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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[ 561039, 12194]*) (*NotebookOutlinePosition[ 562010, 12227]*) (* CellTagsIndexPosition[ 561966, 12223]*) (*WindowFrame->Normal*) Notebook[{ Cell[CellGroupData[{ Cell["\<\ Dispersion-Power Relation Code ( dp ) ( T=7.5ps, 40Gb/s, 5000/50km ) 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=+13 ;GHz=40 ;\nwl =1552 ;dGz=200 ;ch =+0.0 \ ; \n\n(* Fiber parameters *)\ns =50.0 ;aa =0.20 ;Sl =0.07 ;Rt =5.0 \ ;\nDav=+0.03 ;dDp=0.0 ;kd =5 ;\nDc =+30 ;Nc =1 ;n2 =2.24 \ 10^-20 ;\n\n(* Amplification parameters *)\nka =10 ;NF =+5.0 ;fw \ =6 ;\nRfil=1.4 ;Rthr=0.3 ;Rdec=0.6 ;\n \n(* Calculation parameters \ *)\nh =5000 ;dt =1 ;NM =16 ;ym =1.0 ; \nkmax=1000 ;kw =100 \ ;\n\n(* Graphics Array *)\nArray[ dp1,{10,21,21}];\nDo[ dp1[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(* \ Hyperbolic-secant \nkt =1.763 ; t0= tfw /kt ; \n\nEE0=Table[ Sech[ t dt/t0] \ ,{t,-M/2,M/2-1} ];\nChp=Table[ Exp[-((ch/2)(t dt/t0)^2 )I ],{t,-M/2,M/2-1}];\n\ E0 =EE0 * Chp;\n*)\n\n(* Hyperbolic-secant Series \nkt =1.763 ; t0= tfw /kt ; \ \n\nE0= Table[ Sech[(t+4.5dm) dt/t0] *0\n\t\t +Sech[(t+3.5dm) dt/t0] *1\n \ +Sech[(t+2.5dm) dt/t0] *0\n\t\t +Sech[(t+1.5dm) dt/t0] *1\n \ +Sech[(t+0.5dm) dt/t0] *1\n +Sech[(t-0.5dm) dt/t0] *1\n \ +Sech[(t-1.5dm) dt/t0] *0\n +Sech[(t-2.5dm) dt/t0] *1\n \ +Sech[(t-3.5dm) dt/t0] *1\n +Sech[(t-4.5dm) dt/t0] *0\n \ ,{t,-M/2,M/2-1}];\n*)\n\n(* WDM of \ Hyperbolic-secant\nkt =1.763 ; t0= tfw /kt ; \ndth=(2 Pi dt dGz) / 1000;\ndn \ =dm/NM ; phd=0.2 ;\n\nEE0=Table[ ( Sech[(t-1.5dm) dt/t0]*Exp[ phd \ Random[] I ] *1\n +Sech[(t-0.5dm) dt/t0]*Exp[ phd Random[] I ] *0\n\ +Sech[ t dt/t0] *0\n +Sech[(t+0.5dm) dt/t0]*Exp[ phd \ Random[] I ] *1\n +Sech[(t+1.5dm) dt/t0]*Exp[ phd Random[] I ] *1)\ \n \n *(+Exp[ +2t dth I ] *0\n +Exp[ +1t dth I \ ] *0\n + 1 *1\n +Exp[ -1t dth I ] *0\n \ +Exp[ -2t dth I ] *0) \n \ ,{t,-M/2,M/2-1} ];\n\nSLOT=Table[ If[Abs[t dt]<=dm/2,1,1 \ ],{t,-M/2,M/2-1} ];\nE0 =EE0;\n*)\n\n\n(* Chirped Gaussian *) \nkt= 1.665 ; \ t0= tfw /kt ;m= 1.0 ; \ndth=(2 Pi dt dGz)/1000 ;dn =dm/NM ;\n\n\ EE0=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[ +2t dth I ] *0\n \ +Exp[ +1t dth I ] *0\n + 1 *1\n \ +Exp[ -1t dth I ] *0\n +Exp[ -2t dth I ] *0)\t \ \n ,{t,-M/\ 2,M/2-1} ];\nE0 = EE0;\n \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(* Dark \ soliton \nkt =1.763 ; t0= tfw /kt ; \nEE0=Table[ Tanh[t dt/t0] * \n \ Exp[-(t dt/(4t0) )^4] ,{t,-M/2,M/2-1}];\nChp=Table[ Exp[-((ch/2)(t \ dt/t0)^2 )I],{t,-M/2,M/2-1}];\nE0 =EE0 * Chp; \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;\n\ Print[\"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} ];\nEET= Interpolation[ \ Re[ E0 ] ];\n Plot[ EET[t],{t,1,M},PlotRange-> {-ym,ym},\n \ AxesLabel ->{\"time\",\"E-field\"}];\nAE0= (Abs[E0])^2;\nEEU= Interpolation[ \ AE0 ];\nTEU= Interpolation[ uu * AE0 ];\nTEV= Interpolation[ uu^2 * AE0 ];\n\n\ IEU= 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[ \ E0 ] ;\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[ Dp +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,ym},\n AxesLabel \ ->{\"time\",\"Intensity\"}];\nPlot[ 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) + 0 ));\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) -0.02; \n Ld = t0^2 /Abs[ 5.31 10^-7 wl^2 Dp ]; \n (*Print[\"Dp \ = \",Dp,\" ( ps/nm/km )\" ];*)\n\nEi = E0;\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 F0 = InverseFourier[Ei];\n E1 = \ Fourier[A * F0];\n(*\n(* Raman *) \n AE1= (Abs[E1])^2;\n DE1= Append[ \ Rest[AE1],First[AE1] ];\n RAM= ( DE1 - AE1 ) * 0.001 Rt/dt ;\n B1 = Exp[ \ h B ( AE1 - RAM ) ];\n E2 = B1 * E1;\n F2 = InverseFourier[E2];\n*) \n \ B1 = Exp[ h B (Abs[E1])^2 ];\n E2 = B1 * E1;\n F2 = InverseFourier[E2];\n\ \n F3 = A * F2;\n E3 = Fourier[F3];\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 E3 = \ Fourier[A3 * F3];\n F3 = InverseFourier[E3] \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+8fc) \ /fwt]^(2fm)] *0\n +Exp[-ktf Abs[2(f+7fc) /fwt]^(2fm)] *0\n \ +Exp[-ktf Abs[2(f+6fc) /fwt]^(2fm)] *0\n +Exp[-ktf \ Abs[2(f+5fc) /fwt]^(2fm)] *0\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 +Exp[-ktf Abs[2(f-5fc) \ /fwt]^(2fm)] *0\n +Exp[-ktf Abs[2(f-6fc) /fwt]^(2fm)] *0\n \ +Exp[-ktf Abs[2(f-7fc) /fwt]^(2fm)] *0\n +Exp[-ktf \ Abs[2(f-8fc) /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 \ F4 = F3 * Sqrt[ Part[FIL,tt] ];\n E4 = Fourier[ F4 ];\n\n(* Amplifier *)\n \ dAp= 0.0;\n GE4= Interpolation[ (Abs[E4])^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 F5 = F4 * Sqrt[ AMP ];\n E5 = Fourier[ F5 ];\n\n(* \ Noise *)\n ASE= 0.994 10^-4 * 10^(NF/10) * AMP * (2 GHz/wl); \n WNE= \ Table[ ( ASE/Pm ) * Exp[6.28 Random[] I],{M}];\n E3 = E5 + Sqrt[ WNE ];\n \ F3 = InverseFourier[ E3 ]; \t \n ]; \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 F4 = F3 * Sqrt[ \ Part[ FIE,tt ] ];\n E4 = Fourier[ F4 ]; \n \n AE4 = (Abs[ E4 ])^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"], "Rthr= Max[ ((zrs/soz)*oem + (oes/soz)*zrm)\n / \ Max[ PWE ], 0.2];*)", StyleBox["\n Qfac= Abs[ (oem-zrm)/soz ];\n \n (*Print[ n0,\" \",zrm,\" \ \",zrs ];\n Print[ n1,\" \",oem,\" \",oes ];\n Print[ \"Qfac= \", \ Qfac ];\n Print[ \"Rthr,thr = \", Rthr,\" \",thr ];*) ", FontFamily->"Courier New"], "\n", StyleBox[" \n", FontFamily->"Courier New"], "dp1[ k/kw,np,nd ]= Qfac;\nIf[ Qfac < 5, Break[] ];\n\n(*\n(*---- Pulse \ Shape Drawing ------------------------------*)\n L = k h /1000;\n AE3 = \ (Abs[ E3 ])^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[F3],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= \ E3\n \n,{k,1,kmax} ];\n,{nd,1,21} ];\n,{np,1,21} ];\n\nArray[ dp1,{10,21,21}] \ >> C:\\soliton\\dp1.m ;\nPrint[ Date[ ]]\n\ (*----------------------------------------------------*)" }], "Input", PageWidth->Infinity, FontFamily->"Courier New", FontSize->12, FontWeight->"Bold", FontColor->GrayLevel[0], Background->GrayLevel[1]], Cell[BoxData[ \({2001, 11, 19, 18, 1, 20}\)], "Print"], Cell[BoxData[ InterpretationBox[\("Dp, dDp = "\[InvisibleSpace]\(-0.27`\)\ \[InvisibleSpace]" +- "\[InvisibleSpace]0.`\[InvisibleSpace]"( ps/nm/km )"\), SequenceForm[ "Dp, dDp = ", -.27000000000000002, " +- ", 0.0, "( ps/nm/km )"], Editable->False]], "Print"], Cell[BoxData[ InterpretationBox[\("Dc, Nc = "\[InvisibleSpace]30\[InvisibleSpace]" \ ( ps/nm ) "\[InvisibleSpace]1\), SequenceForm[ "Dc, Nc = ", 30, " ( 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[\("Ld, Lq = "\[InvisibleSpace]58.75601486247622`\ 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.57 r .83371 .46768 .84409 .59515 .87541 .55019 .87079 .46768 Metetra .915 .688 .58 r .80401 .52638 .80699 .60437 .84409 .59515 .83371 .46768 Metetra .908 .676 .576 r .77284 .58847 .77601 .67312 .80699 .60437 .80401 .52638 Metetra .705 .473 .57 r .73423 .5924 .74146 .72603 .77601 .67312 .77284 .58847 Metetra .946 .921 .556 r .70028 .65721 .69796 .68361 .74146 .72603 .73423 .5924 Metetra .897 .815 .759 r .6621 .68693 .66098 .72603 .69796 .68361 .70028 .65721 Metetra .618 .211 .249 r .62146 .68462 .61594 .62211 .66098 .72603 .6621 .68693 Metetra .498 .086 .19 r .58148 .70074 .57826 .65364 .61594 .62211 .62146 .68462 Metetra .707 .294 .26 r .54033 .67458 .53842 .60712 .57826 .65364 .58148 .70074 Metetra .711 .356 0 r .5 .57202 .5 .56791 .53842 .60712 .54033 .67458 Metetra .673 .726 .89 r .125 .44146 .12921 .46768 .16629 .46768 .1625 .44146 Metetra .673 .726 .89 r .1625 .44146 .16629 .46768 .20337 .46768 .2 .44146 Metetra .673 .726 .89 r .2 .44146 .20337 .46768 .24045 .46768 .2375 .44146 Metetra .673 .726 .89 r .2375 .44146 .24045 .46768 .27753 .46768 .275 .44146 Metetra .673 .726 .89 r .275 .44146 .27753 .46768 .31461 .46768 .3125 .44146 Metetra 0 0 .559 r .3125 .44146 .31461 .46768 .34788 .52824 .34589 .50543 Metetra 0 0 .537 r .34589 .50543 .34788 .52824 .38445 .5593 .38116 .57293 Metetra .276 0 0 r .38116 .57293 .38445 .5593 .42303 .55726 .421 .5659 Metetra .188 0 0 r .421 .5659 .42303 .55726 .46135 .56796 .46059 .56023 Metetra 0 0 .415 r .46059 .56023 .46135 .56796 .5 .57202 .5 .63485 Metetra .673 .726 .89 r .8375 .44146 .83371 .46768 .87079 .46768 .875 .44146 Metetra .702 .506 .619 r .8 .44146 .80401 .52638 .83371 .46768 .8375 .44146 Metetra .693 .452 .554 r .7625 .44146 .77284 .58847 .80401 .52638 .8 .44146 Metetra .988 .777 .53 r .73319 .52641 .73423 .5924 .77284 .58847 .7625 .44146 Metetra .904 .689 .602 r .69871 .58093 .70028 .65721 .73423 .5924 .73319 .52641 Metetra .684 .47 .59 r .65864 .57592 .6621 .68693 .70028 .65721 .69871 .58093 Metetra .846 .65 .637 r .62069 .61125 .62146 .68462 .6621 .68693 .65864 .57592 Metetra .977 .898 .675 r .58221 .66567 .58148 .70074 .62146 .68462 .62069 .61125 Metetra .54125 .67481 .54033 .67458 .58148 .70074 .58221 .66567 Metetra .75 .323 .235 r .5 .63485 .5 .57202 .54033 .67458 .54125 .67481 Metetra .673 .726 .89 r .12069 .41464 .125 .44146 .1625 .44146 .15862 .41464 Metetra .673 .726 .89 r .15862 .41464 .1625 .44146 .2 .44146 .19655 .41464 Metetra .673 .726 .89 r .19655 .41464 .2 .44146 .2375 .44146 .23448 .41464 Metetra .673 .726 .89 r .23448 .41464 .2375 .44146 .275 .44146 .27241 .41464 Metetra .673 .726 .89 r .27241 .41464 .275 .44146 .3125 .44146 .31034 .41464 Metetra 0 0 .249 r .31034 .41464 .3125 .44146 .34589 .50543 .33953 .54755 Metetra .375 0 .108 r .33953 .54755 .34589 .50543 .38116 .57293 .38096 .52097 Metetra .217 .191 .613 r .38096 .52097 .38116 .57293 .421 .5659 .41844 .58776 Metetra .506 0 0 r .41844 .58776 .421 .5659 .46059 .56023 .45914 .59248 Metetra .81 .331 .063 r .45914 .59248 .46059 .56023 .5 .63485 .5 .64823 Metetra .673 .726 .89 r .84138 .41464 .8375 .44146 .875 .44146 .87931 .41464 Metetra .673 .726 .89 r .80345 .41464 .8 .44146 .8375 .44146 .84138 .41464 Metetra .673 .726 .89 r .76552 .41464 .7625 .44146 .8 .44146 .80345 .41464 Metetra .697 .474 .581 r .72759 .41464 .73319 .52641 .7625 .44146 .76552 .41464 Metetra .691 .441 .54 r .68966 .41464 .69871 .58093 .73319 .52641 .72759 .41464 Metetra .989 .775 .525 r .65781 .50721 .65864 .57592 .69871 .58093 .68966 .41464 Metetra .99 .891 .599 r .62167 .57435 .62069 .61125 .65864 .57592 .65781 .50721 Metetra .635 .429 .586 r .58042 .55324 .58221 .66567 .62069 .61125 .62167 .57435 Metetra .938 .881 .468 r .54177 .64823 .54125 .67481 .58221 .66567 .58042 .55324 Metetra .352 0 0 r .5 .64823 .5 .63485 .54125 .67481 .54177 .64823 Metetra .673 .726 .89 r .11628 .3872 .12069 .41464 .15862 .41464 .15465 .3872 Metetra .673 .726 .89 r .15465 .3872 .15862 .41464 .19655 .41464 .19302 .3872 Metetra .673 .726 .89 r .19302 .3872 .19655 .41464 .23448 .41464 .2314 .3872 Metetra .673 .726 .89 r .2314 .3872 .23448 .41464 .27241 .41464 .26977 .3872 Metetra .673 .726 .89 r .26977 .3872 .27241 .41464 .31034 .41464 .30814 .3872 Metetra 0 0 .198 r .30814 .3872 .31034 .41464 .33953 .54755 .33618 .54058 Metetra .729 .98 .755 r .33618 .54058 .33953 .54755 .38096 .52097 .37883 .50713 Metetra 0 .205 .731 r .37883 .50713 .38096 .52097 .41844 .58776 .41799 .54352 Metetra .099 .13 .606 r .41799 .54352 .41844 .58776 .45914 .59248 .45777 .61623 Metetra .396 0 0 r .45777 .61623 .45914 .59248 .5 .64823 .5 .60922 Metetra .673 .726 .89 r .84535 .3872 .84138 .41464 .87931 .41464 .88372 .3872 Metetra .673 .726 .89 r .80698 .3872 .80345 .41464 .84138 .41464 .84535 .3872 Metetra .673 .726 .89 r .7686 .3872 .76552 .41464 .80345 .41464 .80698 .3872 Metetra .673 .726 .89 r .73023 .3872 .72759 .41464 .76552 .41464 .7686 .3872 Metetra .673 .726 .89 r .69186 .3872 .68966 .41464 .72759 .41464 .73023 .3872 Metetra .696 .466 .571 r .65349 .3872 .65781 .50721 .68966 .41464 .69186 .3872 Metetra .689 .431 .528 r .61512 .3872 .62167 .57435 .65781 .50721 .65349 .3872 Metetra .997 .822 .471 r .58053 .49949 .58042 .55324 .62167 .57435 .61512 .3872 Metetra .894 .669 .59 r .54128 .56014 .54177 .64823 .58042 .55324 .58053 .49949 Metetra .961 .869 .702 r .5 .60922 .5 .64823 .54177 .64823 .54128 .56014 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 .673 .726 .89 r .18941 .35911 .19302 .3872 .2314 .3872 .22824 .35911 Metetra .673 .726 .89 r .22824 .35911 .2314 .3872 .26977 .3872 .26706 .35911 Metetra .673 .726 .89 r .26706 .35911 .26977 .3872 .30814 .3872 .30588 .35911 Metetra 0 0 .383 r .30588 .35911 .30814 .3872 .33618 .54058 .33812 .45453 Metetra .409 .269 .578 r .33812 .45453 .33618 .54058 .37883 .50713 .37534 .51735 Metetra .269 0 0 r .37534 .51735 .37883 .50713 .41799 .54352 .41693 .51632 Metetra .906 .92 .817 r .41693 .51632 .41799 .54352 .45777 .61623 .45899 .48582 Metetra .672 .442 .565 r .45899 .48582 .45777 .61623 .5 .60922 .5 .49446 Metetra .673 .726 .89 r .84941 .35911 .84535 .3872 .88372 .3872 .88824 .35911 Metetra .673 .726 .89 r .81059 .35911 .80698 .3872 .84535 .3872 .84941 .35911 Metetra .673 .726 .89 r .77176 .35911 .7686 .3872 .80698 .3872 .81059 .35911 Metetra .673 .726 .89 r .73294 .35911 .73023 .3872 .7686 .3872 .77176 .35911 Metetra .673 .726 .89 r .69412 .35911 .69186 .3872 .73023 .3872 .73294 .35911 Metetra .673 .726 .89 r .65529 .35911 .65349 .3872 .69186 .3872 .69412 .35911 Metetra .673 .726 .89 r .61647 .35911 .61512 .3872 .65349 .3872 .65529 .35911 Metetra .693 .45 .551 r .57765 .35911 .58053 .49949 .61512 .3872 .61647 .35911 Metetra .925 .67 .534 r .54041 .45133 .54128 .56014 .58053 .49949 .57765 .35911 Metetra .816 .574 .572 r .5 .49446 .5 .60922 .54128 .56014 .54041 .45133 Metetra .673 .726 .89 r .10714 .33035 .11176 .35911 .15059 .35911 .14643 .33035 Metetra .063 .235 .73 r .14643 .33035 .15059 .35911 .18941 .35911 .18046 .36753 Metetra .18046 .36753 .18941 .35911 .22824 .35911 .225 .33035 Metetra .673 .726 .89 r .225 .33035 .22824 .35911 .26706 .35911 .26429 .33035 Metetra .673 .726 .89 r .26429 .33035 .26706 .35911 .30588 .35911 .30357 .33035 Metetra 0 0 .291 r .30357 .33035 .30588 .35911 .33812 .45453 .33444 .44932 Metetra 0 .029 .537 r .33444 .44932 .33812 .45453 .37534 .51735 .37379 .48791 Metetra .61 .691 .901 r .37379 .48791 .37534 .51735 .41693 .51632 .41569 .49275 Metetra .811 .912 .908 r .41569 .49275 .41693 .51632 .45899 .48582 .45815 .47566 Metetra .814 .917 .524 r .45815 .47566 .45899 .48582 .5 .49446 .5 .41055 Metetra .673 .726 .89 r .85357 .33035 .84941 .35911 .88824 .35911 .89286 .33035 Metetra .673 .726 .89 r .81429 .33035 .81059 .35911 .84941 .35911 .85357 .33035 Metetra .673 .726 .89 r .775 .33035 .77176 .35911 .81059 .35911 .81429 .33035 Metetra .673 .726 .89 r .73571 .33035 .73294 .35911 .77176 .35911 .775 .33035 Metetra .673 .726 .89 r .69643 .33035 .69412 .35911 .73294 .35911 .73571 .33035 Metetra .673 .726 .89 r .65714 .33035 .65529 .35911 .69412 .35911 .69643 .33035 Metetra .673 .726 .89 r .61786 .33035 .61647 .35911 .65529 .35911 .65714 .33035 Metetra .673 .726 .89 r .57857 .33035 .57765 .35911 .61647 .35911 .61786 .33035 Metetra .695 .462 .565 r .53929 .33035 .54041 .45133 .57765 .35911 .57857 .33035 Metetra .944 .715 .561 r .5 .41055 .5 .49446 .54041 .45133 .53929 .33035 Metetra .673 .726 .89 r .10241 .30089 .10714 .33035 .14643 .33035 .14217 .30089 Metetra .673 .726 .89 r .14217 .30089 .14643 .33035 .18046 .36753 .18193 .30089 Metetra .706 .545 .667 r .18193 .30089 .18046 .36753 .225 .33035 .22169 .30089 Metetra .673 .726 .89 r .22169 .30089 .225 .33035 .26429 .33035 .26145 .30089 Metetra .673 .726 .89 r .26145 .30089 .26429 .33035 .30357 .33035 .3012 .30089 Metetra 0 0 .261 r .3012 .30089 .30357 .33035 .33444 .44932 .33165 .42929 Metetra .845 .965 .88 r .33165 .42929 .33444 .44932 .37379 .48791 .37507 .40473 Metetra .789 .586 .627 r .37507 .40473 .37379 .48791 .41569 .49275 .41748 .38357 Metetra .773 .539 .581 r .41748 .38357 .41569 .49275 .45815 .47566 .45917 .35974 Metetra .855 .602 .555 r .45917 .35974 .45815 .47566 .5 .41055 .5 .30089 Metetra .673 .726 .89 r .85783 .30089 .85357 .33035 .89286 .33035 .89759 .30089 Metetra .673 .726 .89 r .81807 .30089 .81429 .33035 .85357 .33035 .85783 .30089 Metetra .673 .726 .89 r .77831 .30089 .775 .33035 .81429 .33035 .81807 .30089 Metetra .673 .726 .89 r .73855 .30089 .73571 .33035 .775 .33035 .77831 .30089 Metetra .673 .726 .89 r .6988 .30089 .69643 .33035 .73571 .33035 .73855 .30089 Metetra .673 .726 .89 r .65904 .30089 .65714 .33035 .69643 .33035 .6988 .30089 Metetra .673 .726 .89 r .61928 .30089 .61786 .33035 .65714 .33035 .65904 .30089 Metetra .673 .726 .89 r .57952 .30089 .57857 .33035 .61786 .33035 .61928 .30089 Metetra .673 .726 .89 r .53976 .30089 .53929 .33035 .57857 .33035 .57952 .30089 Metetra .697 .471 .577 r .5 .30089 .5 .41055 .53929 .33035 .53976 .30089 Metetra .673 .726 .89 r .09756 .27072 .10241 .30089 .14217 .30089 .1378 .27072 Metetra .673 .726 .89 r .1378 .27072 .14217 .30089 .18193 .30089 .17805 .27072 Metetra .673 .726 .89 r .17805 .27072 .18193 .30089 .22169 .30089 .21829 .27072 Metetra .673 .726 .89 r .21829 .27072 .22169 .30089 .26145 .30089 .25854 .27072 Metetra .673 .726 .89 r .25854 .27072 .26145 .30089 .3012 .30089 .29878 .27072 Metetra .673 .726 .89 r .29878 .27072 .3012 .30089 .33165 .42929 .33902 .27072 Metetra .546 .313 .513 r .33902 .27072 .33165 .42929 .37507 .40473 .37623 .32522 Metetra .718 .531 .636 r .37623 .32522 .37507 .40473 .41748 .38357 .41759 .32225 Metetra .93 .75 .637 r .41759 .32225 .41748 .38357 .45917 .35974 .45976 .27072 Metetra .701 .498 .609 r .45976 .27072 .45917 .35974 .5 .30089 .5 .27072 Metetra .673 .726 .89 r .8622 .27072 .85783 .30089 .89759 .30089 .90244 .27072 Metetra .673 .726 .89 r .82195 .27072 .81807 .30089 .85783 .30089 .8622 .27072 Metetra .673 .726 .89 r .78171 .27072 .77831 .30089 .81807 .30089 .82195 .27072 Metetra .673 .726 .89 r .74146 .27072 .73855 .30089 .77831 .30089 .78171 .27072 Metetra .673 .726 .89 r .70122 .27072 .6988 .30089 .73855 .30089 .74146 .27072 Metetra .673 .726 .89 r .66098 .27072 .65904 .30089 .6988 .30089 .70122 .27072 Metetra .673 .726 .89 r .62073 .27072 .61928 .30089 .65904 .30089 .66098 .27072 Metetra .673 .726 .89 r .58049 .27072 .57952 .30089 .61928 .30089 .62073 .27072 Metetra .673 .726 .89 r .54024 .27072 .53976 .30089 .57952 .30089 .58049 .27072 Metetra .673 .726 .89 r .5 .27072 .5 .30089 .53976 .30089 .54024 .27072 Metetra .673 .726 .89 r .09259 .23981 .09756 .27072 .1378 .27072 .13333 .23981 Metetra .673 .726 .89 r .13333 .23981 .1378 .27072 .17805 .27072 .17407 .23981 Metetra .673 .726 .89 r .17407 .23981 .17805 .27072 .21829 .27072 .21481 .23981 Metetra .673 .726 .89 r .21481 .23981 .21829 .27072 .25854 .27072 .25556 .23981 Metetra .673 .726 .89 r .25556 .23981 .25854 .27072 .29878 .27072 .2963 .23981 Metetra .673 .726 .89 r .2963 .23981 .29878 .27072 .33902 .27072 .33704 .23981 Metetra .673 .726 .89 r .33704 .23981 .33902 .27072 .37623 .32522 .37778 .23981 Metetra .362 .228 .56 r .37778 .23981 .37623 .32522 .41759 .32225 .416 .30576 Metetra .897 .941 .576 r .416 .30576 .41759 .32225 .45976 .27072 .45926 .23981 Metetra .673 .726 .89 r .45926 .23981 .45976 .27072 .5 .27072 .5 .23981 Metetra .673 .726 .89 r .86667 .23981 .8622 .27072 .90244 .27072 .90741 .23981 Metetra .673 .726 .89 r .82593 .23981 .82195 .27072 .8622 .27072 .86667 .23981 Metetra .673 .726 .89 r .78519 .23981 .78171 .27072 .82195 .27072 .82593 .23981 Metetra .673 .726 .89 r .74444 .23981 .74146 .27072 .78171 .27072 .78519 .23981 Metetra .673 .726 .89 r .7037 .23981 .70122 .27072 .74146 .27072 .74444 .23981 Metetra .673 .726 .89 r .66296 .23981 .66098 .27072 .70122 .27072 .7037 .23981 Metetra .673 .726 .89 r .62222 .23981 .62073 .27072 .66098 .27072 .66296 .23981 Metetra .673 .726 .89 r .58148 .23981 .58049 .27072 .62073 .27072 .62222 .23981 Metetra .673 .726 .89 r .54074 .23981 .54024 .27072 .58049 .27072 .58148 .23981 Metetra .673 .726 .89 r .5 .23981 .5 .27072 .54024 .27072 .54074 .23981 Metetra .673 .726 .89 r .0875 .20812 .09259 .23981 .13333 .23981 .12875 .20812 Metetra .673 .726 .89 r .12875 .20812 .13333 .23981 .17407 .23981 .17 .20812 Metetra .673 .726 .89 r .17 .20812 .17407 .23981 .21481 .23981 .21125 .20812 Metetra .673 .726 .89 r .21125 .20812 .21481 .23981 .25556 .23981 .2525 .20812 Metetra .673 .726 .89 r .2525 .20812 .25556 .23981 .2963 .23981 .29375 .20812 Metetra .673 .726 .89 r .29375 .20812 .2963 .23981 .33704 .23981 .335 .20812 Metetra 0 .121 .648 r .335 .20812 .33704 .23981 .37778 .23981 .37317 .26034 Metetra .37317 .26034 .37778 .23981 .416 .30576 .4175 .20812 Metetra .699 .483 .591 r .4175 .20812 .416 .30576 .45926 .23981 .45875 .20812 Metetra .673 .726 .89 r .45875 .20812 .45926 .23981 .5 .23981 .5 .20812 Metetra .673 .726 .89 r .87125 .20812 .86667 .23981 .90741 .23981 .9125 .20812 Metetra .673 .726 .89 r .83 .20812 .82593 .23981 .86667 .23981 .87125 .20812 Metetra .673 .726 .89 r .78875 .20812 .78519 .23981 .82593 .23981 .83 .20812 Metetra .673 .726 .89 r .7475 .20812 .74444 .23981 .78519 .23981 .78875 .20812 Metetra .673 .726 .89 r .70625 .20812 .7037 .23981 .74444 .23981 .7475 .20812 Metetra .673 .726 .89 r .665 .20812 .66296 .23981 .7037 .23981 .70625 .20812 Metetra .673 .726 .89 r .62375 .20812 .62222 .23981 .66296 .23981 .665 .20812 Metetra .673 .726 .89 r .5825 .20812 .58148 .23981 .62222 .23981 .62375 .20812 Metetra .673 .726 .89 r .54125 .20812 .54074 .23981 .58148 .23981 .5825 .20812 Metetra .673 .726 .89 r .5 .20812 .5 .23981 .54074 .23981 .54125 .20812 Metetra .673 .726 .89 r .08228 .17563 .0875 .20812 .12875 .20812 .12405 .17563 Metetra .673 .726 .89 r .12405 .17563 .12875 .20812 .17 .20812 .16582 .17563 Metetra .673 .726 .89 r .16582 .17563 .17 .20812 .21125 .20812 .20759 .17563 Metetra .673 .726 .89 r .20759 .17563 .21125 .20812 .2525 .20812 .24937 .17563 Metetra .673 .726 .89 r .24937 .17563 .2525 .20812 .29375 .20812 .29114 .17563 Metetra .673 .726 .89 r .29114 .17563 .29375 .20812 .335 .20812 .33291 .17563 Metetra 0 .112 .642 r .33291 .17563 .335 .20812 .37317 .26034 .37147 .2286 Metetra .969 .925 .69 r .37147 .2286 .37317 .26034 .4175 .20812 .41646 .17563 Metetra .673 .726 .89 r .41646 .17563 .4175 .20812 .45875 .20812 .45823 .17563 Metetra .673 .726 .89 r .45823 .17563 .45875 .20812 .5 .20812 .5 .17563 Metetra .673 .726 .89 r .87595 .17563 .87125 .20812 .9125 .20812 .91772 .17563 Metetra .673 .726 .89 r .83418 .17563 .83 .20812 .87125 .20812 .87595 .17563 Metetra .673 .726 .89 r .79241 .17563 .78875 .20812 .83 .20812 .83418 .17563 Metetra .673 .726 .89 r .75063 .17563 .7475 .20812 .78875 .20812 .79241 .17563 Metetra .673 .726 .89 r .70886 .17563 .70625 .20812 .7475 .20812 .75063 .17563 Metetra .673 .726 .89 r .66709 .17563 .665 .20812 .70625 .20812 .70886 .17563 Metetra .673 .726 .89 r .62532 .17563 .62375 .20812 .665 .20812 .66709 .17563 Metetra .673 .726 .89 r .58354 .17563 .5825 .20812 .62375 .20812 .62532 .17563 Metetra .673 .726 .89 r .54177 .17563 .54125 .20812 .5825 .20812 .58354 .17563 Metetra .673 .726 .89 r .5 .17563 .5 .20812 .54125 .20812 .54177 .17563 Metetra .673 .726 .89 r .07692 .1423 .08228 .17563 .12405 .17563 .11923 .1423 Metetra .673 .726 .89 r .11923 .1423 .12405 .17563 .16582 .17563 .16154 .1423 Metetra .673 .726 .89 r .16154 .1423 .16582 .17563 .20759 .17563 .20385 .1423 Metetra .673 .726 .89 r .20385 .1423 .20759 .17563 .24937 .17563 .24615 .1423 Metetra .673 .726 .89 r .24615 .1423 .24937 .17563 .29114 .17563 .28846 .1423 Metetra .673 .726 .89 r .28846 .1423 .29114 .17563 .33291 .17563 .33077 .1423 Metetra .673 .726 .89 r .33077 .1423 .33291 .17563 .37147 .2286 .37308 .1423 Metetra .702 .502 .615 r .37308 .1423 .37147 .2286 .41646 .17563 .41538 .1423 Metetra .673 .726 .89 r .41538 .1423 .41646 .17563 .45823 .17563 .45769 .1423 Metetra .673 .726 .89 r .45769 .1423 .45823 .17563 .5 .17563 .5 .1423 Metetra .673 .726 .89 r .88077 .1423 .87595 .17563 .91772 .17563 .92308 .1423 Metetra .673 .726 .89 r .83846 .1423 .83418 .17563 .87595 .17563 .88077 .1423 Metetra .673 .726 .89 r .79615 .1423 .79241 .17563 .83418 .17563 .83846 .1423 Metetra .673 .726 .89 r .75385 .1423 .75063 .17563 .79241 .17563 .79615 .1423 Metetra .673 .726 .89 r .71154 .1423 .70886 .17563 .75063 .17563 .75385 .1423 Metetra .673 .726 .89 r .66923 .1423 .66709 .17563 .70886 .17563 .71154 .1423 Metetra .673 .726 .89 r .62692 .1423 .62532 .17563 .66709 .17563 .66923 .1423 Metetra .673 .726 .89 r .58462 .1423 .58354 .17563 .62532 .17563 .62692 .1423 Metetra .673 .726 .89 r .54231 .1423 .54177 .17563 .58354 .17563 .58462 .1423 Metetra .673 .726 .89 r .5 .1423 .5 .17563 .54177 .17563 .54231 .1423 Metetra .673 .726 .89 r .07143 .10811 .07692 .1423 .11923 .1423 .11429 .10811 Metetra .673 .726 .89 r .11429 .10811 .11923 .1423 .16154 .1423 .15714 .10811 Metetra .673 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