,{10,21,21}] >> C:\\soliton\\pwp1.m ;\nPrint[ Date[ ]]\n\ (*----------------------------------------------------*)\n \ " }], "Input", PageWidth->Infinity, FontFamily->"Courier New", FontSize->12, FontWeight->"Bold", FontColor->GrayLevel[0], Background->GrayLevel[1]], Cell[BoxData[ \({2001, 11, 19, 18, 1, 17}\)], "Print"], Cell[BoxData[ \(Power::"infy" \(\(:\)\(\ \)\) "Infinite expression \!\(1\/0.`\) encountered."\)], "Message"], Cell[BoxData[ InterpretationBox[\("Dp, dDp = "\[InvisibleSpace]\(-3.97`\)\ \[InvisibleSpace]" +- "\[InvisibleSpace]0.`\[InvisibleSpace]"( ps/nm/km )"\), SequenceForm[ "Dp, dDp = ", -3.9700000000000002, " +- ", 0.0, "( ps/nm/km )"], Editable->False]], "Print"], Cell[BoxData[ InterpretationBox[\("Dc, Nc = \ "\[InvisibleSpace]400\[InvisibleSpace]" ( ps/nm ) "\[InvisibleSpace]1\), SequenceForm[ "Dc, Nc = ", 400, " ( ps/nm ) ", 1], Editable->False]], "Print"], Cell[BoxData[ InterpretationBox[\("Dav, = "\[InvisibleSpace]0.03`\ \[InvisibleSpace]" ( ps/nm/km )"\), SequenceForm[ "Dav, = ", .029999999999999999, " ( ps/nm/km )"], Editable->False]], "Print"], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Ld, Lq = \"\>", "\[InvisibleSpace]", "3.9960010107981314`", "\[InvisibleSpace]", "\<\"( km ) \"\>", "\[InvisibleSpace]", InterpretationBox["ComplexInfinity", DirectedInfinity[ ]], "\[InvisibleSpace]", "\<\"( km ) \"\>"}], SequenceForm[ "Ld, Lq = ", 3.9960010107981314, "( km ) ", DirectedInfinity[ ], "( km ) "], Editable->False]], "Print"], Cell[BoxData[ InterpretationBox[\("Lt, Lt/Ls = "\[InvisibleSpace]1000\ \[InvisibleSpace]"( km ) "\[InvisibleSpace]159.2935626663549`\), SequenceForm[ "Lt, Lt/Ls = ", 1000, "( km ) ", 159.29356266635489], Editable->False]], "Print"], Cell[BoxData[ InterpretationBox[\("La, La/Ld = \ "\[InvisibleSpace]50\[InvisibleSpace]"( km ) \ 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.906 .552 r .45865 .56382 .45916 .5916 .5 .4829 .5 .48119 Metetra .704 .957 .949 r .85901 .47733 .85308 .49371 .89064 .48355 .89665 .46399 Metetra .804 .947 .6 r .82497 .52077 .81969 .53808 .85308 .49371 .85901 .47733 Metetra .514 .755 .983 r .78388 .51678 .7793 .53436 .81969 .53808 .82497 .52077 Metetra .217 .741 .792 r .74396 .52309 .73863 .5266 .7793 .53436 .78388 .51678 Metetra .602 .767 .958 r .70318 .52166 .70023 .54326 .73863 .5266 .74396 .52309 Metetra .282 .397 .802 r .66029 .48814 .65829 .51445 .70023 .54326 .70318 .52166 Metetra .783 .879 .453 r .62355 .55424 .62132 .56716 .65829 .51445 .66029 .48814 Metetra .58278 .56654 .58075 .56325 .62132 .56716 .62355 .55424 Metetra 0 .266 .764 r .54085 .53424 .54005 .54345 .58075 .56325 .58278 .56654 Metetra 0 0 .462 r .5 .48119 .5 .4829 .54005 .54345 .54085 .53424 Metetra .673 .726 .89 r .11176 .35911 .11628 .3872 .15465 .3872 .15059 .35911 Metetra .673 .726 .89 r .15059 .35911 .15465 .3872 .19302 .3872 .18941 .35911 Metetra 0 .175 .691 r .18941 .35911 .19302 .3872 .22773 .41832 .22312 .40151 Metetra 0 0 .268 r .22312 .40151 .22773 .41832 .25732 .51041 .25371 .48807 Metetra .564 .739 .958 r .25371 .48807 .25732 .51041 .29796 .5081 .29443 .49196 Metetra .809 .976 .9 r .29443 .49196 .29796 .5081 .34016 .48155 .33708 .46961 Metetra 0 .314 .793 r .33708 .46961 .34016 .48155 .3782 .51944 .37642 .49659 Metetra .707 .838 .945 r .37642 .49659 .3782 .51944 .41938 .50225 .41783 .49027 Metetra 0 0 .441 r .41783 .49027 .41938 .50225 .45865 .56382 .45764 .56418 Metetra .666 .79 .328 r .45764 .56418 .45865 .56382 .5 .48119 .5 .47688 Metetra .762 .986 .902 r .865 .45955 .85901 .47733 .89665 .46399 .9023 .44063 Metetra .872 .98 .687 r .82994 .49939 .82497 .52077 .85901 .47733 .865 .45955 Metetra .559 .784 .983 r .78851 .49779 .78388 .51678 .82497 .52077 .82994 .49939 Metetra .483 .895 .792 r .74912 .5155 .74396 .52309 .78388 .51678 .78851 .49779 Metetra .348 .722 .986 r .70707 .50935 .70318 .52166 .74396 .52309 .74912 .5155 Metetra .031 .314 .802 r .66317 .47327 .66029 .48814 .70318 .52166 .70707 .50935 Metetra .62654 .55367 .62355 .55424 .66029 .48814 .66317 .47327 Metetra .477 .55 .852 r .58374 .53564 .58278 .56654 .62355 .55424 .62654 .55367 Metetra .108 .617 .894 r .54173 .52773 .54085 .53424 .58278 .56654 .58374 .53564 Metetra 0 0 .524 r .5 .47688 .5 .48119 .54085 .53424 .54173 .52773 Metetra .673 .726 .89 r .10714 .33035 .11176 .35911 .15059 .35911 .14643 .33035 Metetra .673 .726 .89 r .14643 .33035 .15059 .35911 .18941 .35911 .18571 .33035 Metetra 0 .17 .687 r .18571 .33035 .18941 .35911 .22312 .40151 .21971 .37312 Metetra 0 0 .303 r .21971 .37312 .22312 .40151 .25371 .48807 .24905 .47396 Metetra .578 .884 .991 r .24905 .47396 .25371 .48807 .29443 .49196 .29139 .46822 Metetra .883 .935 .847 r .29139 .46822 .29443 .49196 .33708 .46961 .33507 .44048 Metetra .079 .234 .724 r .33507 .44048 .33708 .46961 .37642 .49659 .37399 .48401 Metetra .02 .437 .868 r .37399 .48401 .37642 .49659 .41783 .49027 .41524 .50541 Metetra .703 .164 0 r .41524 .50541 .41783 .49027 .45764 .56418 .45691 .54573 Metetra .895 .885 .457 r .45691 .54573 .45764 .56418 .5 .47688 .5 .45057 Metetra .855 .926 .875 r .8698 .43234 .865 .45955 .9023 .44063 .90736 .4124 Metetra .78 .916 .532 r .83566 .48151 .82994 .49939 .865 .45955 .8698 .43234 Metetra .502 .843 .997 r .79398 .4837 .78851 .49779 .82994 .49939 .83566 .48151 Metetra .664 .972 .895 r .75389 .50169 .74912 .5155 .78851 .49779 .79398 .4837 Metetra .426 .591 .911 r .71016 .48575 .70707 .50935 .74912 .5155 .75389 .50169 Metetra 0 .452 .863 r .6667 .46552 .66317 .47327 .70707 .50935 .71016 .48575 Metetra .952 .939 .612 r .62822 .5257 .62654 .55367 .66317 .47327 .6667 .46552 Metetra .165 0 0 r .58678 .56245 .58374 .53564 .62654 .55367 .62822 .5257 Metetra 0 .134 .675 r .5426 .51775 .54173 .52773 .58374 .53564 .58678 .56245 Metetra 0 .07 .615 r .5 .45057 .5 .47688 .54173 .52773 .5426 .51775 Metetra .673 .726 .89 r .10241 .30089 .10714 .33035 .14643 .33035 .14217 .30089 Metetra .673 .726 .89 r .14217 .30089 .14643 .33035 .18571 .33035 .18193 .30089 Metetra 0 .149 .674 r .18193 .30089 .18571 .33035 .21971 .37312 .21607 .34517 Metetra 0 0 .197 r .21607 .34517 .21971 .37312 .24905 .47396 .24291 .47131 Metetra 0 .569 .769 r .24291 .47131 .24905 .47396 .29139 .46822 .28537 .47551 Metetra .28537 .47551 .29139 .46822 .33507 .44048 .33022 .44902 Metetra .509 0 0 r .33022 .44902 .33507 .44048 .37399 .48401 .37159 .46878 Metetra .234 .603 .952 r .37159 .46878 .37399 .48401 .41524 .50541 .4139 .48233 Metetra 0 .129 .672 r .4139 .48233 .41524 .50541 .45691 .54573 .456 .5348 Metetra .818 .872 .432 r .456 .5348 .45691 .54573 .5 .45057 .5 .44624 Metetra .805 .837 .874 r .87412 .4007 .8698 .43234 .90736 .4124 .91335 .3878 Metetra .84234 .4682 .83566 .48151 .8698 .43234 .87412 .4007 Metetra .80124 .48154 .79398 .4837 .83566 .48151 .84234 .4682 Metetra .511 .489 .768 r .75569 .45839 .75389 .50169 .79398 .4837 .80124 .48154 Metetra .663 .81 .954 r .71334 .46131 .71016 .48575 .75389 .50169 .75569 .45839 Metetra .16 0 0 r .6721 .48103 .6667 .46552 .71016 .48575 .71334 .46131 Metetra .552 .857 .55 r .63123 .52058 .62822 .5257 .6667 .46552 .6721 .48103 Metetra .534 .396 .64 r .58623 .48602 .58678 .56245 .62822 .5257 .63123 .52058 Metetra .713 .946 .956 r .54337 .49986 .5426 .51775 .58678 .56245 .58623 .48602 Metetra 0 0 .513 r .5 .44624 .5 .45057 .5426 .51775 .54337 .49986 Metetra .673 .726 .89 r .09756 .27072 .10241 .30089 .14217 .30089 .1378 .27072 Metetra 0 .142 .671 r .1378 .27072 .14217 .30089 .18193 .30089 .17158 .31417 Metetra .332 0 0 r .17158 .31417 .18193 .30089 .21607 .34517 .21256 .3147 Metetra 0 0 .144 r .21256 .3147 .21607 .34517 .24291 .47131 .23693 .46421 Metetra .731 .983 .772 r .23693 .46421 .24291 .47131 .28537 .47551 .28402 .42934 Metetra .319 .328 .713 r .28402 .42934 .28537 .47551 .33022 .44902 .32428 .4688 Metetra .086 0 0 r .32428 .4688 .33022 .44902 .37159 .46878 .3696 .44393 Metetra .124 .349 .813 r .3696 .44393 .37159 .46878 .4139 .48233 .41184 .47695 Metetra 0 .279 .71 r .41184 .47695 .4139 .48233 .456 .5348 .45545 .50222 Metetra .974 .906 .561 r .45545 .50222 .456 .5348 .5 .44624 .5 .41915 Metetra .965 .925 .593 r .87809 .36562 .87412 .4007 .91335 .3878 .91021 .31246 Metetra .948 .898 .508 r .84601 .43234 .84234 .4682 .87412 .4007 .87809 .36562 Metetra .80854 .47671 .80124 .48154 .84234 .4682 .84601 .43234 Metetra .108 .354 .82 r .76038 .44019 .75569 .45839 .80124 .48154 .80854 .47671 Metetra .334 .803 .711 r .71856 .45714 .71334 .46131 .75569 .45839 .76038 .44019 Metetra .514 .471 .747 r .67304 .43286 .6721 .48103 .71334 .46131 .71856 .45714 Metetra .796 .879 .45 r .63378 .50453 .63123 .52058 .6721 .48103 .67304 .43286 Metetra .375 0 0 r .58919 .50453 .58623 .48602 .63123 .52058 .63378 .50453 Metetra .078 .554 .901 r .54433 .49054 .54337 .49986 .58623 .48602 .58919 .50453 Metetra 0 .042 .596 r .5 .41915 .5 .44624 .54337 .49986 .54433 .49054 Metetra .673 .726 .89 r .09259 .23981 .09756 .27072 .1378 .27072 .13333 .23981 Metetra 0 .138 .668 r .13333 .23981 .1378 .27072 .17158 .31417 .1674 .28346 Metetra .652 .72 .898 r .1674 .28346 .17158 .31417 .21256 .3147 .20879 .28488 Metetra 0 0 .177 r .20879 .28488 .21256 .3147 .23693 .46421 .23505 .41861 Metetra .719 .665 .796 r .23505 .41861 .23693 .46421 .28402 .42934 .27943 .41627 Metetra .671 .963 .933 r .27943 .41627 .28402 .42934 .32428 .4688 .32482 .39961 Metetra .622 .485 .674 r .32482 .39961 .32428 .4688 .3696 .44393 .36779 .41394 Metetra 0 .112 .649 r .36779 .41394 .3696 .44393 .41184 .47695 .40968 .47092 Metetra .65 .939 .687 r .40968 .47092 .41184 .47695 .45545 .50222 .45555 .43371 Metetra .791 .629 .68 r .45555 .43371 .45545 .50222 .5 .41915 .5 .41741 Metetra .869 .909 .502 r .88367 .33865 .87809 .36562 .91021 .31246 .91546 .28193 Metetra .953 .818 .673 r .84737 .38004 .84601 .43234 .87809 .36562 .88367 .33865 Metetra .753 .554 .627 r .80544 .3912 .80854 .47671 .84601 .43234 .84737 .38004 Metetra .616 .894 .586 r .76621 .42965 .76038 .44019 .80854 .47671 .80544 .3912 Metetra .536 .925 .862 r .72343 .44628 .71856 .45714 .76038 .44019 .76621 .42965 Metetra .193 .32 .765 r .67544 .40308 .67304 .43286 .71856 .45714 .72343 .44628 Metetra .946 .92 .555 r .63562 .47343 .63378 .50453 .67304 .43286 .67544 .40308 Metetra .451 .317 .606 r .58837 .41991 .58919 .50453 .63378 .50453 .63562 .47343 Metetra .896 .978 .687 r .54512 .46905 .54433 .49054 .58919 .50453 .58837 .41991 Metetra 0 0 .492 r .5 .41741 .5 .41915 .54433 .49054 .54512 .46905 Metetra .673 .726 .89 r .0875 .20812 .09259 .23981 .13333 .23981 .12875 .20812 Metetra 0 .133 .665 r .12875 .20812 .13333 .23981 .1674 .28346 .1631 .25203 Metetra 0 0 .32 r .1631 .25203 .1674 .28346 .20879 .28488 .19264 .34346 Metetra .696 .236 .156 r .19264 .34346 .20879 .28488 .23505 .41861 .23312 .37253 Metetra .747 .688 .795 r .23312 .37253 .23505 .41861 .27943 .41627 .27818 .36669 Metetra .58 .534 .767 r .27818 .36669 .27943 .41627 .32482 .39961 .32142 .38092 Metetra .355 .681 .979 r .32142 .38092 .32482 .39961 .36779 .41394 .36551 .39033 Metetra .074 .341 .816 r .36551 .39033 .36779 .41394 .40968 .47092 .40905 .42316 Metetra .539 .515 .778 r .40905 .42316 .40968 .47092 .45555 .43371 .45417 .44146 Metetra .45417 .44146 .45555 .43371 .5 .41741 .5 .39426 Metetra .91 .919 .529 r .88883 .30755 .88367 .33865 .91546 .28193 .92092 .25099 Metetra .83 .937 .567 r .85341 .35708 .84737 .38004 .88367 .33865 .88883 .30755 Metetra .625 .613 .818 r .80818 .34943 .80544 .3912 .84737 .38004 .85341 .35708 Metetra .945 .957 .667 r .76986 .39788 .76621 .42965 .80544 .3912 .80818 .34943 Metetra .719 .672 .803 r .72512 .40026 .72343 .44628 .76621 .42965 .76986 .39788 Metetra .68037 .40374 .67544 .40308 .72343 .44628 .72512 .40026 Metetra .643 .476 .642 r .63454 .39123 .63562 .47343 .67544 .40308 .68037 .40374 Metetra .59167 .44146 .58837 .41991 .63562 .47343 .63454 .39123 Metetra .574 .612 .852 r .54562 .43068 .54512 .46905 .58837 .41991 .59167 .44146 Metetra .074 .323 .802 r .5 .39426 .5 .41741 .54512 .46905 .54562 .43068 Metetra .673 .726 .89 r .08228 .17563 .0875 .20812 .12875 .20812 .12405 .17563 Metetra 0 .125 .66 r .12405 .17563 .12875 .20812 .1631 .25203 .15865 .21998 Metetra 0 0 .439 r .15865 .21998 .1631 .25203 .19264 .34346 .19108 .29238 Metetra .346 .335 .705 r .19108 .29238 .19264 .34346 .23312 .37253 .23083 .32852 Metetra .395 .425 .774 r .23083 .32852 .23312 .37253 .27818 .36669 .27292 .35599 Metetra .39 .826 .953 r .27292 .35599 .27818 .36669 .32142 .38092 .31862 .35242 Metetra .407 .59 .917 r .31862 .35242 .32142 .38092 .36551 .39033 .36303 .36795 Metetra 0 .291 .789 r .36303 .36795 .36551 .39033 .40905 .42316 .40724 .40363 Metetra .85 .998 .814 r .40724 .40363 .40905 .42316 .45417 .44146 .45432 .36882 Metetra .752 .589 .674 r .45432 .36882 .45417 .44146 .5 .39426 .5 .36036 Metetra .982 .905 .648 r .89216 .26478 .88883 .30755 .92092 .25099 .92631 .21813 Metetra .832 .876 .438 r .85915 .33015 .85341 .35708 .88883 .30755 .89216 .26478 Metetra .516 .837 .999 r .81448 .33175 .80818 .34943 .85341 .35708 .85915 .33015 Metetra .835 .756 .776 r .77167 .3492 .76986 .39788 .80818 .34943 .81448 .33175 Metetra .758 .984 .747 r .7298 .38295 .72512 .40026 .76986 .39788 .77167 .3492 Metetra .429 .344 .659 r .68021 .33798 .68037 .40374 .72512 .40026 .7298 .38295 Metetra .63828 .38957 .63454 .39123 .68037 .40374 .68021 .33798 Metetra .766 .738 .827 r .59253 .39794 .59167 .44146 .63454 .39123 .63828 .38957 Metetra .67 .783 .934 r .54631 .40002 .54562 .43068 .59167 .44146 .59253 .39794 Metetra .2 .327 .77 r .5 .36036 .5 .39426 .54562 .43068 .54631 .40002 Metetra .673 .726 .89 r .07692 .1423 .08228 .17563 .12405 .17563 .11923 .1423 Metetra 0 .111 .65 r .11923 .1423 .12405 .17563 .15865 .21998 .15401 .18754 Metetra 0 0 .411 r .15401 .18754 .15865 .21998 .19108 .29238 .18624 .26327 Metetra .041 .276 .771 r .18624 .26327 .19108 .29238 .23083 .32852 .22665 .29862 Metetra .368 .553 .903 r .22665 .29862 .23083 .32852 .27292 .35599 .27036 .31642 Metetra .755 .757 .854 r .27036 .31642 .27292 .35599 .31862 .35242 .3169 .30898 Metetra 0 .081 .601 r .3169 .30898 .31862 .35242 .36303 .36795 .35857 .37479 Metetra .35857 .37479 .36303 .36795 .40724 .40363 .40631 .36037 Metetra .545 .566 .827 r .40631 .36037 .40724 .40363 .45432 .36882 .45286 .37479 Metetra .45286 .37479 .45432 .36882 .5 .36036 .5 .35675 Metetra .962 .94 .695 r .89667 .22723 .89216 .26478 .92631 .21813 .93228 .18657 Metetra .908 .728 .647 r .85857 .26317 .85915 .33015 .89216 .26478 .89667 .22723 Metetra .866 .792 .776 r .81683 .28431 .81448 .33175 .85915 .33015 .85857 .26317 Metetra .809 .723 .77 r .77329 .29812 .77167 .3492 .81448 .33175 .81683 .28431 Metetra .75 .576 .659 r .7286 .3064 .7298 .38295 .77167 .3492 .77329 .29812 Metetra .049 0 .028 r .68857 .37479 .68021 .33798 .7298 .38295 .7286 .3064 Metetra .38 .308 .65 r .63825 .32387 .63828 .38957 .68021 .33798 .68857 .37479 Metetra .937 .962 .747 r .59393 .36617 .59253 .39794 .63828 .38957 .63825 .32387 Metetra .695 .885 .968 r .54714 .37479 .54631 .40002 .59253 .39794 .59393 .36617 Metetra 0 .391 .742 r .5 .35675 .5 .36036 .54631 .40002 .54714 .37479 Metetra .673 .726 .89 r .07143 .10811 .07692 .1423 .11923 .1423 .11429 .10811 Metetra 0 .114 .652 r .11429 .10811 .11923 .1423 .15401 .18754 .14946 .15291 Metetra 0 0 .343 r .14946 .15291 .15401 .18754 .18624 .26327 .18016 .24035 Metetra .272 .582 .943 r .18016 .24035 .18624 .26327 .22665 .29862 .22388 .2557 Metetra .673 .671 .84 r .22388 .2557 .22665 .29862 .27036 .31642 .2697 .25756 Metetra .347 .309 .674 r .2697 .25756 .27036 .31642 .3169 .30898 .31226 .29847 Metetra .538 .923 .906 r .31226 .29847 .3169 .30898 .35857 .37479 .36015 .28363 Metetra .398 .26 .575 r .36015 .28363 .35857 .37479 .40631 .36037 .40435 .34001 Metetra .687 .94 .964 r .40435 .34001 .40631 .36037 .45286 .37479 .45246 .32671 Metetra .916 .833 .749 r .45246 .32671 .45286 .37479 .5 .35675 .5 .29286 Metetra .933 .718 .589 r .89436 .15293 .89667 .22723 .93228 .18657 .92857 .10811 Metetra .965 .886 .502 r .86195 .2195 .85857 .26317 .89667 .22723 .89436 .15293 Metetra .785 .686 .755 r .81828 .22998 .81683 .28431 .85857 .26317 .86195 .2195 Metetra .925 .935 .791 r .77686 .26148 .77329 .29812 .81683 .28431 .81828 .22998 Metetra .73503 .30172 .7286 .3064 .77329 .29812 .77686 .26148 Metetra .561 .371 .581 r .68514 .26806 .68857 .37479 .7286 .3064 .73503 .30172 Metetra .864 .921 .865 r .64031 .29067 .63825 .32387 .68857 .37479 .68514 .26806 Metetra .643 .467 .629 r .59303 .27872 .59393 .36617 .63825 .32387 .64031 .29067 Metetra .974 .925 .661 r .54774 .33577 .54714 .37479 .59393 .36617 .59303 .27872 Metetra .395 .33 .667 r .5 .29286 .5 .35675 .54714 .37479 .54774 .33577 Metetra .673 .726 .89 r .06579 .07302 .07143 .10811 .11429 .10811 .10921 .07302 Metetra 0 .084 .631 r .10921 .07302 .11429 .10811 .14946 .15291 .14436 .11981 Metetra 0 0 .35 r .14436 .11981 .14946 .15291 .18016 .24035 .17591 .20325 Metetra .222 .367 .798 r .17591 .20325 .18016 .24035 .22388 .2557 .21813 .23399 Metetra .414 .728 .99 r .21813 .23399 .22388 .2557 .2697 .25756 .2644 .24045 Metetra .587 .907 .98 r .2644 .24045 .2697 .25756 .31226 .29847 .31228 .2318 Metetra .754 .615 .704 r .31228 .2318 .31226 .29847 .36015 .28363 .3597 .22438 Metetra .549 .477 .727 r .3597 .22438 .36015 .28363 .40435 .34001 .40562 .24361 Metetra .595 .41 .601 r .40562 .24361 .40435 .34001 .45246 .32671 .45233 .26515 Metetra .823 .695 .723 r .45233 .26515 .45246 .32671 .5 .29286 .5 .24689 Metetra .942 .951 .637 r .89972 .11794 .89436 .15293 .92857 .10811 .93421 .07302 Metetra .814 .842 .378 r .86803 .1899 .86195 .2195 .89436 .15293 .89972 .11794 Metetra .82787 .22765 .81828 .22998 .86195 .2195 .86803 .1899 Metetra .674 .934 .968 r .78256 .23923 .77686 .26148 .81828 .22998 .82787 .22765 Metetra .597 .441 .641 r .73329 .21953 .73503 .30172 .77686 .26148 .78256 .23923 Metetra .815 .914 .906 r .68813 .23644 .68514 .26806 .73503 .30172 .73329 .21953 Metetra .843 .898 .877 r .64237 .25566 .64031 .29067 .68514 .26806 .68813 .23644 Metetra .453 .441 .755 r .5937 .22831 .59303 .27872 .64031 .29067 .64237 .25566 Metetra .819 .62 .633 r .54738 .25206 .54774 .33577 .59303 .27872 .5937 .22831 Metetra .644 .636 .827 r .5 .24689 .5 .29286 .54774 .33577 .54738 .25206 Metetra .673 .726 .89 r .06 .037 .06579 .07302 .10921 .07302 .104 .037 Metetra 0 .111 .65 r .104 .037 .10921 .07302 .14436 .11981 .13986 .08159 Metetra 0 0 .249 r .13986 .08159 .14436 .11981 .17591 .20325 .16776 .18879 Metetra .635 .952 .94 r .16776 .18879 .17591 .20325 .21813 .23399 .21737 .17314 Metetra .736 .625 .735 r .21737 .17314 .21813 .23399 .2644 .24045 .26493 .16909 Metetra .664 .525 .684 r .26493 .16909 .2644 .24045 .31228 .2318 .31137 .17545 Metetra .334 .319 .693 r .31137 .17545 .31228 .2318 .3597 .22438 .35587 .21429 Metetra .538 .926 .871 r .35587 .21429 .3597 .22438 .40562 .24361 .40472 .19648 Metetra .372 .407 .768 r .40472 .19648 .40562 .24361 .45233 .26515 .45167 .22667 Metetra .822 .851 .869 r .45167 .22667 .45233 .26515 .5 .24689 .5 .2105 Metetra .944 .95 .636 r .9052 .08182 .89972 .11794 .93421 .07302 .94 .037 Metetra .936 .887 .478 r .87236 .14857 .86803 .1899 .89972 .11794 .9052 .08182 Metetra .773 .62 .69 r .82743 .1587 .82787 .22765 .86803 .1899 .87236 .14857 Metetra .892 .789 .739 r .78421 .18465 .78256 .23923 .82787 .22765 .82743 .1587 Metetra .611 .641 .856 r .73604 .17765 .73329 .21953 .78256 .23923 .78421 .18465 Metetra .853 .869 .852 r .69058 .19684 .68813 .23644 .73329 .21953 .73604 .17765 Metetra .682 .577 .732 r .64271 .19347 .64237 .25566 .68813 .23644 .69058 .19684 Metetra .5969 .23217 .5937 .22831 .64237 .25566 .64271 .19347 Metetra .485 .708 .969 r .54828 .22462 .54738 .25206 .5937 .22831 .5969 .23217 Metetra .486 .598 .89 r .5 .2105 .5 .24689 .54738 .25206 .54828 .22462 Metetra .673 .726 .89 r .05405 0 .06 .037 .104 .037 .09865 0 Metetra 0 .086 .633 r .09865 0 .104 .037 .13986 .08159 .13454 .04614 Metetra 0 0 .453 r .13454 .04614 .13986 .08159 .16776 .18879 .16892 .11467 Metetra .583 .449 .664 r .16892 .11467 .16776 .18879 .21737 .17314 .21376 .13202 Metetra .658 .7 .878 r .21376 .13202 .21737 .17314 .26493 .16909 .26125 .13388 Metetra .376 .534 .886 r .26125 .13388 .26493 .16909 .31137 .17545 .30722 .15272 Metetra .41 .728 .99 r .30722 .15272 .31137 .17545 .35587 .21429 .35496 .15925 Metetra .762 .685 .777 r .35496 .15925 .35587 .21429 .40472 .19648 .40366 .15179 Metetra .482 .527 .827 r .40366 .15179 .40472 .19648 .45167 .22667 .4514 .17002 Metetra .292 .29 .685 r .4514 .17002 .45167 .22667 .5 .2105 .5 .21512 Metetra .955 .948 .654 r .9105 .0431 .9052 .08182 .94 .037 .94595 0 Metetra .973 .899 .544 r .87606 .10237 .87236 .14857 .9052 .08182 .9105 .0431 Metetra .834 .855 .861 r .83167 .11823 .82743 .1587 .87236 .14857 .87606 .10237 Metetra .789 .7 .766 r .78578 .12881 .78421 .18465 .82743 .1587 .83167 .11823 Metetra .755 .779 .873 r .73902 .13615 .73604 .17765 .78421 .18465 .78578 .12881 Metetra .872 .905 .852 r .69332 .15844 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