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a(slot) p 2725 1232 a(since) p 2926 1232 a(a) p 2994 1232 a(round-trip) p 3362 1232 a(time) p 3540 1232 a(changes) p 3839 1232 a(be-) 1972 1344 y(cause) p 2182 1344 a(of) p 2277 1344 a(a) p 2340 1344 a(queueing) p 2669 1344 a(delay) p 2875 1344 a(at) p 2960 1344 a(the) p 3087 1344 a(RED) p 3279 1344 a(gate) n(w) o(ay) p 3549 1344 a(.) p 3608 1344 a(W) p 3679 1344 a(e) p 3742 1344 a(de\002ne) p Fn 1972 1456 a(w) p Fm 2031 1468 a(n) p Fh 2077 1456 a(\() p Fn(k) p Fh 2155 1456 a(\)) p Fp 2213 1456 a([pack) o(et]) p 2511 1456 a(as) p 2606 1456 a(the) p 2733 1456 a(windo) n(w) p 3025 1456 a(size) p 3180 1456 a(of) p 3275 1456 a(the) p 3402 1456 a(source) p 3645 1456 a(host) p Fn 3809 1456 a(n) p Fp 3885 1456 a(at) 1972 1568 y(slot) p Fn 2114 1568 a(k) p Fp 2160 1568 a(.) p 2207 1568 a(All) p 2335 1568 a(source) p 2573 1568 a(hosts) p 2765 1568 a(are) p 2887 1568 a(assumed) p 3194 1568 a(to) p 3280 1568 a(ha) n(v) o(e) p 3455 1568 a(enough) p 3721 1568 a(data) p 3880 1568 a(to) 1972 1680 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1372 a(\)]) p Fm 3520 1330 a(T) p Fp 3848 1372 a(\(8\)) p Fj 1972 1568 a(3.2) p 2159 1568 a(Deri) o(v) o(ation) p 2556 1568 a(of) p 2646 1568 a(A) p 2698 1568 a(v) o(erage) p 2953 1568 a(State) p 3154 1568 a(T) p 3203 1568 a(ransition) p 3542 1568 a(Equations) p Fp 1972 1682 a(The) p 2123 1682 a(state) p 2296 1682 a(transition) p 2631 1682 a(equations) p 2971 1682 a(gi) n(v) o(en) p 3173 1682 a(by) p 3277 1682 a(Eqs.) p 3444 1682 a(\(5\)\226\(7\)) p 3700 1682 a(contain) 1972 1794 y(a) p 2036 1794 a(probability) p 2398 1794 a(,) p 2444 1794 a(because) p 2733 1794 a(the) p 2861 1794 a(RED) p 3054 1794 a(gate) n(w) o(ay) p 3354 1794 a(marks) p 3584 1794 a(each) p 3763 1794 a(arri) n(v-) 1972 1906 y(ing) p 2112 1906 a(pack) o(et) p 2361 1906 a(in) p 2459 1906 a(a) p 2529 1906 a(probabilistic) p 2977 1906 a(w) o(ay) p 3110 1906 a(.) p 3193 1906 a(T) p 3237 1906 a(o) p 3311 1906 a(analyze) p 3598 1906 a(the) p 3733 1906 a(steady) 1972 2018 y(state) p 2153 2018 a(beha) n(vior) p 2471 2018 a(of) p 2569 2018 a(the) p 2699 2018 a(RED) p 2893 2018 a(gate) n(w) o(ay) p 3163 2018 a(,) p 3213 2018 a(we) p 3338 2018 a(introduce) p Fg 3680 2018 a(aver) o(a) o(g) o(e) 1972 2130 y(state) p 2156 2130 a(tr) o(ansition) p 2505 2130 a(equations) p Fp 2856 2130 a(that) p 3007 2130 a(represent) p 3339 2130 a(a) p 3403 2130 a(typical) p 3656 2130 a(beha) n(vior) 1972 2242 y(of) p 2076 2242 a(TCP) p 2263 2242 a(connections) p 2694 2242 a(and) p 2849 2242 a(the) p 2985 2242 a(RED) p 3185 2242 a(gate) n(w) o(ay) p 3455 2242 a(.) p 3541 2242 a(W) p 3612 2242 a(e) p 3684 2242 a(also) p 3853 2242 a(in-) 1972 2354 y(troduce) p 2253 2354 a(a) p Fg 2321 2354 a(sequence) p Fp(,) p 2680 2354 a(which) p 2914 2354 a(is) p 3000 2354 a(a) p 3068 2354 a(series) p 3289 2354 a(of) p 3389 2354 a(adjacent) p 3697 2354 a(slots) p 3880 2354 a(in) 1972 2466 y(which) p 2202 2466 a(all) p 2312 2466 a(pack) o(ets) p 2588 2466 a(from) p 2776 2466 a(a) p 2840 2466 a(source) p 3084 2466 a(host) p 3249 2466 a(ha) n(v) o(e) p 3430 2466 a(been) p 3614 2466 a(unmark) o(ed) 1972 2578 y(by) p 2078 2578 a(the) p 2202 2578 a(RED) p 2391 2578 a(gate) n(w) o(ay) p 2661 2578 a(.) p 2712 2578 a(A) p 2795 2578 a(typical) p 3043 2578 a(e) n(v) n(olution) p 3376 2578 a(of) p 3468 2578 a(a) p 3528 2578 a(windo) n(w) p 3816 2578 a(size) 1972 2691 y(within) p 2205 2691 a(a) p 2263 2691 a(sequence) p 2588 2691 a(is) p 2664 2691 a(illustrated) p 3017 2691 a(by) p 3121 2691 a(Fig.) p 3273 2691 a(2.) p 3361 2691 a(Note) p 3544 2691 a(that) p 3689 2691 a(this) p 3830 2691 a(\002g-) 1972 2803 y(ure) p 2110 2803 a(sho) n(ws) p 2346 2803 a(the) p 2479 2803 a(case) p 2653 2803 a(where) p 2887 2803 a(the) p 3020 2803 a(RED) p 3217 2803 a(gate) n(w) o(ay) p 3522 2803 a(discards) p 3825 2803 a(one) 1972 2915 y(or) p 2069 2915 a(more) p 2266 2915 a(pack) o(ets) p 2541 2915 a(in) p 2633 2915 a(slot) p Fn 2780 2915 a(k) p Fr 2849 2915 a(\000) p Fh 2936 2915 a(1) p Fp(.) p 3043 2915 a(The) p 3199 2915 a(windo) n(w) p 3491 2915 a(size) p Fn 3647 2915 a(w) p Fm 3706 2927 a(n) p Fh 3752 2915 a(\() p Fn(k) p Fh 3830 2915 a(\)) p Fp 3890 2915 a(is) 1972 3027 y(changed) p 2272 3027 a(according) p 2623 3027 a(to) p 2710 3027 a(Eq.) p 2847 3027 a(\(5\).) p 2997 3027 a(Namely) p 3256 3027 a(,) p 3299 3027 a(as) p 3391 3027 a(long) p 3562 3027 a(as) p 3654 3027 a(no) p 3760 3027 a(pack-) 1972 3139 y(ets) p 2090 3139 a(from) p 2276 3139 a(the) p 2402 3139 a(source) p 2644 3139 a(host) p 2807 3139 a(is) p 2888 3139 a(discarded) p 3231 3139 a(by) p 3339 3139 a(the) p 3465 3139 a(RED) p 3656 3139 a(gate) n(w) o(ay) p 3926 3139 a(,) 1972 3251 y(the) p 2095 3251 a(windo) n(w) p 2381 3251 a(size) p 2531 3251 a(is) p 2608 3251 a(incremented) p 3039 3251 a(by) p 3143 3251 a(one) p 3284 3251 a(pack) o(et) p 3521 3251 a(at) p 3602 3251 a(e) n(v) o(ery) p 3804 3251 a(slot.) 1972 3363 y(If) p 2059 3363 a(one) p 2211 3363 a(or) p 2311 3363 a(more) p 2513 3363 a(pack) o(ets) p 2793 3363 a(are) p 2926 3363 a(discarded,) p 3299 3363 a(the) p 3432 3363 a(windo) n(w) p 3729 3363 a(size) p 3890 3363 a(is) 1972 3475 y(halv) o(ed.) p 2249 3475 a(Such) p 2439 3475 a(a) p 2500 3475 a(process) p 2773 3475 a(will) p 2926 3475 a(be) p 3029 3475 a(repeated) p 3334 3475 a(inde\002nitely) p 3736 3475 a(by) p 3843 3475 a(the) 1972 3587 y(congestion) p 2353 3587 a(control) p 2609 3587 a(mechanism) p 3008 3587 a(of) p 3098 3587 a(TCP) p 3241 3587 a(.) 2029 4428 y @beginspecial -1 @llx 184 @lly 577 @urx 621 @ury 2232 @rwi 867 @rhi @setspecial %%BeginDocument: figure/wk.eps %!PS-Adobe-3.0 EPSF-3.0 %%Creator: Adobe Illustrator(TM) 7.0 %%For: (mera yuuitirou) (osaka-u) %%Title: (wkfile.eps) %%CreationDate: (2/16/00) (8:18 PM) %%BoundingBox: -1 184 577 621 %%HiResBoundingBox: -0.4768 184.6631 576.3823 620.5983 %%DocumentProcessColors: Cyan Magenta Yellow Black %%DocumentFonts: Helvetica %%+ Helvetica-Oblique %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.2 0 %%+ procset Adobe_typography_AI5 1.0 1 %%+ procset Adobe_ColorImage_AI6 1.1 0 %%+ procset Adobe_Illustrator_AI5 1.2 0 %%+ procset Adobe_cshow 2.0 8 %AI5_FileFormat 3 %AI3_ColorUsage: Color %AI3_IncludePlacedImages %AI7_ImageSettings: 1 %%CMYKCustomColor: 1 0 0.55 0 (Aqua) %%+ 1 0.5 0 0 (Blue) %%+ 0.5 0.4 0.3 0 (Blue Gray) %%+ 0.8 0.05 0 0 (Blue Sky) %%+ 0.5 0.85 1 0 (Brown) %%+ 1 0.9 0.1 0 (Dark Blue) %%+ 1 0.55 1 0 (Forest Green) %%+ 0.05 0.2 0.95 0 (Gold) %%+ 0.75 0.05 1 0 (Grass Green) %%+ 0 0.45 1 0 (Orange) %%+ 0.15 1 1 0 (Red) %%+ 0.45 0.9 0 0 (Violet) %%AI6_ColorSeparationSet: 1 1 (AI6 Default Color Separation Set) %%+ Options: 1 16 0 1 0 1 1 1 0 1 1 1 1 8.5 0 0 0 0 0 0 0 0 -1 -1 %%+ PPD: 1 21 0 0 60 45 2 2 1 0 0 1 0 0 0 0 0 0 0 0 0 0 () %AI3_TemplateBox: 306 396 306 396 %AI3_TileBox: 23 -10 588 800 %AI3_DocumentPreview: Header %AI5_ArtSize: 595.2756 841.8898 %AI5_RulerUnits: 2 %AI5_ArtFlags: 0 0 0 1 0 0 1 1 0 %AI5_TargetResolution: 800 %AI5_NumLayers: 1 %AI5_OpenToView: -342 864 -1.5 884 655 18 0 1 11 113 0 0 %AI5_OpenViewLayers: 7 %%PageOrigin:23 -10 %%AI3_PaperRect:-15 825 580 -17 %%AI3_Margin:15 -15 -15 17 %AI7_GridSettings: 72 8 72 8 1 0 0.8 0.8 0.8 0.9 0.9 0.9 %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.2 0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 25 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 0 6 packedarray } bind def /findrgbcustomcolor { 1 5 packedarray } bind def /setcustomcolor { exch aload pop 0 eq { pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } { pop 3 { 1 exch sub 3 index mul 1 exch sub 3 1 roll } repeat 4 -1 roll pop setrgbcolor } ifelse } def } if /gt38? mark {version cvr cvx exec} stopped {cleartomark true} {38 gt exch pop} ifelse def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put /level2ScreenFreq { begin 60 HalftoneType 1 eq { pop Frequency } if HalftoneType 2 eq { pop GrayFrequency } if HalftoneType 5 eq { pop Default level2ScreenFreq } if end } bind def userdict /currentScreenFreq level2? {currenthalftone level2ScreenFreq} {currentscreen pop pop} ifelse put level2? not { /setcmykcolor where not { /setcmykcolor { exch .11 mul add exch .59 mul add exch .3 mul add 1 exch sub setgray } def } if /currentcmykcolor where not { /currentcmykcolor { 0 0 0 1 currentgray sub } def } if /setoverprint where not { /setoverprint /pop load def } if /selectfont where not { /selectfont { exch findfont exch dup type /arraytype eq { makefont } { scalefont } ifelse setfont } bind def } if /cshow where not { /cshow { [ 0 0 5 -1 roll aload pop ] cvx bind forall } bind def } if } if cleartomark /anyColor? { add add add 0 ne } bind def /testColor { gsave setcmykcolor currentcmykcolor grestore } bind def /testCMYKColorThrough { testColor anyColor? } bind def userdict /composite? level2? { gsave 1 1 1 1 setcmykcolor currentcmykcolor grestore add add add 4 eq } { 1 0 0 0 testCMYKColorThrough 0 1 0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginResource: procset Adobe_typography_AI5 1.0 1 %%Title: (Typography Operators) %%Version: 1.0 1 %%CreationDate:(6/10/1996) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_typography_AI5 68 dict dup begin put /initialize { begin begin Adobe_typography_AI5 begin Adobe_typography_AI5 { dup xcheck { bind } if pop pop } forall end end end Adobe_typography_AI5 begin } def /terminate { currentdict Adobe_typography_AI5 eq { end } if } def /modifyEncoding { /_tempEncode exch ddef /_pntr 0 ddef { counttomark -1 roll dup type dup /marktype eq { pop pop exit } { /nametype eq { _tempEncode /_pntr dup load dup 3 1 roll 1 add ddef 3 -1 roll put } { /_pntr exch ddef } ifelse } ifelse } loop _tempEncode } def /havefont { systemdict /languagelevel known { /Font resourcestatus dup { exch pop exch pop } if } { systemdict /FontDirectory get 1 index known { pop true } { systemdict /fileposition known { dup length 6 add exch Ss 6 250 getinterval cvs pop Ss exch 0 exch getinterval status { pop pop pop pop true } { false } ifelse } { pop false } ifelse } ifelse } ifelse } def /TE { StandardEncoding 256 array copy modifyEncoding /_nativeEncoding exch def } def /subststring { exch 2 index exch search { exch pop exch dup () eq { pop exch concatstring } { 3 -1 roll exch concatstring concatstring } ifelse exch pop true } { pop pop false } ifelse } def /concatstring { 1 index length 1 index length 1 index add string dup 0 5 index putinterval dup 2 index 4 index putinterval 4 1 roll pop pop pop } def % /TZ { dup type /arraytype eq { /_wv exch def } { /_wv 0 def } ifelse /_useNativeEncoding exch def 2 index havefont { 3 index 255 string cvs dup (_Symbol_) eq { pop 2 index findfont } { dup length 1 sub 1 exch getinterval cvn findfont } ifelse } { dup 1 eq { 2 index 64 string cvs dup (-90pv-RKSJ-) (-83pv-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop dup (-90ms-RKSJ-) (-Ext-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop pop true } ifelse } ifelse { /Ryumin-Light-83pv-RKSJ-H havefont {/Ryumin-Light-83pv-RKSJ-H} {/Courier} ifelse findfont [1 0 0.5 1 0 0] makefont } if } { /Courier findfont } ifelse } ifelse _wv type /arraytype eq { _wv makeblendedfont } if dup length 10 add dict begin mark exch { 1 index /FID ne { def } if cleartomark mark } forall pop /FontScript exch def /FontDirection exch def /FontRequest exch def /FontName exch def counttomark 0 eq { 1 _useNativeEncoding eq { /Encoding _nativeEncoding def } if cleartomark } { /Encoding load 256 array copy modifyEncoding /Encoding exch def } ifelse FontName currentdict end definefont pop } def /tr { _ax _ay 3 2 roll } def /trj { _cx _cy _sp _ax _ay 6 5 roll } def /a0 { /Tx { dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss } ddef /Tj { dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss } ddef } def /a1 { W B } def /e0 { /Tx { tr _psf } ddef /Tj { trj _pjsf } ddef } def /e1 { W F } def /i0 { /Tx { tr sp } ddef /Tj { trj jsp } ddef } def /i1 { W N } def /o0 { /Tx { tr sw rmoveto } ddef /Tj { trj swj rmoveto } ddef } def /r0 { /Tx { tr _ctm _pss } ddef /Tj { trj _ctm _pjss } ddef } def /r1 { W S } def /To { pop _ctm currentmatrix pop } def /TO { iTe _ctm setmatrix newpath } def /Tp { pop _tm astore pop _ctm setmatrix _tDict begin /W { } def /h { } def } def /TP { end iTm 0 0 moveto } def /Tr { _render 3 le { currentpoint newpath moveto } if dup 8 eq { pop 0 } { dup 9 eq { pop 1 } if } ifelse dup /_render exch ddef _renderStart exch get load exec } def /iTm { _ctm setmatrix _tm concat _shift aload pop _lineorientation 1 eq { exch } if translate _scale aload pop _lineorientation 1 eq _yokoorientation 1 eq or { exch } if scale } def /Tm { _tm astore pop iTm 0 0 moveto } def /Td { _mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto } def /iTe { _render -1 eq { } { _renderEnd _render get dup null ne { load exec } { pop } ifelse } ifelse /_render -1 ddef } def /Ta { pop } def /Tf { 1 index type /nametype eq { dup 0.75 mul 1 index 0.25 mul neg } if /_fontDescent exch ddef /_fontAscent exch ddef /_fontSize exch ddef /_fontRotateAdjust _fontAscent _fontDescent add 2 div neg ddef /_fontHeight _fontSize ddef findfont _fontSize scalefont setfont } def /Tl { pop neg 0 exch _leading astore pop } def /Tt { pop } def /TW { 3 npop } def /Tw { /_cx exch ddef } def /TC { 3 npop } def /Tc { /_ax exch ddef } def /Ts { 0 exch _shift astore pop currentpoint iTm moveto } def /Ti { 3 npop } def /Tz { count 1 eq { 100 } if 100 div exch 100 div exch _scale astore pop iTm } def /TA { pop } def /Tq { pop } def /Tg { pop } def /TG { pop } def /Tv { /_lineorientation exch ddef } def /TV { /_charorientation exch ddef } def /Ty { dup /_yokoorientation exch ddef 1 sub neg Tv } def /TY { pop } def /T~ { Tx } def /Th { pop pop pop pop pop } def /TX { pop } def /Tk { _fontSize mul 1000 div _lineorientation 0 eq { neg 0 } { 0 exch } ifelse rmoveto pop } def /TK { 2 npop } def /T* { _leading aload pop _lineorientation 0 ne { exch } if Td } def /T*- { _leading aload pop _lineorientation 0 ne { exch } if exch neg exch neg Td } def /T- { _ax neg 0 rmoveto _lineorientation 1 eq _charorientation 0 eq and { 1 TV _hyphen Tx 0 TV } { _hyphen Tx } ifelse } def /T+ { } def /TR { _ctm currentmatrix pop _tm astore pop iTm 0 0 moveto } def /TS { currentfont 3 1 roll /_Symbol_ findfont _fontSize scalefont setfont 0 eq { Tx } { Tj } ifelse setfont } def /Xb { pop pop } def /Tb /Xb load def /Xe { pop pop pop pop } def /Te /Xe load def /XB { } def /TB /XB load def currentdict readonly pop end setpacking % /X^ { currentfont 5 1 roll dup havefont { findfont _fontSize scalefont setfont } { pop exch } ifelse 2 index 0 eq { Tx } { Tj } ifelse pop pop setfont } def /T^ /X^ load def %%EndResource %%BeginProcSet: Adobe_ColorImage_AI6 1.1 0 userdict /Adobe_ColorImage_AI6 known not { userdict /Adobe_ColorImage_AI6 24 dict put } if userdict /Adobe_ColorImage_AI6 get begin /initialize { Adobe_ColorImage_AI6 begin Adobe_ColorImage_AI6 { dup type /arraytype eq { dup xcheck { bind } if } if pop pop } forall } def /terminate { end } def currentdict /Adobe_ColorImage_AI6_Vars known not { /Adobe_ColorImage_AI6_Vars 15 dict def } if Adobe_ColorImage_AI6_Vars begin /channelcount 0 def /sourcecount 0 def /sourcearray 4 array def /plateindex -1 def /XIMask 0 def /XIBinary 0 def /XIChannelCount 0 def /XIBitsPerPixel 0 def /XIImageHeight 0 def /XIImageWidth 0 def /XIImageMatrix null def /XIBuffer null def /XIDataProc null def /XIVersion 6 def end /WalkRGBString null def /WalkCMYKString null def /StuffRGBIntoGrayString null def /RGBToGrayImageProc null def /StuffCMYKIntoGrayString null def /CMYKToGrayImageProc null def /ColorImageCompositeEmulator null def /SeparateCMYKImageProc null def /FourEqual null def /TestPlateIndex null def currentdict /_colorimage known not { /colorimage where { /colorimage get /_colorimage exch def } { /_colorimage null def } ifelse } if /_currenttransfer systemdict /currenttransfer get def /colorimage null def /XI null def /WalkRGBString { 0 3 index dup length 1 sub 0 3 3 -1 roll { 3 getinterval { } forall 5 index exec 3 index } for 5 { pop } repeat } def /WalkCMYKString { 0 3 index dup length 1 sub 0 4 3 -1 roll { 4 getinterval { } forall 6 index exec 3 index } for 5 { pop } repeat } def /StuffRGBIntoGrayString { .11 mul exch .59 mul add exch .3 mul add cvi 3 copy put pop 1 add } def /RGBToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 3 idiv string dup 3 1 roll /StuffRGBIntoGrayString load exch WalkRGBString end } def /StuffCMYKIntoGrayString { exch .11 mul add exch .59 mul add exch .3 mul add dup 255 gt { pop 255 } if 255 exch sub cvi 3 copy put pop 1 add } def /CMYKToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 4 idiv string dup 3 1 roll /StuffCMYKIntoGrayString load exch WalkCMYKString end } def /ColorImageCompositeEmulator { pop true eq { Adobe_ColorImage_AI6_Vars /sourcecount get 5 add { pop } repeat } { Adobe_ColorImage_AI6_Vars /channelcount get 1 ne { Adobe_ColorImage_AI6_Vars begin sourcearray 0 3 -1 roll put channelcount 3 eq { /RGBToGrayImageProc } { /CMYKToGrayImageProc } ifelse load end } if image } ifelse } def /SeparateCMYKImageProc { Adobe_ColorImage_AI6_Vars begin sourcecount 0 ne { sourcearray plateindex get exec } { sourcearray 0 get exec dup length 4 idiv string 0 2 index plateindex 4 2 index length 1 sub { get 255 exch sub 3 copy put pop 1 add 2 index } for pop pop exch pop } ifelse end } def /FourEqual { 4 index ne { pop pop pop false } { 4 index ne { pop pop false } { 4 index ne { pop false } { 4 index eq } ifelse } ifelse } ifelse } def /TestPlateIndex { Adobe_ColorImage_AI6_Vars begin /plateindex -1 def /setcmykcolor where { pop gsave 1 0 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 1 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 1 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 0 1 setcmykcolor systemdict /currentgray get exec 1 exch sub grestore 1 0 0 0 FourEqual { /plateindex 0 def } { 0 1 0 0 FourEqual { /plateindex 1 def } { 0 0 1 0 FourEqual { /plateindex 2 def } { 0 0 0 1 FourEqual { /plateindex 3 def } { 0 0 0 0 FourEqual { /plateindex 5 def } if } ifelse } ifelse } ifelse } ifelse pop pop pop pop } if plateindex end } def /colorimage { Adobe_ColorImage_AI6_Vars begin /channelcount 1 index def /sourcecount 2 index 1 eq { channelcount 1 sub } { 0 } ifelse def 4 sourcecount add index dup 8 eq exch 1 eq or not end { /_colorimage load null ne { _colorimage } { Adobe_ColorImage_AI6_Vars /sourcecount get 7 add { pop } repeat } ifelse } { dup 3 eq TestPlateIndex dup -1 eq exch 5 eq or or { /_colorimage load null eq { ColorImageCompositeEmulator } { dup 1 eq { pop pop image } { Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { gsave 0 _currenttransfer exec 1 _currenttransfer exec eq { 0 _currenttransfer exec 0.5 lt } { 0 _currenttransfer exec 1 _currenttransfer exec gt } ifelse { { pop 0 } } { { pop 1 } } ifelse systemdict /settransfer get exec } if _colorimage Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { grestore } if } ifelse } ifelse } { dup 1 eq { pop pop image } { pop pop Adobe_ColorImage_AI6_Vars begin sourcecount -1 0 { exch sourcearray 3 1 roll put } for /SeparateCMYKImageProc load end systemdict /image get exec } ifelse } ifelse } ifelse } def /XG { pop pop } def /XF { 13 {pop} repeat } def /Xh { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIImageHeight exch def /XIImageWidth exch def /XIImageMatrix exch def 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if /XIVersion 7 def end } def /XH { Adobe_ColorImage_AI6_Vars begin /XIVersion 6 def grestore end } def /XI { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIBinary exch 0 ne def pop pop /XIChannelCount exch def /XIBitsPerPixel exch def /XIImageHeight exch def /XIImageWidth exch def pop pop pop pop /XIImageMatrix exch def XIBitsPerPixel 1 eq { XIImageWidth 8 div ceiling cvi } { XIImageWidth XIChannelCount mul } ifelse /XIBuffer exch string def XIBinary { /XIDataProc { currentfile XIBuffer readstring pop } def XIVersion 6 le { currentfile 128 string readline pop pop } if } { /XIDataProc { currentfile XIBuffer readhexstring pop } def } ifelse XIVersion 6 le { 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if } if XIMask { XIImageWidth XIImageHeight false [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load imagemask } { XIImageWidth XIImageHeight XIBitsPerPixel [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load XIChannelCount 1 eq { gsave 0 setgray image grestore } { false XIChannelCount colorimage } ifelse } ifelse grestore end } def end %%EndProcSet %%BeginResource: procset Adobe_Illustrator_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 7.0 Full Prolog) %%Version: 1.2 0 %%CreationDate: (3/7/1994) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_Illustrator_AI5_vars 107 dict dup begin put /_eo false def /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_lineorientation 0 def /_charorientation 0 def /_yokoorientation 0 def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_shift [0 0] def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fontSize 0 def /_fontAscent 0 def /_fontDescent 0 def /_fontHeight 0 def /_fontRotateAdjust 0 def /Ss 256 string def Ss 0 (fonts/) putinterval /_cnt 0 def /_scale [1 1] def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_hfname 100 string def /_hffound false def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_rgbf 3 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_rgbs 3 array def /_is null def /_os false def /_sc { } def /_pd 1 dict def /_ed 15 dict def /_pm matrix def /_fm null def /_fd null def /_fdd null def /_sm null def /_sd null def /_sdd null def /_i null def /_lobyte 0 def /_hibyte 0 def /_cproc null def /_cscript 0 def /_hvax 0 def /_hvay 0 def /_hvwb 0 def /_hvcx 0 def /_hvcy 0 def /_bitfont null def /_bitlobyte 0 def /_bithibyte 0 def /_bitkey null def /_bitdata null def /_bitindex 0 def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_Illustrator_AI5 known not { userdict /Adobe_Illustrator_AI5 95 dict put } if userdict /Adobe_Illustrator_AI5 get begin /initialize { Adobe_Illustrator_AI5 dup begin Adobe_Illustrator_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_Illustrator_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /hswj { dup stringwidth 3 2 roll { _hvwb eq { exch _hvcx add exch _hvcy add } if exch _hvax add exch _hvay add } cforall } def /vswj { 0 0 3 -1 roll { dup 255 le _charorientation 1 eq and { dup cstring stringwidth 5 2 roll _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub 4 -1 roll sub exch 3 -1 roll sub exch } { _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub _fontHeight sub } ifelse } cforall } def /swj { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hswj } { vswj } ifelse } def /sw { 0 0 0 6 3 roll swj } def /vjss { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto gsave false charpath currentpoint 5 index setmatrix stroke grestore _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto gsave 2 index false charpath 6 index setmatrix stroke grestore moveto pop pop } ifelse } cforall 6 npop } def /hjss { 4 1 roll { dup cstring gsave false charpath currentpoint 5 index setmatrix stroke grestore moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jss { _lineorientation 0 eq { hjss } { vjss } ifelse } def /ss { 0 0 0 7 3 roll jss } def /vjsp { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto false charpath currentpoint _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto 2 index false charpath moveto pop pop } ifelse } cforall 6 npop } def /hjsp { 4 1 roll { dup cstring false charpath _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jsp { matrix currentmatrix _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /sp { matrix currentmatrix 0 0 0 7 3 roll _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /XR { 0 ne /_eo exch ddef } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { _eo {eoclip} {clip} ifelse /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if newpath } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [] 0 setdash /setstrokeadjust where {pop false setstrokeadjust} if newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /Xa { _rgbf astore pop /_fc { _lp /fill ne { _of setoverprint _rgbf aload pop setrgbcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XA { _rgbs astore pop /_sc { _lp /stroke ne { _os setoverprint _rgbs aload pop setrgbcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /_rgbtocmyk { 3 { 1 exch sub 3 1 roll } repeat 3 copy 1 4 1 roll 3 { 3 index 2 copy gt { exch } if pop 4 1 roll } repeat pop pop pop 4 1 roll 3 { 3 index sub 3 1 roll } repeat 4 -1 roll } def /Xx { exch /_gf exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XX { exch /_gs exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /XT { pop pop } def /discard { save /discardSave exch store discardDict begin /endString exch store gt38? { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } if } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef _eo {eoclip} {clip} ifelse } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 dtransform dup mul exch dup mul add sqrt dup 1 lt { pop 1 } if setflat } def /Mb { q } def /Md { } def /MB { Q } def /nc 4 dict def nc begin /setgray { pop } bind def /setcmykcolor { 4 npop } bind def /setrgbcolor { 3 npop } bind def /setcustomcolor { 2 npop } bind def currentdict readonly pop end end setpacking %%EndResource %%BeginResource: procset Adobe_cshow 2.0 8 %%Title: (Writing System Operators) %%Version: 2.0 8 %%CreationDate: (1/23/89) () %%Copyright: ((C) 1992-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_cshow 14 dict dup begin put /initialize { Adobe_cshow begin Adobe_cshow { dup xcheck { bind } if pop pop } forall end Adobe_cshow begin } def /terminate { currentdict Adobe_cshow eq { end } if } def /cforall { /_lobyte 0 ddef /_hibyte 0 ddef /_cproc exch ddef /_cscript currentfont /FontScript known { currentfont /FontScript get } { -1 } ifelse ddef { /_lobyte exch ddef _hibyte 0 eq _cscript 1 eq _lobyte 129 ge _lobyte 159 le and _lobyte 224 ge _lobyte 252 le and or and _cscript 2 eq _lobyte 161 ge _lobyte 254 le and and _cscript 3 eq _lobyte 161 ge _lobyte 254 le and and _cscript 25 eq _lobyte 161 ge _lobyte 254 le and and _cscript -1 eq or or or or and { /_hibyte _lobyte ddef } { _hibyte 256 mul _lobyte add _cproc /_hibyte 0 ddef } ifelse } forall } def /cstring { dup 256 lt { (s) dup 0 4 3 roll put } { dup 256 idiv exch 256 mod (hl) dup dup 0 6 5 roll put 1 4 3 roll put } ifelse } def /clength { 0 exch { 256 lt { 1 } { 2 } ifelse add } cforall } def /hawidthshow { { dup cstring show _hvax _hvay rmoveto _hvwb eq { _hvcx _hvcy rmoveto } if } cforall } def /vawidthshow { { dup 255 le _charorientation 1 eq and { -90 rotate 0 _fontRotateAdjust rmoveto cstring _hvcx _hvcy _hvwb _hvax _hvay 6 -1 roll awidthshow 0 _fontRotateAdjust neg rmoveto 90 rotate } { currentpoint _fontHeight sub exch _hvay sub exch _hvax sub 2 index _hvwb eq { exch _hvcy sub exch _hvcx sub } if 3 2 roll cstring dup stringwidth pop 2 div neg _fontAscent neg rmoveto show moveto } ifelse } cforall } def /hvawidthshow { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hawidthshow } { vawidthshow } ifelse } def /hvwidthshow { 0 0 3 -1 roll hvawidthshow } def /hvashow { 0 0 0 6 -3 roll hvawidthshow } def /hvshow { 0 0 0 0 0 6 -1 roll hvawidthshow } def currentdict readonly pop end setpacking %%EndResource %%EndProlog %%BeginSetup %%IncludeFont: Helvetica %%IncludeFont: Helvetica-Oblique Adobe_level2_AI5 /initialize get exec Adobe_cshow /initialize get exec Adobe_Illustrator_AI5_vars Adobe_Illustrator_AI5 Adobe_typography_AI5 /initialize get exec Adobe_ColorImage_AI6 /initialize get exec Adobe_Illustrator_AI5 /initialize get exec [ 39/quotesingle 96/grave 130/quotesinglbase/florin/quotedblbase/ellipsis /dagger/daggerdbl/circumflex/perthousand/Scaron/guilsinglleft/OE 145/quoteleft /quoteright/quotedblleft/quotedblright/bullet/endash/emdash/tilde/trademark /scaron/guilsinglright/oe/dotlessi 159/Ydieresis 164/currency 166/brokenbar 168/dieresis/copyright/ordfeminine 172/logicalnot 174/registered/macron/ring /plusminus/twosuperior/threesuperior/acute/mu 183/periodcentered/cedilla /onesuperior/ordmasculine 188/onequarter/onehalf/threequarters 192/Agrave /Aacute/Acircumflex/Atilde/Adieresis/Aring/AE/Ccedilla/Egrave/Eacute /Ecircumflex/Edieresis/Igrave/Iacute/Icircumflex/Idieresis/Eth/Ntilde /Ograve/Oacute/Ocircumflex/Otilde/Odieresis/multiply/Oslash/Ugrave /Uacute/Ucircumflex/Udieresis/Yacute/Thorn/germandbls/agrave/aacute /acircumflex/atilde/adieresis/aring/ae/ccedilla/egrave/eacute/ecircumflex /edieresis/igrave/iacute/icircumflex/idieresis/eth/ntilde/ograve/oacute /ocircumflex/otilde/odieresis/divide/oslash/ugrave/uacute/ucircumflex /udieresis/yacute/thorn/ydieresis TE %AI55J_Tsume: None %AI3_BeginEncoding: _Helvetica Helvetica [/_Helvetica/Helvetica 0 0 1 TZ %AI3_EndEncoding AdobeType %AI55J_Tsume: None %AI3_BeginEncoding: _Helvetica-Oblique Helvetica-Oblique [/_Helvetica-Oblique/Helvetica-Oblique 0 0 1 TZ %AI3_EndEncoding AdobeType %AI5_Begin_NonPrinting Np %AI3_BeginPattern: (Arrow1.2.out/in) (Arrow1.2.out/in) 1 1 39.4039 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 33.9039 15.6187 m 39.4247 20.202 L 39.4247 20.202 L 33.8869 24.6252 L S 39.2997 20.202 m 24.5706 20.202 l 20.4039 20.4792 20.4039 16.8125 v 20.4039 13.1458 20.4039 12.5625 y S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Arrow1.2.side) (Arrow1.2.side) 1 1 39.404 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.202 20.202 m 39.404 20.202 l S 33.904 15.6187 m 39.4248 20.202 L 39.4248 20.202 L 33.887 24.6252 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Bricks) (Bricks) 1.6 1.6 73.6 73.6 [ %AI3_Tile (0 O 0 R 0.3 0.85 0.85 0 k 0.3 0.85 0.85 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 1.6 m 1.6 73.6 L 73.6 73.6 L 73.6 1.6 L 1.6 1.6 L f %AI6_EndPatternLayer ) & (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 70.01 m 73.6 70.01 l S 1.6 62.809 m 73.6 62.809 L S 1.6 55.609 m 73.6 55.609 L S 1.6 48.408 m 73.6 48.408 L S 1.6 41.208 m 73.6 41.208 L S 1.6 34.007 m 73.6 34.007 L S 1.6 26.807 m 73.6 26.807 L S 1.6 19.606 m 73.6 19.606 L S 1.6 12.406 m 73.6 12.406 L S 1.6 5.206 m 73.6 5.206 L S 70.01 70.01 m 70.01 62.822 l S 55.61 70.01 m 55.61 62.822 L S 41.21 70.01 m 41.21 62.822 L S 26.81 70.01 m 26.81 62.822 L S 12.41 70.01 m 12.41 62.822 L S 70.01 55.572 m 70.01 48.385 l S 55.61 55.572 m 55.61 48.385 L S 41.21 55.572 m 41.21 48.385 L S 26.81 55.572 m 26.81 48.385 L S 12.41 55.572 m 12.41 48.385 L S 70.01 41.197 m 70.01 34.01 l S 55.61 41.197 m 55.61 34.01 L S 41.21 41.197 m 41.21 34.01 L S 26.81 41.197 m 26.81 34.01 L S 12.41 41.197 m 12.41 34.01 L S 70.01 26.822 m 70.01 19.635 l S 55.61 26.822 m 55.61 19.635 L S 41.21 26.822 m 41.21 19.635 L S 26.81 26.822 m 26.81 19.635 L S 12.41 26.822 m 12.41 19.635 L S 70.01 12.385 m 70.01 5.197 l S 55.61 12.385 m 55.61 5.197 L S 41.21 12.385 m 41.21 5.197 L S 26.81 12.385 m 26.81 5.197 L S 12.41 12.385 m 12.41 5.197 L S 62.797 5.197 m 62.797 1.6 L S 48.397 5.197 m 48.397 1.6 L S 33.997 5.197 m 33.997 1.6 L S 19.597 5.197 m 19.597 1.6 L S 5.197 5.197 m 5.197 1.6 l S 62.797 19.635 m 62.797 12.447 L S 48.397 19.635 m 48.397 12.447 L S 33.997 19.635 m 33.997 12.447 L S 19.597 19.635 m 19.597 12.447 L S 5.197 19.635 m 5.197 12.447 l S 62.797 34.01 m 62.797 26.822 L S 48.397 34.01 m 48.397 26.822 L S 19.597 34.01 m 19.597 26.822 L S 5.197 34.01 m 5.197 26.822 l S 62.797 48.385 m 62.797 41.197 L S 48.397 48.385 m 48.397 41.197 L S 33.997 48.385 m 33.997 41.197 L S 19.597 48.385 m 19.597 41.197 L S 5.197 48.385 m 5.197 41.197 l S 62.797 62.822 m 62.797 55.635 L S 48.397 62.822 m 48.397 55.635 L S 33.997 62.822 m 33.997 55.635 L S 19.597 62.822 m 19.597 55.635 L S 5.197 62.822 m 5.197 55.635 l S 62.797 73.5589 m 62.797 70.072 L S 48.397 73.5589 m 48.397 70.072 L S 33.997 73.5589 m 33.997 70.072 L S 19.597 73.5589 m 19.597 70.072 L S 5.197 73.5589 m 5.197 70.072 l S 33.997 34.01 m 33.997 26.822 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Checks) (Checks) 1 1 31.3995 31.3995 [ %AI3_Tile (0 O 0 R 0 0.9 1 0 k 0 0.9 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.9995 4.8 m 27.5995 4.8 L 27.5995 12.3995 L 19.9995 12.3995 L 19.9995 4.8 L f 31.3995 27.5995 m 31.3995 31.3995 L 27.5995 31.3995 L 27.5995 27.5995 L 31.3995 27.5995 L f 19.9995 27.5995 m 19.9995 19.9995 L 27.5995 19.9995 L 27.5995 27.5995 L 19.9995 27.5995 L f 0 XR 12.3995 12.3995 m 19.9995 12.3995 L 19.9995 19.9995 L 12.3995 19.9995 L 12.3995 12.3995 L f 1 XR 12.3995 27.5995 m 4.8 27.5995 L 4.8 19.9995 L 12.3995 19.9995 L 12.3995 27.5995 L f 4.8 12.3995 m 4.8 4.8 L 12.3995 4.8 L 12.3995 12.3995 L 4.8 12.3995 L f 19.9995 27.5995 m 19.9995 31.3995 L 12.3995 31.3995 L 12.3995 27.5995 L 19.9995 27.5995 L f 12.3995 4.8 m 12.3995 1 L 19.9995 1 L 19.9995 4.8 L 12.3995 4.8 L f 4.8 19.9995 m 1 19.9995 L 1 12.3995 L 4.8 12.3995 L 4.8 19.9995 L f 27.5995 19.9995 m 27.5995 12.3995 L 31.3995 12.3995 L 31.3995 19.9995 L 27.5995 19.9995 L f 4.8 31.3995 m 1 31.3995 L 1 27.5995 L 4.8 27.5995 L 4.8 31.3995 L f 27.5995 1 m 31.3995 1 L 31.3995 4.8 L 27.5995 4.8 L 27.5995 1 L f 1 4.8 m 1 1 L 4.8 1 L 4.8 4.8 L 1 4.8 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.05 0.2 0 k 0 0.05 0.2 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 4.8 4.8 m 4.8 1 L 12.3995 1 L 12.3995 4.8 L 4.8 4.8 L f 4.8 12.3995 m 1 12.3995 L 1 4.8 L 4.8 4.8 L 4.8 12.3995 L f 19.9995 4.8 m 19.9995 1 L 27.5995 1 L 27.5995 4.8 L 19.9995 4.8 L f 12.3995 12.3995 m 12.3995 4.8 L 19.9995 4.8 L 19.9995 12.3995 L 12.3995 12.3995 L f 27.5995 4.8 m 31.3995 4.8 L 31.3995 12.3995 L 27.5995 12.3995 L 27.5995 4.8 L f 12.3995 19.9995 m 4.8 19.9995 L 4.8 12.3995 L 12.3995 12.3995 L 12.3995 19.9995 L f 4.8 27.5995 m 1 27.5995 L 1 19.9995 L 4.8 19.9995 L 4.8 27.5995 L f 19.9995 12.3995 m 27.5995 12.3995 L 27.5995 19.9995 L 19.9995 19.9995 L 19.9995 12.3995 L f 19.9995 19.9995 m 19.9995 27.5995 L 12.3995 27.5995 L 12.3995 19.9995 L 19.9995 19.9995 L f 27.5995 19.9995 m 31.3995 19.9995 L 31.3995 27.5995 L 27.5995 27.5995 L 27.5995 19.9995 L f 12.3995 27.5995 m 12.3995 31.3995 L 4.8 31.3995 L 4.8 27.5995 L 12.3995 27.5995 L f 27.5995 27.5995 m 27.5995 31.3995 L 19.9995 31.3995 L 19.9995 27.5995 L 27.5995 27.5995 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Confetti) (Confetti) 4.85 3.617 76.85 75.617 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.85 3.617 m 4.85 75.617 L 76.85 75.617 L 76.85 3.617 L 4.85 3.617 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.6 64.867 m 7.85 62.867 l S 9.1 8.617 m 6.85 6.867 l S 78.1 68.617 m 74.85 67.867 l S 76.85 56.867 m 74.35 55.117 l S 79.6 51.617 m 76.6 51.617 l S 76.35 44.117 m 73.6 45.867 l S 78.6 35.867 m 76.6 34.367 l S 76.1 23.867 m 73.35 26.117 l S 78.1 12.867 m 73.85 13.617 l S 68.35 14.617 m 66.1 12.867 l S 76.6 30.617 m 73.6 30.617 l S 62.85 58.117 m 60.956 60.941 l S 32.85 59.617 m 31.196 62.181 l S 47.891 64.061 m 49.744 66.742 l S 72.814 2.769 m 73.928 5.729 l S 67.976 2.633 m 67.35 5.909 l S 61.85 27.617 m 59.956 30.441 l S 53.504 56.053 m 51.85 58.617 l S 52.762 1.779 m 52.876 4.776 l S 45.391 5.311 m 47.244 7.992 l S 37.062 3.375 m 35.639 5.43 l S 55.165 34.828 m 57.518 37.491 l S 20.795 3.242 m 22.12 5.193 l S 14.097 4.747 m 15.008 8.965 l S 9.736 1.91 m 8.073 4.225 l S 31.891 5.573 m 32.005 8.571 l S 12.1 70.367 m 15.6 68.867 l S 9.35 54.867 m 9.6 58.117 l S 12.85 31.867 m 14.35 28.117 l S 10.1 37.367 m 12.35 41.117 l S 34.1 71.117 m 31.85 68.617 l S 38.35 71.117 m 41.6 68.367 l S 55.1 71.117 m 58.35 69.117 l S 57.35 65.117 m 55.35 61.867 l S 64.35 66.367 m 69.35 68.617 l S 71.85 62.867 m 69.35 61.117 l S 23.6 70.867 m 23.6 67.867 l S 20.6 65.867 m 17.35 65.367 l S 24.85 61.367 m 25.35 58.117 l S 25.85 65.867 m 29.35 66.617 l S 14.1 54.117 m 16.85 56.117 l S 12.35 11.617 m 12.6 15.617 l S 12.1 19.867 m 14.35 22.367 l S 26.1 9.867 m 23.6 13.367 l S 34.6 47.117 m 32.1 45.367 l S 62.6 41.867 m 59.85 43.367 l S 31.6 35.617 m 27.85 36.367 l S 36.35 26.117 m 34.35 24.617 l S 33.85 14.117 m 31.1 16.367 l S 37.1 9.867 m 35.1 11.117 l S 34.35 20.867 m 31.35 20.867 l S 44.6 56.617 m 42.1 54.867 l S 47.35 51.367 m 44.35 51.367 l S 44.1 43.867 m 41.35 45.617 l S 43.35 33.117 m 42.6 30.617 l S 43.85 23.617 m 41.1 25.867 l S 44.35 15.617 m 42.35 16.867 l S 67.823 31.1 m 64.823 31.1 l S 27.1 32.617 m 29.6 30.867 l S 31.85 55.117 m 34.85 55.117 l S 19.6 40.867 m 22.1 39.117 l S 16.85 35.617 m 19.85 35.617 l S 20.1 28.117 m 22.85 29.867 l S 52.1 42.617 m 54.484 44.178 l S 52.437 50.146 m 54.821 48.325 l S 59.572 54.133 m 59.35 51.117 l S 50.185 10.055 m 53.234 9.928 l S 51.187 15.896 m 53.571 14.075 l S 58.322 19.883 m 59.445 16.823 l S 53.1 32.117 m 50.6 30.367 l S 52.85 24.617 m 49.6 25.617 l S 61.85 9.117 m 59.1 10.867 l S 69.35 34.617 m 66.6 36.367 l S 67.1 23.617 m 65.1 22.117 l S 24.435 46.055 m 27.484 45.928 l S 25.437 51.896 m 27.821 50.075 l S 62.6 47.117 m 65.321 46.575 l S 19.85 19.867 m 20.35 16.617 l S 21.85 21.867 m 25.35 22.617 l S 37.6 62.867 m 41.6 62.117 l S 38.323 42.1 m 38.823 38.6 l S 69.35 52.617 m 66.85 53.867 l S 14.85 62.117 m 18.1 59.367 l S 9.6 46.117 m 7.1 44.367 l S 20.6 51.617 m 18.6 50.117 l S 46.141 70.811 m 47.994 73.492 l S 69.391 40.561 m 71.244 43.242 l S 38.641 49.311 m 39.35 52.117 l S 25.141 16.811 m 25.85 19.617 l S 36.6 32.867 m 34.6 31.367 l S 6.1 68.617 m 2.85 67.867 l S 4.85 56.867 m 2.35 55.117 l S 7.6 51.617 m 4.6 51.617 l S 6.6 35.867 m 4.6 34.367 l S 6.1 12.867 m 1.85 13.617 l S 4.6 30.617 m 1.6 30.617 l S 72.814 74.769 m 73.928 77.729 l S 67.976 74.633 m 67.35 77.909 l S 52.762 73.779 m 52.876 76.776 l S 37.062 75.375 m 35.639 77.43 l S 20.795 75.242 m 22.12 77.193 l S 9.736 73.91 m 8.073 76.225 l S 10.1 23.617 m 6.35 24.367 l S 73.217 18.276 m 71.323 21.1 l S 28.823 39.6 m 29.505 42.389 l S 49.6 38.617 m 47.6 37.117 l S 60.323 73.6 m 62.323 76.6 l S 60.323 1.6 m 62.323 4.6 l S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.inner) (DblLine1.2.inner) 1 1 39.2705 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2702 22.175 m 39.2702 13.6108 L 26.66 13.6108 L 26.66 1.0003 L 18.0958 1.0003 L 18.0948 22.175 L 18.0958 22.175 L 18.0958 22.1752 L 39.2702 22.175 L f 39.2708 24.6929 m 15.5779 24.6929 L 15.5779 1.0003 L 14.9037 1.0003 L 14.9032 25.3675 L 39.2708 25.3675 L 39.2708 24.6929 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.outer) (DblLine1.2.outer) 1 1.0003 39.2706 39.271 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2708 26.6602 m 13.6111 26.6602 L 13.6111 1.0005 L 22.1751 1 L 22.1751 18.096 L 39.2708 18.096 L 39.2708 26.6602 L f 39.2708 15.578 m 24.6928 15.578 L 24.6928 1 L 25.367 1 L 25.367 14.9038 L 39.2708 14.9038 L 39.2708 15.578 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.side) (DblLine1.2.side) 1 1 39.2706 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2704 18.0958 m 39.2704 26.6598 L 1.0001 26.6598 L 1.0001 18.0958 L 39.2704 18.0958 L f 39.2704 14.9037 m 39.2704 15.5776 L 1.0001 15.5776 L 1.0001 14.9037 L 39.2704 14.9037 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Diamonds) (Diamonds) 1 1 37.1865 41.9411 [ %AI3_Tile (0 O 0 R 0.2 0 1 0 k 0.2 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.0002 1.0004 m 1.0002 41.9411 L 37.1865 41.9411 L 37.1865 1.0004 L 1.0002 1.0004 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.0936 41.9408 m 19.0929 41.9408 L 19.0933 41.9402 L 19.0936 41.9408 L f 7.0311 41.9408 m 7.0304 41.9408 L 7.0308 41.9402 L 7.0311 41.9408 L f 31.1556 41.9408 m 31.1548 41.9408 L 31.1552 41.9402 L 31.1556 41.9408 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.75 0.9 0 0 k 0.75 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 1 XR 37.1865 1 m 37.1865 11.2349 L 31.1552 1 L 37.1865 1 L f 19.0933 1 m 31.1552 1 L 25.124 11.2349 L 19.0933 1 L f 7.0308 1 m 19.0933 1 L 13.062 11.2349 L 7.0308 1 L f 1 1 m 7.0308 1 L 1 11.2349 L 1 1 L f 37.1859 11.2349 m 37.1865 11.236 L 37.1865 31.7059 L 31.1552 21.4704 L 37.1859 11.2349 L f 19.0933 21.4704 m 25.124 11.2349 L 31.1552 21.4704 L 25.124 31.7059 L 19.0933 21.4704 L f 7.0308 21.4704 m 13.062 11.2349 L 19.0933 21.4704 L 13.062 31.7059 L 7.0308 21.4704 L f 1 31.7059 m 1 11.2349 L 7.0308 21.4704 L 1 31.7059 L f 37.1859 31.7059 m 37.1865 31.707 L 37.1865 41.9408 L 31.1556 41.9408 L 31.1552 41.9402 L 37.1859 31.7059 L f 25.124 31.7059 m 31.1552 41.9402 L 31.1548 41.9408 L 19.0936 41.9408 L 19.0933 41.9402 L 25.124 31.7059 L f 13.062 31.7059 m 19.0933 41.9402 L 19.0929 41.9408 L 7.0311 41.9408 L 7.0308 41.9402 L 13.062 31.7059 L f 7.0304 41.9408 m 1 41.9408 L 1 31.7059 L 7.0308 41.9402 L 7.0304 41.9408 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Hexagon) (Hexagon) 4 1.6 70.151 77.983 [ %AI3_Tile (0 O 0 R 0 1 0.35 0 k 0 1 0.35 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 70.151 77.983 m 70.151 1.6 L 4 1.6 L 4 77.983 L 70.151 77.983 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.9921 1 0 0 k 0.9921 1 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.538 30.244 m S 26.05 20.696 m 15.025 20.696 L 9.513 30.244 L 15.025 39.792 L 26.05 39.792 L 31.564 30.244 L 26.05 20.696 L s 20.537 11.148 m S 26.05 1.6 m 15.024 1.6 L 9.512 11.148 L 15.024 20.696 L 26.05 20.696 L 31.563 11.148 L 26.05 1.6 L s 53.614 30.244 m S 59.126 20.696 m 48.101 20.696 L 42.589 30.244 L 48.101 39.792 L 59.126 39.792 L 64.639 30.244 L 59.126 20.696 L s 53.614 11.148 m S 59.126 1.6 m 48.101 1.6 L 42.588 11.148 L 48.101 20.696 L 59.126 20.696 L 64.638 11.148 L 59.126 1.6 L s 20.538 68.436 m S 26.051 58.888 m 15.025 58.888 L 9.513 68.436 L 15.025 77.984 L 26.051 77.984 L 31.564 68.436 L 26.051 58.888 L s 20.538 49.34 m S 26.051 39.792 m 15.025 39.792 L 9.513 49.34 L 15.025 58.888 L 26.05 58.888 L 31.564 49.34 L 26.051 39.792 L s 53.614 68.436 m S 59.127 58.888 m 48.102 58.888 L 42.589 68.436 L 48.101 77.985 L 59.127 77.985 L 64.639 68.436 L 59.127 58.888 L s 53.614 49.34 m S 59.127 39.792 m 48.101 39.792 L 42.589 49.34 L 48.101 58.888 L 59.127 58.888 L 64.639 49.341 L 59.127 39.792 L s 4 20.696 m S 3.876 30.244 m 9.512 30.244 L 15.024 20.696 L 9.512 11.147 L 3.876 11.147 L S 37.075 20.696 m S 42.588 11.148 m 31.563 11.148 L 26.05 20.696 L 31.563 30.244 L 42.589 30.244 L 48.101 20.696 L 42.588 11.148 L s 37.076 58.888 m S 42.589 49.34 m 31.564 49.34 L 26.05 58.888 L 31.564 68.436 L 42.589 68.436 L 48.101 58.888 L 42.589 49.34 L s 70.151 20.696 m S 70.2094 11.147 m 64.639 11.147 L 59.127 20.696 L 64.639 30.244 L 70.2094 30.244 L S 70.152 58.888 m S 70.0427 49.34 m 64.639 49.34 L 59.127 58.888 L 64.639 68.436 L 70.0427 68.436 L S 4 58.888 m S 3.876 68.436 m 9.513 68.436 L 15.025 58.888 L 9.513 49.34 L 3.876 49.34 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.inner) (Laurel.inner) 1 1 28.5392 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 19.2768 15.3585 m 28.9144 15.3585 L 28.9144 14.2335 L 19.2768 14.2335 L 19.2768 15.3585 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.7461 18.9624 m 13.0264 17.8486 11.3273 14.4193 11.3273 10.0362 c 11.3273 5.6547 12.9768 2.1518 14.744 1.1112 C 14.7443 1.1112 L 16.4707 2.1518 18.1679 5.6547 18.1679 10.0362 c 18.1679 14.4143 16.432 17.8633 14.7461 18.9624 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.outer) (Laurel.outer) 1 1.3751 28.5393 28.9143 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.2395 10.6375 m 14.2395 1 L 15.3645 1 L 15.3645 10.6375 L 14.2395 10.6375 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.5769 15.124 m 11.6906 16.8438 15.1198 18.5429 19.503 18.5429 c 23.8844 18.5429 27.3874 16.8935 28.428 15.1262 C 28.428 15.1259 L 27.3874 13.3995 23.8844 11.7023 19.503 11.7023 c 15.1249 11.7023 11.676 13.4382 10.5769 15.124 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.side) (Laurel.side) 1.3972 1 28.9364 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.1571 15.2998 m 1 15.2998 L 1 14.1748 L 29.1571 14.1748 L 29.1571 15.2998 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 27.4787 m 1.5899 25.4751 2.8132 21.8488 5.9125 18.7494 c 9.0107 15.6513 12.654 14.3407 14.6395 14.8545 C 14.6398 14.8547 L 15.1246 16.8113 13.8478 20.4883 10.7496 23.5865 c 7.6538 26.6824 3.9876 27.8936 2.0183 27.4787 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 2.0091 m 1.5899 4.0126 2.8132 7.6389 5.9125 10.7382 c 9.0107 13.8365 12.654 15.147 14.6395 14.6332 C 14.6398 14.633 L 15.1246 12.6765 13.8478 8.9993 10.7496 5.9011 c 7.6538 2.8054 3.9876 1.5941 2.0183 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 2.0091 m 15.3925 4.0126 16.6159 7.6389 19.7152 10.7382 c 22.8134 13.8365 26.4567 15.147 28.4422 14.6332 C 28.4424 14.633 L 28.9273 12.6765 27.6505 8.9993 24.5523 5.9011 c 21.4565 2.8054 17.7903 1.5941 15.821 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 27.4787 m 15.3925 25.4751 16.6159 21.8488 19.7152 18.7494 c 22.8134 15.6513 26.4567 14.3407 28.4422 14.8545 C 28.4424 14.8547 L 28.9273 16.8113 27.6505 20.4883 24.5523 23.5865 c 21.4565 26.6824 17.7903 27.8936 15.821 27.4787 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Leaves-fall) (Leaves-fall) 1 1 52.733 89.816 [ %AI3_Tile (0 O 0 R 0.05 0.2 1 0 k 0.05 0.2 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 52.733 89.816 m 52.733 1 L 1 1 L 1 89.816 L 52.733 89.816 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.83 0 1 0 k 0.83 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 25.317 2.083 m 25.994 2.283 26.284 2.435 V 24.815 5.147 29.266 9.428 30.186 10.168 C 30.787 9.943 30.907 7.41 30.23 6.073 C 31.073 6.196 33.262 4.818 34.02 3.529 C 34.085 4.217 35.655 7.158 36.481 7.535 C 35.561 7.933 34.896 9.406 34.134 10.854 C 35.156 11.021 36.555 10.1 38.026 9.195 C 38.541 9.996 39.915 10.968 41.174 11.484 C 40.086 12.171 39.591 12.912 39.094 14.372 C 38.052 13.806 35.865 13.657 35.336 13.944 C 35.85 15.057 38.096 15.6 38.827 15.547 C 38.573 16.409 38.425 18.562 38.598 21.155 C 36.939 19.839 35.393 18.522 33.734 18.58 C 34.003 17.158 33.367 15.353 32.99 14.86 C 32.417 15.604 32.006 16.431 32.361 18.408 C 30.908 18.893 29.671 19.439 28.297 20.697 C 28.297 18.866 27.725 17.664 26.857 16.388 C 28.117 15.9 29.389 14.697 29.385 13.658 C 28.537 13.81 26.845 14.554 26.352 15.547 C 25.634 14.8 23.95 13.491 22.346 13.487 C 23.534 12.632 24.454 11.598 24.549 9.686 C 25.802 10.657 28.255 11.272 29.635 10.674 C 24.794 6.438 25.262 3.405 25.317 2.083 C f 12.412 33.743 m 11.887 33.272 11.691 33.01 V 14.182 31.192 11.928 25.366 11.415 24.303 C 10.776 24.247 9.369 26.988 9.405 28.486 C 8.273 27.73 6.608 27.851 5.006 28.137 C 5.578 27.049 5.177 25.104 4.376 24.303 C 5.378 24.339 6.729 23.624 8.038 22.643 C 7.203 21.823 5.376 21.984 3.46 22.643 C 3.46 21.27 2.638 19.533 1.801 18.351 C 3.117 18.408 4.262 17.722 5.12 16.691 C 5.785 18.26 7.819 19.373 8.725 19.324 C 8.742 17.959 7.169 15.869 6.147 15.47 C 6.747 14.801 7.766 13.27 8.725 10.854 C 9.524 12.78 10.694 14.022 11.927 14.955 C 10.785 16.517 10.959 17.388 11.358 18.866 C 12.101 18.325 13.132 17.893 13.303 15.89 C 15.02 16.176 16.156 16.104 17.653 15.203 C 17.198 16.865 17.195 18.466 17.515 20.166 C 15.665 20.026 14.105 20.239 13.075 21.728 C 13.905 21.955 16.165 22.014 17.039 21.082 C 17.366 22.064 18.261 23.47 19.707 24.164 C 18.267 24.424 17.282 25.523 16.373 27.209 C 15.66 25.793 13.433 24.128 11.93 24.073 C 13.933 28.137 13.933 31.055 12.412 33.743 C f 31.125 30.5 m 31.445 31.128 31.648 31.385 V 34.045 29.444 38.851 32.752 39.746 33.521 C 39.636 34.153 37.511 35.29 35.794 34.26 C 36.234 35.549 35.332 37.51 34.134 38.552 C 35.873 38.451 38.019 39.813 38.541 40.555 C 38.763 39.577 39.946 38.307 41.231 37.293 C 41.582 38.266 40.887 40.384 39.971 41.986 C 41.206 42.487 42.318 43.417 42.776 44.676 C 43.233 43.359 44.236 42.685 45.58 41.929 C 44.421 40.502 43.64 38.328 43.92 37.465 C 45.243 37.8 46.814 40.518 46.937 41.607 C 47.812 40.841 49.366 40.154 51.947 39.848 C 50.246 38.77 49.884 36.778 49.3 35.347 C 48.152 35.794 45.983 35.853 45.008 35.29 C 45.721 34.711 47.061 34.16 49.071 34.146 C 49.071 32.601 49.534 31.469 50.788 30.254 C 49.065 30.267 46.965 29.781 45.469 29.389 C 45.221 30.718 44.378 32.314 43.233 32.715 C 43.227 31.854 43.493 29.605 44.378 28.938 C 43.513 28.37 42.26 26.993 41.803 25.276 C 41.181 26.601 40.32 27.906 38.457 28.35 C 39.642 29.403 40.477 31.42 40.143 32.887 C 35.091 28.905 32.414 30.203 31.125 30.5 C f 25.317 46.491 m 25.994 46.691 26.284 46.843 V 24.815 49.556 29.266 53.837 30.186 54.576 C 30.787 54.351 30.907 51.818 30.23 50.482 C 31.073 50.605 33.262 49.227 34.02 47.938 C 34.085 48.625 35.655 51.566 36.481 51.944 C 35.561 52.341 34.896 53.814 34.134 55.263 C 35.156 55.43 36.555 54.508 38.026 53.603 C 38.541 54.404 39.915 55.377 41.174 55.892 C 40.086 56.579 39.591 57.321 39.094 58.78 C 38.052 58.215 35.865 58.065 35.336 58.353 C 35.85 59.465 38.096 60.008 38.827 59.955 C 38.573 60.817 38.425 62.97 38.598 65.563 C 36.939 64.247 35.393 62.931 33.734 62.988 C 34.003 61.567 33.367 59.761 32.99 59.268 C 32.417 60.012 32.006 60.839 32.361 62.817 C 30.908 63.302 29.671 63.847 28.297 65.106 C 28.297 63.274 27.725 62.073 26.857 60.796 C 28.117 60.308 29.389 59.106 29.385 58.067 C 28.537 58.219 26.845 58.963 26.352 59.955 C 25.634 59.209 23.95 57.899 22.346 57.895 C 23.534 57.041 24.454 56.006 24.549 54.094 C 25.802 55.065 28.255 55.68 29.635 55.083 C 24.794 50.846 25.262 47.814 25.317 46.491 C f 12.412 78.151 m 11.887 77.68 11.691 77.418 V 14.182 75.601 11.928 69.774 11.415 68.711 C 10.776 68.655 9.369 71.396 9.405 72.894 C 8.273 72.138 6.608 72.259 5.006 72.545 C 5.578 71.458 5.177 69.512 4.376 68.711 C 5.378 68.747 6.729 68.032 8.038 67.052 C 7.203 66.231 5.376 66.393 3.46 67.052 C 3.46 65.678 2.638 63.941 1.801 62.759 C 3.117 62.817 4.262 62.13 5.12 61.1 C 5.785 62.669 7.819 63.781 8.725 63.732 C 8.742 62.367 7.169 60.277 6.147 59.878 C 6.747 59.209 7.766 57.678 8.725 55.263 C 9.524 57.189 10.694 58.431 11.927 59.364 C 10.785 60.925 10.959 61.796 11.358 63.274 C 12.101 62.734 13.132 62.301 13.303 60.298 C 15.02 60.584 16.156 60.512 17.653 59.612 C 17.198 61.273 17.195 62.874 17.515 64.574 C 15.665 64.434 14.105 64.648 13.075 66.136 C 13.905 66.363 16.165 66.422 17.039 65.49 C 17.366 66.472 18.261 67.878 19.707 68.572 C 18.267 68.832 17.282 69.931 16.373 71.617 C 15.66 70.202 13.433 68.536 11.93 68.482 C 13.933 72.545 13.933 75.464 12.412 78.151 C f 31.125 74.908 m 31.445 75.537 31.648 75.794 V 34.045 73.853 38.851 77.161 39.746 77.929 C 39.636 78.562 37.511 79.698 35.794 78.668 C 36.234 79.957 35.332 81.918 34.134 82.96 C 35.873 82.86 38.019 84.221 38.541 84.963 C 38.763 83.986 39.946 82.716 41.231 81.701 C 41.582 82.675 40.887 84.792 39.971 86.394 C 41.206 86.895 42.318 87.825 42.776 89.084 C 43.233 87.768 44.236 87.093 45.58 86.337 C 44.421 84.91 43.64 82.736 43.92 81.873 C 45.243 82.208 46.814 84.926 46.937 86.016 C 47.812 85.249 49.366 84.563 51.947 84.257 C 50.246 83.179 49.884 81.187 49.3 79.756 C 48.152 80.203 45.983 80.262 45.008 79.698 C 45.721 79.119 47.061 78.569 49.071 78.554 C 49.071 77.009 49.534 75.877 50.788 74.663 C 49.065 74.675 46.965 74.189 45.469 73.798 C 45.221 75.126 44.378 76.723 43.233 77.123 C 43.227 76.262 43.493 74.013 44.378 73.347 C 43.513 72.779 42.26 71.401 41.803 69.684 C 41.181 71.009 40.32 72.314 38.457 72.759 C 39.642 73.812 40.477 75.829 40.143 77.295 C 35.091 73.313 32.414 74.611 31.125 74.908 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Polka dots) (Polka dots) 1 1 29.8 29.8 [ %AI3_Tile (0 O 0 R 0.45 0.9 0 0 k 0.45 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 29.8 L 29.8 29.8 L 29.8 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.09 0.18 0 0 k 0.09 0.18 0 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 11.08 8.2 m 11.08 9.791 9.79 11.08 8.2 11.08 c 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c f 11.08 22.6 m 11.08 24.191 9.79 25.48 8.2 25.48 c 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c f 18.28 15.4 m 18.28 16.991 16.99 18.28 15.4 18.28 c 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c f 25.48 8.2 m 25.48 9.791 24.19 11.08 22.6 11.08 c 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c f 25.48 22.6 m 25.48 24.191 24.19 25.48 22.6 25.48 c 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c f *U 26.92 1 m 29.8 1 L 29.8 3.88 L 28.209 3.88 26.92 2.591 26.92 1 C f 15.4 3.88 m 13.809 3.88 12.52 2.591 12.52 1 C 18.28 1 L 18.28 2.591 16.99 3.88 15.4 3.88 c f 1 3.88 m 1 1 L 3.88 1 L 3.88 2.591 2.59 3.88 1 3.88 C f 1 XR 26.92 15.4 m 26.92 13.81 28.209 12.52 29.8 12.52 C 29.8 18.28 L 28.209 18.28 26.92 16.991 26.92 15.4 c f 0 XR 15.4 18.28 m 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c 18.28 16.991 16.99 18.28 15.4 18.28 c f 1 XR 3.88 15.4 m 3.88 16.991 2.59 18.28 1 18.28 C 1 12.52 L 2.59 12.52 3.88 13.81 3.88 15.4 c f 0 XR 29.8 26.92 m 29.8 29.8 L 26.92 29.8 L 26.92 28.21 28.209 26.92 29.8 26.92 C f 15.4 26.92 m 16.99 26.92 18.28 28.21 18.28 29.8 C 12.52 29.8 L 12.52 28.21 13.809 26.92 15.4 26.92 c f 3.88 29.8 m 1 29.8 L 1 26.92 L 2.59 26.92 3.88 28.21 3.88 29.8 C f 1 XR 8.2 11.08 m 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c 11.08 9.791 9.79 11.08 8.2 11.08 c f 22.6 11.08 m 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c 25.48 9.791 24.19 11.08 22.6 11.08 c f 8.2 25.48 m 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c 11.08 24.191 9.79 25.48 8.2 25.48 c f 22.6 25.48 m 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c 25.48 24.191 24.19 25.48 22.6 25.48 c f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Random circles) (Random circles) 4.365 3.849 51.13 57.85 [ %AI3_Tile (0 O 0 R 0 0.1125 0.45 0 k 0 0.1125 0.45 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.365 3.849 m 4.365 57.85 L 51.13 57.85 L 51.13 3.849 L 4.365 3.849 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.4 0.7 1 0 k 0.4 0.7 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 45.429 36.274 m 45.843 36.991 45.598 37.908 44.88 38.323 c 44.163 38.737 43.245 38.491 42.831 37.774 c 42.417 37.056 42.663 36.139 43.38 35.725 c 44.098 35.31 45.015 35.556 45.429 36.274 c s 44.179 27.926 m 43.765 28.643 42.848 28.889 42.13 28.475 c 41.413 28.06 41.167 27.143 41.581 26.425 c 41.995 25.708 42.913 25.462 43.63 25.876 c 44.348 26.291 44.593 27.208 44.179 27.926 c s 35.929 41.024 m 35.515 41.741 34.598 41.987 33.88 41.573 c 33.163 41.158 32.917 40.241 33.331 39.524 c 33.745 38.806 34.663 38.56 35.38 38.975 c 36.098 39.389 36.343 40.306 35.929 41.024 c s 28.38 34.225 m 28.794 34.942 28.549 35.859 27.831 36.274 c 27.114 36.688 26.196 36.442 25.782 35.725 c 25.368 35.007 25.614 34.09 26.331 33.675 c 27.049 33.261 27.966 33.507 28.38 34.225 c s 31.179 28.024 m 30.765 28.741 29.848 28.987 29.13 28.573 c 28.413 28.158 28.167 27.241 28.581 26.524 c 28.995 25.806 29.913 25.56 30.63 25.975 c 31.348 26.389 31.593 27.306 31.179 28.024 c s 36.792 23.349 m 35.963 23.349 35.292 22.678 35.292 21.849 c 35.292 21.021 35.963 20.349 36.792 20.349 c 37.62 20.349 38.292 21.021 38.292 21.849 c 38.292 22.678 37.62 23.349 36.792 23.349 c s 10.888 34.175 m 10.474 34.893 10.72 35.81 11.437 36.225 c 12.155 36.639 13.072 36.393 13.486 35.675 c 13.901 34.958 13.655 34.041 12.937 33.626 c 12.22 33.212 11.303 33.458 10.888 34.175 c s 11.517 26.601 m 11.931 27.318 12.848 27.564 13.566 27.15 c 14.283 26.735 14.529 25.818 14.115 25.1 c 13.701 24.383 12.783 24.137 12.066 24.551 c 11.348 24.966 11.103 25.883 11.517 26.601 c s 16.782 41.426 m 17.196 42.143 18.114 42.389 18.831 41.975 c 19.549 41.56 19.794 40.643 19.38 39.926 c 18.966 39.208 18.049 38.962 17.331 39.377 c 16.614 39.791 16.368 40.708 16.782 41.426 c s 22.365 24.35 m 23.194 24.35 23.865 23.678 23.865 22.85 c 23.865 22.021 23.194 21.35 22.365 21.35 c 21.537 21.35 20.865 22.021 20.865 22.85 c 20.865 23.678 21.537 24.35 22.365 24.35 c s 45.385 7.849 m 44.971 7.132 44.053 6.886 43.336 7.3 c 42.619 7.714 42.373 8.632 42.787 9.349 c 43.201 10.067 44.119 10.312 44.836 9.898 c 45.553 9.484 45.799 8.567 45.385 7.849 c s 29.679 7.774 m 29.265 7.056 28.348 6.81 27.63 7.225 c 26.913 7.639 26.667 8.556 27.081 9.274 c 27.495 9.991 28.413 10.237 29.13 9.823 c 29.848 9.408 30.093 8.491 29.679 7.774 c s 35.542 11.349 m 34.713 11.349 34.042 12.021 34.042 12.849 c 34.042 13.678 34.713 14.349 35.542 14.349 c 36.37 14.349 37.042 13.678 37.042 12.849 c 37.042 12.021 36.37 11.349 35.542 11.349 c s 10.13 7.475 m 10.544 6.757 11.462 6.511 12.179 6.926 c 12.897 7.34 13.142 8.257 12.728 8.975 c 12.314 9.692 11.397 9.938 10.679 9.524 c 9.962 9.109 9.716 8.192 10.13 7.475 c s 20.203 13.349 m 21.031 13.349 21.703 14.021 21.703 14.849 c 21.703 15.678 21.031 16.349 20.203 16.349 c 19.375 16.349 18.703 15.678 18.703 14.849 c 18.703 14.021 19.375 13.349 20.203 13.349 c s 44.635 54.1 m 45.049 53.382 44.803 52.465 44.086 52.051 c 43.369 51.636 42.451 51.882 42.037 52.6 c 41.623 53.317 41.869 54.234 42.586 54.649 c 43.303 55.063 44.221 54.817 44.635 54.1 c s 36.841 48.1 m 36.427 47.382 35.509 47.136 34.792 47.551 c 34.074 47.965 33.828 48.882 34.243 49.6 c 34.657 50.317 35.574 50.563 36.292 50.149 c 37.009 49.734 37.255 48.817 36.841 48.1 c s 29.728 54.725 m 30.143 54.007 29.897 53.09 29.179 52.675 c 28.462 52.261 27.544 52.507 27.13 53.225 c 26.716 53.942 26.962 54.859 27.679 55.274 c 28.397 55.688 29.314 55.442 29.728 54.725 c s 10.86 54.1 m 10.446 53.382 10.691 52.465 11.409 52.051 c 12.126 51.636 13.044 51.882 13.458 52.6 c 13.872 53.317 13.626 54.234 12.909 54.649 c 12.191 55.063 11.274 54.817 10.86 54.1 c s 19.154 49.1 m 19.568 48.382 20.486 48.136 21.203 48.551 c 21.92 48.965 22.166 49.882 21.752 50.6 c 21.338 51.317 20.42 51.563 19.703 51.149 c 18.986 50.734 18.74 49.817 19.154 49.1 c s 51.88 38.85 m 51.052 38.85 50.38 39.521 50.38 40.35 c 50.38 41.178 51.052 41.85 51.88 41.85 c 52.709 41.85 53.38 41.178 53.38 40.35 c 53.38 39.521 52.709 38.85 51.88 38.85 c s 51.865 11.349 m 52.693 11.349 53.365 12.021 53.365 12.849 c 53.365 13.678 52.693 14.349 51.865 14.349 c 51.036 14.349 50.365 13.678 50.365 12.849 c 50.365 12.021 51.036 11.349 51.865 11.349 c s 30.179 18.524 m 29.765 19.241 28.848 19.487 28.13 19.073 c 27.413 18.658 27.167 17.741 27.581 17.024 c 27.995 16.306 28.913 16.06 29.63 16.475 c 30.348 16.889 30.593 17.806 30.179 18.524 c s 21.679 31.524 m 21.265 32.241 20.348 32.487 19.63 32.073 c 18.913 31.658 18.667 30.741 19.081 30.024 c 19.495 29.306 20.413 29.06 21.13 29.475 c 21.848 29.889 22.093 30.806 21.679 31.524 c s 37.914 33.399 m 37.5 34.116 36.583 34.362 35.865 33.948 c 35.148 33.533 34.902 32.616 35.316 31.899 c 35.73 31.181 36.648 30.935 37.365 31.35 c 38.083 31.764 38.328 32.681 37.914 33.399 c s 28.929 45.024 m 28.515 45.741 27.598 45.987 26.88 45.573 c 26.163 45.158 25.917 44.241 26.331 43.524 c 26.745 42.806 27.663 42.56 28.38 42.975 c 29.098 43.389 29.343 44.306 28.929 45.024 c s 12.429 45.524 m 12.015 46.241 11.098 46.487 10.38 46.073 c 9.663 45.658 9.417 44.741 9.831 44.024 c 10.245 43.306 11.163 43.06 11.88 43.475 c 12.598 43.889 12.843 44.806 12.429 45.524 c s 44.49 45.6 m 44.075 46.317 43.158 46.563 42.441 46.149 c 41.723 45.734 41.477 44.817 41.891 44.1 c 42.306 43.382 43.223 43.136 43.941 43.55 c 44.658 43.965 44.904 44.882 44.49 45.6 c s 12.679 18.524 m 12.265 19.241 11.348 19.487 10.63 19.073 c 9.913 18.658 9.667 17.741 10.081 17.024 c 10.495 16.306 11.413 16.06 12.13 16.475 c 12.848 16.889 13.093 17.806 12.679 18.524 c s 21.179 5.774 m 20.765 6.491 19.848 6.737 19.13 6.323 c 18.413 5.908 18.167 4.991 18.581 4.274 c 18.995 3.557 19.913 3.311 20.63 3.725 c 21.348 4.139 21.593 5.056 21.179 5.774 c s 38.929 5.274 m 38.515 5.991 37.598 6.237 36.88 5.823 c 36.163 5.408 35.917 4.491 36.331 3.774 c 36.745 3.057 37.663 2.811 38.38 3.225 c 39.098 3.639 39.343 4.556 38.929 5.274 c s 43.865 18.1 m 44.694 18.1 45.365 17.429 45.365 16.6 c 45.365 15.772 44.694 15.1 43.865 15.1 c 43.037 15.1 42.365 15.772 42.365 16.6 c 42.365 17.429 43.037 18.1 43.865 18.1 c s 51.13 4.6 m 50.302 4.6 49.63 3.928 49.63 3.1 c 49.63 2.272 50.302 1.6 51.13 1.6 c 51.959 1.6 52.63 2.272 52.63 3.1 c 52.63 3.928 51.959 4.6 51.13 4.6 c s 52.163 31.649 m 51.748 32.366 50.831 32.612 50.114 32.198 c 49.396 31.783 49.15 30.866 49.565 30.149 c 49.979 29.431 50.896 29.185 51.614 29.6 c 52.331 30.014 52.577 30.931 52.163 31.649 c s 51.85 51.35 m 51.021 51.35 50.35 50.678 50.35 49.85 c 50.35 49.021 51.021 48.35 51.85 48.35 c 52.678 48.35 53.35 49.021 53.35 49.85 c 53.35 50.678 52.678 51.35 51.85 51.35 c s 49.85 23.1 m 50.679 23.1 51.35 22.428 51.35 21.6 c 51.35 20.771 50.679 20.1 49.85 20.1 c 49.022 20.1 48.35 20.771 48.35 21.6 c 48.35 22.428 49.022 23.1 49.85 23.1 c s 5.13 38.85 m 4.302 38.85 3.63 39.521 3.63 40.35 c 3.63 41.178 4.302 41.85 5.13 41.85 c 5.959 41.85 6.63 41.178 6.63 40.35 c 6.63 39.521 5.959 38.85 5.13 38.85 c s 5.115 11.349 m 5.943 11.349 6.615 12.021 6.615 12.849 c 6.615 13.678 5.943 14.349 5.115 14.349 c 4.286 14.349 3.615 13.678 3.615 12.849 c 3.615 12.021 4.286 11.349 5.115 11.349 c s 4.38 4.6 m 3.552 4.6 2.88 3.928 2.88 3.1 c 2.88 2.272 3.552 1.6 4.38 1.6 c 5.209 1.6 5.88 2.272 5.88 3.1 c 5.88 3.928 5.209 4.6 4.38 4.6 c s 5.413 31.649 m 4.998 32.366 4.081 32.612 3.364 32.198 c 2.646 31.783 2.4 30.866 2.815 30.149 c 3.229 29.431 4.146 29.185 4.864 29.6 c 5.581 30.014 5.827 30.931 5.413 31.649 c s 5.1 51.35 m 4.271 51.35 3.6 50.678 3.6 49.85 c 3.6 49.021 4.271 48.35 5.1 48.35 c 5.928 48.35 6.6 49.021 6.6 49.85 c 6.6 50.678 5.928 51.35 5.1 51.35 c s 3.1 23.1 m 3.929 23.1 4.6 22.428 4.6 21.6 c 4.6 20.771 3.929 20.1 3.1 20.1 c 2.272 20.1 1.6 20.771 1.6 21.6 c 1.6 22.428 2.272 23.1 3.1 23.1 c s 21.194 59.775 m 20.78 60.492 19.863 60.738 19.145 60.324 c 18.428 59.909 18.182 58.992 18.596 58.275 c 19.01 57.558 19.928 57.312 20.645 57.726 c 21.363 58.14 21.608 59.057 21.194 59.775 c s 38.944 59.275 m 38.53 59.992 37.613 60.238 36.895 59.824 c 36.178 59.409 35.932 58.492 36.346 57.775 c 36.76 57.058 37.678 56.812 38.395 57.226 c 39.113 57.64 39.358 58.557 38.944 59.275 c s 51.145 58.601 m 50.317 58.601 49.645 57.929 49.645 57.101 c 49.645 56.273 50.317 55.601 51.145 55.601 c 51.974 55.601 52.645 56.273 52.645 57.101 c 52.645 57.929 51.974 58.601 51.145 58.601 c s 4.395 58.601 m 3.567 58.601 2.895 57.929 2.895 57.101 c 2.895 56.273 3.567 55.601 4.395 55.601 c 5.224 55.601 5.895 56.273 5.895 57.101 c 5.895 57.929 5.224 58.601 4.395 58.601 c s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Rope.side) (Rope.side) 1 4.6 60.9998 33.3999 [ %AI3_Tile (0 O 0 R 0 0 0 1 k 0 0 0 1 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 1 j 0.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 24.9999 7 m 15.6521 4.663 8.125 8.6981 1 14.1407 C S 36.9999 7 m 22.3477 3.337 12.168 15.3276 1 23.859 C S 48.9999 7 m 29.3464 2.0866 17.7386 25.3332 1 30.6213 C S 1 30.9999 m 24.9999 36.9999 36.9999 1 60.9998 7 C S 13 30.9999 m 32.6534 35.9133 44.2611 12.6667 60.9998 7.3786 C S 24.9999 30.9999 m 39.652 34.6629 49.8317 22.6722 60.9998 14.1407 C S 36.9999 30.9999 m 46.3476 33.3369 53.8749 29.3018 60.9998 23.859 C S 48.9999 30.9999 m 53.3464 32.0865 57.2978 31.7908 60.9998 30.6213 C S 13 7 m 8.6535 5.9134 4.7019 6.2091 1 7.3786 C S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Scales) (Scales) 1.6 9.3475 48.088 55.8355 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 9.3475 m 1.6 55.8355 L 48.088 55.8355 L 48.088 9.3475 L 1.6 9.3475 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 17.0956 9.3475 m 12.8162 9.3475 9.3475 5.8787 9.3475 1.6 C 9.3475 5.8787 5.8787 9.3475 1.6 9.3475 C 1.6 13.6262 5.0687 17.095 9.3475 17.095 c 13.6268 17.095 17.0956 13.6262 17.0956 9.3475 C s 32.5918 9.3475 m 28.3125 9.3475 24.8437 5.8787 24.8437 1.6 C 24.8437 5.8787 21.3743 9.3475 17.0956 9.3475 C 17.0956 13.6262 20.5644 17.095 24.8437 17.095 c 29.1224 17.095 32.5918 13.6262 32.5918 9.3475 C s 48.088 9.3475 m 43.8087 9.3475 40.3399 5.8787 40.3399 1.6 C 40.3399 5.8787 36.8705 9.3475 32.5918 9.3475 C 32.5918 13.6262 36.0606 17.095 40.3399 17.095 c 44.6186 17.095 48.088 13.6262 48.088 9.3475 C s 17.0956 40.3393 m 12.8162 40.3393 9.3475 36.8699 9.3475 32.5912 C 9.3475 36.8699 5.8787 40.3393 1.6 40.3393 C 1.6 44.6181 5.0687 48.0874 9.3475 48.0874 c 13.6268 48.0874 17.0956 44.6181 17.0956 40.3393 C s 17.0956 24.8431 m 12.8162 24.8431 9.3475 21.3743 9.3475 17.095 C 9.3475 21.3743 5.8787 24.8431 1.6 24.8431 C 1.6 29.1218 5.0687 32.5912 9.3475 32.5912 c 13.6268 32.5912 17.0956 29.1218 17.0956 24.8431 C s 32.5918 24.8431 m 28.3125 24.8431 24.8437 21.3743 24.8437 17.095 C 24.8437 21.3743 21.3743 24.8431 17.0956 24.8431 C 17.0956 29.1218 20.5644 32.5912 24.8437 32.5912 c 29.1224 32.5912 32.5918 29.1218 32.5918 24.8431 C s 48.088 24.8431 m 43.8087 24.8431 40.3399 21.3743 40.3399 17.095 C 40.3399 21.3743 36.8705 24.8431 32.5918 24.8431 C 32.5918 29.1218 36.0606 32.5912 40.3399 32.5912 c 44.6186 32.5912 48.088 29.1218 48.088 24.8431 C s 32.5918 40.3393 m 28.3125 40.3393 24.8437 36.8699 24.8437 32.5912 C 24.8437 36.8699 21.3743 40.3393 17.0956 40.3393 C 17.0956 44.6181 20.5644 48.0874 24.8437 48.0874 c 29.1224 48.0874 32.5918 44.6181 32.5918 40.3393 C s 48.088 40.3393 m 43.8087 40.3393 40.3399 36.8699 40.3399 32.5912 C 40.3399 36.8699 36.8705 40.3393 32.5918 40.3393 C 32.5918 44.6181 36.0606 48.0874 40.3399 48.0874 c 44.6186 48.0874 48.088 44.6181 48.088 40.3393 C s 17.0956 55.8355 m 12.8162 55.8355 9.3475 52.3662 9.3475 48.0874 C 9.3475 52.3662 5.8787 55.8355 1.6 55.8355 C 1.6 60.1143 5.0687 63.5836 9.3475 63.5836 c 13.6268 63.5836 17.0956 60.1143 17.0956 55.8355 C s 32.5918 55.8355 m 28.3125 55.8355 24.8437 52.3662 24.8437 48.0874 C 24.8437 52.3662 21.3743 55.8355 17.0956 55.8355 C 17.0956 60.1143 20.5644 63.5836 24.8437 63.5836 c 29.1224 63.5836 32.5918 60.1143 32.5918 55.8355 C s 48.088 55.8355 m 43.8087 55.8355 40.3399 52.3662 40.3399 48.0874 C 40.3399 52.3662 36.8705 55.8355 32.5918 55.8355 C 32.5918 60.1143 36.0606 63.5836 40.3399 63.5836 c 44.6186 63.5836 48.088 60.1143 48.088 55.8355 C s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (SolidStar.side) (SolidStar.side) 1 1 33.0117 33.0117 [ %AI3_Tile (0 O 0 R 0.05 0.2 0.95 0 k 0.05 0.2 0.95 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 7.9689 26.0458 m 14.5331 22.9874 l 17.0095 29.7904 L 19.4859 22.9874 l 26.0473 26.0458 l 22.9889 19.4815 l 29.792 17.0052 l 22.9889 14.5288 l 26.0473 7.9674 l 19.4859 11.0257 l 17.0095 4.2226 l 14.5305 11.0257 l 7.9689 7.9674 l 11.0273 14.5288 l 4.2242 17.0052 l 11.0273 19.4843 L 7.9689 26.0458 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Stars) (Stars) 1 1 63.384 84.766 [ %AI3_Tile (0 O 0 R 1 0.9 0.1 0 k 1 0.9 0.1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 84.766 L 63.384 84.766 L 63.384 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.25 1 0 k 0 0.25 1 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 37.668 67.113 m 43.924 62.567 L 41.535 55.213 L 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L f 16.596 59.757 m 22.851 55.212 L 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L f 20.462 20.683 m 26.719 25.229 L 18.985 25.229 L 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L f 38.447 34.271 m 36.058 41.625 L 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L f 51.657 20.683 m 57.914 25.229 L 50.18 25.229 L 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L f *U 1 XR 34.581 4.288 m 32.192 11.643 L 29.803 4.289 L 22.069 4.289 L 26.5962 1 L 37.7885 1 L 42.315 4.288 L 34.581 4.288 L f 53.261 4.289 m 57.7882 1 L 63.384 1 L 63.384 11.643 L 60.995 4.289 L 53.261 4.289 L f 4.866 41.625 m 11.123 46.171 L 3.389 46.171 L 1 53.526 L 1 38.816 L 7.255 34.271 L 4.866 41.625 L f 36.058 41.625 m 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L 36.058 41.625 L f 53.261 46.172 m 59.517 41.626 L 57.128 34.272 L 63.384 38.816 L 63.384 53.526 L 60.995 46.172 L 53.261 46.172 L f 4.866 83.508 m 6.5974 84.766 L 1 84.766 L 1 80.699 L 7.255 76.154 L 4.866 83.508 L f 25.936 76.155 m 32.192 80.699 L 38.447 76.154 L 36.058 83.508 L 37.7895 84.766 L 26.5951 84.766 L 28.325 83.509 L 25.936 76.155 L f 22.851 55.212 m 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L 22.851 55.212 L f 41.535 55.213 m 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L 43.924 62.567 L 41.535 55.213 L f 50.18 25.229 m 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L 57.914 25.229 L 50.18 25.229 L f 18.985 25.229 m 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L 26.719 25.229 L 18.985 25.229 L f 3.388 4.289 m 1 11.643 L 1 1 L 6.5948 1 L 11.122 4.289 L 3.388 4.289 L f 57.128 76.154 m 63.384 80.699 L 63.384 84.766 L 57.7855 84.766 L 59.517 83.508 L 57.128 76.154 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Stripes) (Stripes) 8.45 4.6001 80.45 76.6001 [ %AI3_Tile (0 O 0 R 1 0.07 1 0 k 1 0.07 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 3.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 8.2 8.2 m 80.7 8.2 L S 8.2 22.6001 m 80.7 22.6001 L S 8.2 37.0002 m 80.7 37.0002 L S 8.2 51.4 m 80.7 51.4 L S 8.2 65.8001 m 80.7 65.8001 L S 8.2 15.4 m 80.7 15.4 L S 8.2 29.8001 m 80.7 29.8001 L S 8.2 44.2 m 80.7 44.2 L S 8.2 58.6001 m 80.7 58.6001 L S 8.2 73.0002 m 80.7 73.0002 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TriBevel.outer) (TriBevel.outer) 1 1.0004 31.6124 31.6127 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6118 5.4917 m 27.1221 5.4917 L 27.1205 1.0011 L 27.8031 1.0011 L 27.8031 4.8091 L 31.6118 4.8091 L 31.6118 5.4917 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 9.5062 m 23.1111 9.5062 L 23.1111 1.0015 L 27.1205 1.0015 L 27.1205 5.493 L 31.6144 5.493 L 31.6149 9.5062 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 10.485 m 22.1297 10.485 L 22.1292 1.0015 L 23.1084 1.0015 L 23.1084 9.5049 L 31.6124 9.5049 L 31.6124 10.485 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6129 17.2066 m 15.4064 17.2085 L 15.4064 1 L 22.1301 1 L 22.1301 10.4868 L 31.6129 10.4868 L 31.6129 17.2066 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 18.3658 m 14.2517 18.3658 L 14.2515 1.0009 L 15.4043 1.0009 L 15.4043 17.2093 L 31.6149 17.2093 L 31.6149 18.3658 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 30.4755 m 2.1395 30.4755 L 2.1395 1.0015 L 14.249 1 L 14.249 18.366 L 31.6149 18.366 L 31.6124 30.4755 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.6 k 0 0 0 0.6 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.4066 16.847 m 14.2778 18.3257 l 15.4066 17.2057 l 15.4066 16.847 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 23.1095 9.1906 m 22.1759 10.4392 l 23.1082 9.505 l 23.1095 9.1906 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 27.8039 4.6026 m 27.1619 5.4533 l 27.8029 4.8093 l 27.8039 4.6026 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TriBevel.side) (TriBevel.side) 1.0006 1 29.0006 31.6124 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29 4.8087 m 29 4.8087 L 29.0026 5.4927 L 1.0026 5.4927 L 1 4.8087 L 1 4.8087 L 29 4.8087 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0026 5.4927 m 29.0005 9.5045 L 1.0005 9.5045 L 1.0026 5.4927 L 29.0026 5.4927 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0005 9.5045 m 29.0011 10.4865 L 1.0011 10.4865 L 1.0005 9.5045 L 29.0005 9.5045 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0011 10.4865 m 29.003 17.209 L 1.003 17.209 L 1.0011 10.4865 L 29.0011 10.4865 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.003 17.209 m 29.0031 18.3656 L 1.0031 18.3656 L 1.003 17.209 L 29.003 17.209 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0031 18.3656 m 29.0006 30.4752 L 1.0006 30.4752 L 1.0031 18.3656 L 29.0031 18.3656 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Waves-scroll) (Waves-scroll) 17.926 10.516 68.663 69.012 [ %AI3_Tile (0 O 0 R 1 0 0.3 0 k 1 0 0.3 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 17.926 69.012 m 17.926 10.516 L 68.663 10.516 L 68.663 69.012 L 17.926 69.012 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.55 0 0 0 k 0.55 0 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.75 w 4 M []0 d %AI3_Note: 0 D 0 XR 65.335 70.465 m 65.881 68.746 67.444 68.168 68.663 69.012 C 67.538 69.668 68.011 71.255 69.686 70.933 c 72.124 70.464 71.894 67.213 70.53 65.589 c 68.561 63.245 64.565 60.995 53.241 71.117 C S 39.964 70.465 m 40.511 68.746 42.074 68.168 43.293 69.012 C 42.168 69.668 42.64 71.255 44.316 70.933 c 46.753 70.464 46.524 67.213 45.16 65.589 c 43.191 63.245 39.195 60.995 27.87 71.117 c S 14.594 70.465 m 15.141 68.746 16.704 68.168 17.923 69.012 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302.8649 m 411.0978 302.6249 L S 411.0978 301.4249 m 411.0978 301.1849 L S 411.0978 299.9849 m 411.0978 299.7449 L S 411.0978 298.5449 m 411.0978 298.3049 L S 411.0978 297.1049 m 411.0978 296.8649 L S 411.0978 295.6649 m 411.0978 295.4249 L S 411.0978 294.2249 m 411.0978 293.9849 L S 411.0978 292.7849 m 411.0978 292.5449 L S 411.0978 291.3449 m 411.0978 291.1049 L S 411.0978 289.9049 m 411.0978 289.6649 L S 411.0978 288.4649 m 411.0978 288.2249 L S 411.0978 287.0249 m 411.0978 286.7849 L S 411.0978 285.5849 m 411.0978 285.3449 L S 411.0978 284.1449 m 411.0978 283.9049 L S 411.0978 282.7049 m 411.0978 282.4649 L S 411.0978 281.2649 m 411.0978 281.0249 L S 411.0978 279.8249 m 411.0978 279.5849 L S 411.0978 278.3849 m 411.0978 278.1449 L S 411.0978 276.9449 m 411.0978 276.7049 L S 411.0978 275.5049 m 411.0978 275.3849 L S 467.7378 360.4649 m 467.7378 360.2249 L S 467.7378 359.0249 m 467.7378 358.7849 L S 467.7378 357.5849 m 467.7378 357.3449 L S 467.7378 356.1449 m 467.7378 355.9049 L S 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467.7378 286.7849 L S 467.7378 285.5849 m 467.7378 285.3449 L S 467.7378 284.1449 m 467.7378 283.9049 L S 467.7378 282.7049 m 467.7378 282.4649 L S 467.7378 281.2649 m 467.7378 281.0249 L S 467.7378 279.8249 m 467.7378 279.5849 L S 467.7378 278.3849 m 467.7378 278.1449 L S 467.7378 276.9449 m 467.7378 276.7049 L S 467.7378 275.5049 m 467.7378 275.3849 L S 524.3778 388.7849 m 524.3778 388.5449 L S 524.3778 387.3449 m 524.3778 387.1049 L S 524.3778 385.9049 m 524.3778 385.6649 L S 524.3778 384.4649 m 524.3778 384.2249 L S 524.3778 383.0249 m 524.3778 382.7849 L S 524.3778 381.5849 m 524.3778 381.3449 L S 524.3778 380.1449 m 524.3778 379.9049 L S 524.3778 378.7049 m 524.3778 378.4649 L S 524.3778 377.2649 m 524.3778 377.0249 L S 524.3778 375.8249 m 524.3778 375.5849 L S 524.3778 374.3849 m 524.3778 374.1449 L S 524.3778 372.9449 m 524.3778 372.7049 L S 524.3778 371.5049 m 524.3778 371.2649 L S 524.3778 370.0649 m 524.3778 369.8249 L S 524.3778 368.6249 m 524.3778 368.3849 L S 524.3778 367.1849 m 524.3778 366.9449 L S 524.3778 365.7449 m 524.3778 365.5049 L S 524.3778 364.3049 m 524.3778 364.0649 L S 524.3778 362.8649 m 524.3778 362.6249 L S 524.3778 361.4249 m 524.3778 361.1849 L S 524.3778 359.9849 m 524.3778 359.7449 L S 524.3778 358.5449 m 524.3778 358.3049 L S 524.3778 357.1049 m 524.3778 356.8649 L S 524.3778 355.6649 m 524.3778 355.4249 L S 524.3778 354.2249 m 524.3778 353.9849 L S 524.3778 352.7849 m 524.3778 352.5449 L S 524.3778 351.3449 m 524.3778 351.1049 L S 524.3778 349.9049 m 524.3778 349.6649 L S 524.3778 348.4649 m 524.3778 348.2249 L S 524.3778 347.0249 m 524.3778 346.7849 L S 524.3778 345.5849 m 524.3778 345.3449 L S 524.3778 344.1449 m 524.3778 343.9049 L S 524.3778 342.7049 m 524.3778 342.4649 L S 524.3778 341.2649 m 524.3778 341.0249 L S 524.3778 339.8249 m 524.3778 339.5849 L S 524.3778 338.3849 m 524.3778 338.1449 L S 524.3778 336.9449 m 524.3778 336.7049 L S 524.3778 335.5049 m 524.3778 335.2649 L S 524.3778 334.0649 m 524.3778 333.8249 L S 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%%PageTrailer gsave annotatepage grestore showpage %%Trailer Adobe_Illustrator_AI5 /terminate get exec Adobe_ColorImage_AI6 /terminate get exec Adobe_typography_AI5 /terminate get exec Adobe_cshow /terminate get exec Adobe_level2_AI5 /terminate get exec %%EOF %%EndDocument @endspecial 1972 4623 a(Figure) p 2218 4623 a(2:) p 2325 4623 a(A) p 2414 4623 a(typical) p 2669 4623 a(e) n(v) n(olution) p 3008 4623 a(of) p 3106 4623 a(the) p 3236 4623 a(windo) n(w) p 3531 4623 a(size) p 3689 4623 a(in) p 3782 4623 a(a) p 3848 4623 a(se-) 1972 4735 y(quence.) 2052 4946 y(The) p 2212 4946 a(k) o(e) o(y) p 2359 4946 a(idea) p 2528 4946 a(in) p 2623 4946 a(our) p 2763 4946 a(steady) p 3006 4946 a(state) p 3188 4946 a(analysis) p 3486 4946 a(is) p 3571 4946 a(to) p 3666 4946 a(treat) p 3843 4946 a(the) 1972 5058 y(netw) o(ork) p 2269 5058 a(as) p 2363 5058 a(a) p 2425 5058 a(discrete-time) p 2883 5058 a(system) p 3139 5058 a(where) p 3367 5058 a(a) p 3429 5058 a(time) p 3602 5058 a(slot) p 3747 5058 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898 4449 a(\(1) p Fr 991 4449 a(\000) p Fn 1074 4449 a(w) p Fm 1133 4461 a(q) p Fh 1170 4449 a(\)) p 1202 4365 59 4 v Fm 1202 4415 a(X) p Fd 1261 4424 a(k) p Ff 1302 4357 a(o) p Fn 1385 4449 a(q) p Fh 1425 4449 a(\() p Fn(k) p Fh 1503 4449 a(\)) p Fp 1645 4449 a(\(13\)) -109 4640 y(The) p 39 4640 a(a) n(v) o(erage) p 313 4640 a(state) p 483 4640 a(transition) p 816 4640 a(equations) p 1153 4640 a(gi) n(v) o(en) p 1352 4640 a(by) p 1454 4640 a(Eqs.) p 1624 4640 a(\(10\),) -189 4752 y(\(11\),) p -11 4752 a(and) p 127 4752 a(\(13\)) p 284 4752 a(describe) p 578 4752 a(the) p 698 4752 a(a) n(v) o(erage) p 972 4752 a(beha) n(viors) p 1311 4752 a(of) p 1398 4752 a(the) p 1518 4752 a(windo) n(w) -189 4864 y(size,) p -21 4864 a(the) p 97 4864 a(current) p 350 4864 a(queue) p 565 4864 a(length,) p 811 4864 a(and) p 949 4864 a(the) p 1067 4864 a(a) n(v) o(erage) p 1340 4864 a(queue) p 1555 4864 a(length,) -189 4976 y(respecti) n(v) o(ely) p 206 4976 a(.) p 249 4976 a(Our) p 396 4976 a(approximated) p 870 4976 a(analysis) p 1156 4976 a(will) p 1303 4976 a(be) p 1399 4976 a(v) n(alidated) p 1719 4976 a(in) -189 5088 y(Section) p 81 5088 a(5.) p Fj -189 5284 a(3.3) p -2 5284 a(Deri) o(v) o(ation) p 395 5284 a(of) p 485 5284 a(A) p 537 5284 a(v) o(erage) p 792 5284 a(Equilibrium) p 1251 5284 a(V) p 1303 5284 a(alue) p Fp -189 5397 a(Because) p 117 5397 a(of) p 216 5397 a(the) p 348 5397 a(nature) p 585 5397 a(of) p 684 5397 a(TCP') p 859 5397 a(s) p 921 5397 a(congestion) p 1311 5397 a(control) p 1576 5397 a(mech-) -189 5510 y(anism,) p 65 5510 a(the) p 198 5510 a(windo) n(w) p 495 5510 a(size) p 656 5510 a(of) p 757 5510 a(a) p 826 5510 a(source) p 1074 5510 a(host) p 1244 5510 a(oscillates) p 1585 5510 a(indef-) -189 5622 y(initely) p 57 5622 a(and) p 210 5622 a(is) p 299 5622 a(ne) n(v) o(er) p 514 5622 a(con) m(v) o(er) o(ged) p 887 5622 a(to) p 986 5622 a(a) p 1056 5622 a(equilibrium) p 1477 5622 a(state.) p 1714 5622 a(In) -189 5734 y(what) p 8 5734 a(follo) n(ws,) p 315 5734 a(we) p 448 5734 a(therefore) p 783 5734 a(deri) n(v) o(e) p 1023 5734 a(a) p Fg 1096 5734 a(aver) o(a) o(g) o(e) p 1396 5734 a(equilibrium) -189 5846 y(value) p Fp(,) p 54 5846 a(which) p 296 5846 a(is) p 390 5846 a(de\002ned) p 672 5846 a(as) p 780 5846 a(the) p 920 5846 a(e) o(xpected) p 1252 5846 a(v) n(alue) p 1468 5846 a(in) p 1571 5846 a(steady) -189 5958 y(state,) p 10 5958 a(to) p 100 5958 a(understand) p 489 5958 a(a) p 551 5958 a(typical) p 802 5958 a(beha) n(vior) p 1115 5958 a(of) p 1210 5958 a(TCP) p 1387 5958 a(connections) 1972 -1 y(and) p 2127 -1 a(the) p 2263 -1 a(RED) p 2464 -1 a(gate) n(w) o(ay) p 2734 -1 a(.) p 2820 -1 a(Let) p Fn 2966 -1 a(w) p Fe 3027 -31 a(\003) p Fp 3066 -1 a(,) p Fn 3125 -1 a(q) p Fe 3165 -31 a(\003) p Fp 3203 -1 a(,) p 3262 -1 a(and) p 3417 -47 41 4 v Fn 3417 -1 a(q) p Fe 3457 -33 a(\003) p Fp 3530 -1 a(be) p 3643 -1 a(the) p 3779 -1 a(a) n(v) o(er) n(-) 1972 111 y(age) p 2121 111 a(equilibrium) p 2541 111 a(v) n(alue) p 2752 111 a(of) p 2854 111 a(the) p 2989 111 a(windo) n(w) p 3287 111 a(size) p Fn 3449 111 a(w) p Fh 3510 111 a(\() p Fn(k) p Fh 3588 111 a(\)) p Fp(,) p 3678 111 a(the) p 3813 111 a(cur) n(-) 1972 223 y(rent) p 2125 223 a(queue) p 2347 223 a(length) p Fn 2578 223 a(q) p Fh 2618 223 a(\() p Fn(k) p Fh 2696 223 a(\)) p Fp(,) p 2774 223 a(and) p 2917 223 a(the) p 3042 223 a(a) n(v) o(erage) p 3321 223 a(queue) p 3543 223 a(length) p 3774 177 V Fn 3774 223 a(q) p Fh 3814 223 a(\() p Fn(k) p Fh 3892 223 a(\)) p Fp(,) 1972 335 y(respecti) n(v) o(ely) p 2367 335 a(.) p 2455 335 a(The) p 2620 335 a(a) n(v) o(erage) p 2911 335 a(equilibrium) p 3334 335 a(v) n(alue) p 3547 335 a(can) p 3697 335 a(be) p 3811 335 a(eas-) 1972 447 y(ily) p 2098 447 a(obtained) p 2422 447 a(from) p 2622 447 a(Eqs.) p 2805 447 a(\(10\),) p 3002 447 a(\(11\),) p 3204 447 a(and) p 3361 447 a(\(13\)) p 3538 447 a(by) p 3659 447 a(equating) p Fn 1972 559 a(w) p Fh 2033 559 a(\() p Fn(k) p Fh 2111 559 a(\)) p 2168 559 a(=) p Fn 2255 559 a(w) p Fh 2316 559 a(\() p Fn(k) p Fh 2413 559 a(+) p 2496 514 39 4 v Fn 2496 559 a(s) p Fm 2535 571 a(k) p Fh 2576 559 a(\)) p Fp 2629 559 a(and) p 2770 559 a(so) p 2864 559 a(on.) p Fi 1972 780 a(4) p 2122 780 a(Stability) p 2507 780 a(and) p 2692 780 a(T) p 2751 780 a(ransient) p 3125 780 a(Beha) n(vior) p Fp 1972 910 a(In) p 2068 910 a(this) p 2215 910 a(section,) p 2499 910 a(we) p 2622 910 a(analyze) p 2903 910 a(stability) p 3197 910 a(and) p 3343 910 a(transient) p 3656 910 a(beha) n(vior) 1972 1022 y(of) p 2063 1022 a(the) p 2185 1022 a(netw) o(ork) p 2478 1022 a(by) p 2582 1022 a(using) p 2783 1022 a(a) p 2841 1022 a(control) p 3097 1022 a(theoretic) p 3409 1022 a(approach.) p 3760 1022 a(Since) 1972 1135 y(incoming) p 2313 1135 a(traf) n(\002c) p 2536 1135 a(at) p 2622 1135 a(the) p 2750 1135 a(RED) p 2943 1135 a(gate) n(w) o(ay) p 3243 1135 a(is) p 3325 1135 a(\003o) n(w-controlled) p 3862 1135 a(by) 1972 1247 y(the) p 2095 1247 a(congestion) p 2476 1247 a(control) p 2732 1247 a(mechanism) p 3131 1247 a(of) p 3222 1247 a(TCP) p 3365 1247 a(,) p 3407 1247 a(the) p 3529 1247 a(windo) n(w) p 3816 1247 a(size) 1972 1359 y(of) p 2063 1359 a(a) p 2121 1359 a(source) p 2358 1359 a(host) p 2518 1359 a(oscillates) p 2848 1359 a(and) p 2989 1359 a(ne) n(v) o(er) p 3191 1359 a(con) m(v) o(er) o(ges) p 3543 1359 a(to) p 3629 1359 a(a) p 3687 1359 a(equilib-) 1972 1471 y(rium) p 2154 1471 a(v) n(alue.) p 2389 1471 a(The) p 2543 1471 a(operation) p 2881 1471 a(of) p 2974 1471 a(the) p 3100 1471 a(RED) p 3291 1471 a(gate) n(w) o(ay) p 3588 1471 a(is) p 3668 1471 a(changed) 1972 1583 y(by) p 2078 1583 a(a) p 2138 1583 a(probability) p 2500 1583 a(,) p 2541 1583 a(so) p 2638 1583 a(it) p 2707 1583 a(is) p 2785 1583 a(dif) n(\002cult) p 3069 1583 a(to) p 3157 1583 a(analyze) p 3433 1583 a(its) p 3535 1583 a(stability) p 3825 1583 a(and) 1972 1695 y(transient) p 2281 1695 a(beha) n(vior) p 2567 1695 a(.) p 2617 1695 a(W) p 2688 1695 a(e) p 2748 1695 a(therefore) p 3070 1695 a(focus) p 3272 1695 a(on) p 3377 1695 a(their) p Fg 3552 1695 a(aver) o(a) o(g) o(e) p 3839 1695 a(be-) 1972 1807 y(havior) o(s) p Fp 2253 1807 a(by) p 2368 1807 a(utilizing) p 2676 1807 a(the) p 2810 1807 a(a) n(v) o(erage) p 3097 1807 a(state) p 3281 1807 a(transition) p 3627 1807 a(equations) 1972 1919 y(deri) n(v) o(ed) p 2246 1919 a(in) p 2339 1919 a(Section) p 2617 1919 a(3.) p 2727 1919 a(In) p 2824 1919 a(particular) m(,) p 3190 1919 a(we) p 3315 1919 a(deri) n(v) o(e) p 3548 1919 a(the) p 3677 1919 a(stability) 1972 2031 y(condition) p 2317 2031 a(and) p 2468 2031 a(the) p 2601 2031 a(transient) p 2918 2031 a(performance) p 3369 2031 a(inde) o(x) p 3583 2031 a(of) p 3683 2031 a(the) p 3816 2031 a(net-) 1972 2143 y(w) o(ork) p 2163 2143 a(by) p 2266 2143 a(considering) p 2674 2143 a(the) p 2796 2143 a(a) n(v) o(erage) p 3072 2143 a(beha) n(viors) p 3413 2143 a(of) p 3503 2143 a(the) p 3625 2143 a(TCP) p 3797 2143 a(con-) 1972 2255 y(nections) p 2270 2255 a(and) p 2411 2255 a(the) p 2533 2255 a(RED) p 2720 2255 a(gate) n(w) o(ay) p 2990 2255 a(.) 2052 2367 y(In) p 2141 2367 a(Section) p 2409 2367 a(2,) p 2491 2367 a(the) p 2611 2367 a(a) n(v) o(erage) p 2886 2367 a(state) p 3057 2367 a(transition) p 3390 2367 a(equations) p 3727 2367 a(for) p 3843 2367 a(the) 1972 2480 y(discrete-time) p 2439 2480 a(system) p 2704 2480 a(illustrated) p 3069 2480 a(by) p 3186 2480 a(Fig.) p 3351 2480 a(1) p 3426 2480 a(are) p 3561 2480 a(obtained) p 3880 2480 a(in) 1972 2592 y(Eqs.) p 2146 2592 a(\(10\),) p 2335 2592 a(\(11\),) p 2524 2592 a(and) p 2672 2592 a(\(13\).) p 2879 2592 a(The) p 3036 2592 a(a) n(v) o(erage) p 3319 2592 a(equilibrium) p 3735 2592 a(v) n(alues) 1972 2704 y(of) p 2068 2704 a(the) p 2196 2704 a(system) p 2453 2704 a(states) p 2663 2704 a(are) p 2791 2704 a(also) p 2951 2704 a(obtained) p 3263 2704 a(in) p 3354 2704 a(Section) p 3629 2704 a(3.) p 3734 2704 a(Let) p 3871 2704 a(us) 1972 2816 y(introduce) p Fn 2314 2816 a(\016) p Fj 2354 2816 a(x) p Fh(\() p Fn(k) p Fh 2474 2816 a(\)) p Fp 2534 2816 a(as) p 2632 2816 a(the) p 2761 2816 a(dif) n(ference) p 3124 2816 a(between) p 3429 2816 a(the) p 3558 2816 a(state) p 3739 2816 a(v) o(ector) p Fj 1972 2928 a(x) p Fh(\() p Fn(k) p Fh 2092 2928 a(\)) p Fp 2145 2928 a(and) p 2286 2928 a(the) p 2408 2928 a(a) n(v) o(erage) p 2684 2928 a(equilibrium) p 3092 2928 a(point.) p Fn 2119 3123 a(\016) p Fj 2159 3123 a(x) p Fh(\() p Fn(k) p Fh 2279 3123 a(\)) p Fr 2394 3123 a(\021) p Fh 2542 3123 a([) p Fn(w) p Fh 2626 3123 a(\() p Fn(k) p Fh 2704 3123 a(\)) p Fr 2755 3123 a(\000) p Fn 2838 3123 a(w) p Fe 2899 3089 a(\003) p Fn 3000 3123 a(q) p Fh 3040 3123 a(\() p Fn(k) p Fh 3118 3123 a(\)) p Fr 3169 3123 a(\000) p Fn 3252 3123 a(q) p Fe 3292 3089 a(\003) p 3393 3077 41 4 v Fn 3393 3123 a(q) p Fh 3433 3123 a(\() p Fn(k) p Fh 3511 3123 a(\)) p Fr 3562 3123 a(\000) p 3645 3077 V Fn 3645 3123 a(q) p Fe 3685 3089 a(\003) p Fh 3723 3123 a(]) p Fm 3746 3081 a(T) p Fp 3807 3123 a(\(14\)) 2052 3318 y(By) p 2177 3318 a(lineally) p 2454 3318 a(approximating) p Fn 2966 3318 a(w) p Fh 3027 3318 a(\() p Fn(k) p Fh 3105 3318 a(\)) p Fp(,) p Fn 3188 3318 a(q) p Fh 3228 3318 a(\() p Fn(k) p Fh 3306 3318 a(\)) p Fp(,) p 3389 3318 a(and) p 3536 3272 V Fn 3536 3318 a(q) p Fh 3576 3318 a(\() p Fn(k) p Fh 3654 3318 a(\)) p Fp 3714 3318 a(around) 1972 3430 y(their) p 2150 3430 a(a) n(v) o(erage) p 2431 3430 a(equilibrium) p 2843 3430 a(v) n(alues,) p Fn 3101 3430 a(\016) p Fj 3141 3430 a(x) p Fh 3182 3430 a(\() p Fn(k) p Fh 3282 3430 a(+) p 3369 3384 39 4 v Fn 3369 3430 a(s) p Fh(\)) p Fp 3465 3430 a(can) p 3606 3430 a(be) p 3710 3430 a(written) 1972 3542 y(as) p Fj 2062 3542 a(A) p Fn 2136 3542 a(\016) p Fj 2176 3542 a(x) p Fh 2217 3542 a(\() p Fn(k) p Fh 2295 3542 a(\)) p Fp(,) p 2369 3542 a(where) p Fj 2592 3542 a(A) p Fp 2672 3542 a(is) p 2748 3542 a(a) p 2805 3542 a(state) p 2977 3542 a(transition) p 3311 3542 a(matrix.) p 3574 3542 a(It) p 3645 3542 a(is) p 3721 3542 a(kno) n(wn) 1972 3654 y(that) p 2119 3654 a(the) p 2243 3654 a(stability) p 2533 3654 a(and) p 2676 3654 a(transient) p 2984 3654 a(beha) n(vior) p 3295 3654 a(of) p 3387 3654 a(the) p 3511 3654 a(system) p 3764 3654 a(gi) n(v) o(en) 1972 3766 y(by) p 2088 3766 a(Eqs.) p 2266 3766 a(\(10\),) p 2461 3766 a(\(11\)) p 2632 3766 a(and) p 2785 3766 a(\(13\)) p 2956 3766 a(around) p 3220 3766 a(the) p 3354 3766 a(equilibrium) p 3774 3766 a(point) 1972 3878 y(are) p 2105 3878 a(determined) p 2509 3878 a(by) p 2623 3878 a(the) p 2756 3878 a(roots) p 2953 3878 a(of) p 3053 3878 a(the) p 3185 3878 a(characteristic) p 3659 3878 a(equation) p Fr 1972 3991 a(j) p Fn(s) p Fj(A) p Fr 2118 3991 a(\000) p Fj 2206 3991 a(I) p Fr 2239 3991 a(j) p Fh 2298 3991 a(=) p 2399 3991 a(0) p Fp 2468 3991 a([7].) p 2633 3991 a(Let) p Fn 2772 3991 a(s) p Fm 2811 4003 a(i) p Fh 2838 3991 a(\(1) p Fr 2948 3991 a(\024) p Fn 3049 3991 a(i) p Fr 3114 3991 a(\024) p Fh 3215 3991 a(3\)) p Fp 3317 3991 a(be) p 3423 3991 a(the) p 3552 3991 a(roots) p 3746 3991 a(of) p 3843 3991 a(the) 1972 4103 y(abo) o(v) o(e) p 2197 4103 a(characteristic) p 2668 4103 a(equation.) p 3023 4103 a(The) p 3181 4103 a(system) p 3440 4103 a(is) p 3524 4103 a(stable) p 3746 4103 a(if) p 3825 4103 a(and) 1972 4215 y(only) p 2140 4215 a(if) p 2210 4215 a(all) p Fn 2312 4215 a(s) p Fm 2351 4227 a(i) p Fp 2379 4215 a(') p 2402 4215 a(s) p 2454 4215 a(lie) p 2556 4215 a(in) p 2640 4215 a(the) p 2761 4215 a(unit) p 2910 4215 a(circle) p 3114 4215 a(\() p Fg(stability) p 3428 4215 a(condition) p Fp(\).) p 3816 4215 a(The) 1972 4327 y(stability) p 2262 4327 a(condition) p 2598 4327 a(for) p 2717 4327 a(a) p 2776 4327 a(gi) n(v) o(en) p 2980 4327 a(state) p 3154 4327 a(transition) p 3490 4327 a(matrix) p 3729 4327 a(can) p 3867 4327 a(be) 1972 4439 y(easily) p 2187 4439 a(computed) p 2535 4439 a(by) p 2614 4439 a(,) p 2654 4439 a(for) p 2772 4439 a(e) o(xample,) p 3093 4439 a(Jury') p 3260 4439 a(s) p 3312 4439 a(criterion) p 3614 4439 a([7].) 2052 4551 y(Also) p 2237 4551 a(kno) n(wn) p 2490 4551 a(is) p 2573 4551 a(that) p 2726 4551 a(the) p 2856 4551 a(transient) p 3170 4551 a(beha) n(vior) p 3487 4551 a(of) p 3585 4551 a(the) p 3714 4551 a(system) 1972 4663 y(gi) n(v) o(en) p 2185 4663 a(by) p 2300 4663 a(Eqs.) p 2477 4663 a(\(10\),) p 2670 4663 a(\(11\)) p 2840 4663 a(and) p 2992 4663 a(\(13\)) p 3162 4663 a(around) p 3424 4663 a(the) p 3557 4663 a(equilibrium) 1972 4775 y(point) p 2165 4775 a(is) p 2243 4775 a(determined) p 2639 4775 a(by) p Fn 2744 4775 a(s) p Fm 2783 4787 a(i) p Fp 2811 4775 a(') p 2834 4775 a(s.) p 2917 4775 a(More) p 3119 4775 a(speci\002cally) p 3493 4775 a(,) p 3535 4775 a(the) p 3659 4775 a(transient) 1972 4887 y(performance) p 2413 4887 a(of) p 2504 4887 a(the) p 2627 4887 a(system) p 2879 4887 a(is) p 2955 4887 a(mostly) p 3203 4887 a(determined) p 3598 4887 a(by) p 3702 4887 a(the) p 3825 4887 a(fol-) 1972 4999 y(lo) n(wing) p 2222 4999 a(v) n(alue) p 2420 4999 a(\() p Fg(tr) o(ansient) p 2763 4999 a(performance) p 3208 4999 a(inde) n(x) p Fp(\).) p Fn 2567 5194 a(s) p Fm 2606 5206 a(max) p Fh 2765 5194 a(=) p 2853 5194 a(max) p Fm 2918 5247 a(i) p Fh 3007 5194 a(\() p Fr(j) p Fn(s) p Fm 3101 5206 a(i) p Fr 3129 5194 a(j) p Fh(\)) p Fp 3807 5194 a(\(15\)) 1972 5403 y(The) p 2132 5403 a(smaller) p 2407 5403 a(the) p 2539 5403 a(transient) p 2856 5403 a(performance) p 3306 5403 a(inde) o(x) p 3520 5403 a(is,) p 3629 5403 a(the) p 3761 5403 a(f) o(aster) 1972 5515 y(the) p 2095 5515 a(con) m(v) o(er) o(ges) p 2446 5515 a(to) p 2531 5515 a(the) p 2653 5515 a(equilibrium) p 3062 5515 a(point.) p 90 rotate dyy eop %%Page: 5 5 5 4 bop Fi -189 3 a(5) p -40 3 a(Numerical) p 455 3 a(Examples) p 916 3 a(and) p 1123 3 a(Simulation) p 1634 3 a(Re-) -40 130 y(sults) p Fj -189 261 a(5.1) p -2 261 a(V) p 50 261 a(alidity) p 297 261 a(of) p 387 261 a(A) n(ppr) o(oximated) p 921 261 a(Analysis) p Fp -189 375 a(W) p -118 375 a(e) p -52 375 a(present) p 217 375 a(a) p 282 375 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a(RED) p 441 935 a(gate) n(w) o(ay) p Fn 740 935 a(B) p Fh 840 935 a(=) p 937 935 a(2) p Fp 1005 935 a([pack) o(et/ms]) p 1422 935 a(\(i.e.,) p 1599 935 a(about) -189 1047 y(1.5) p -63 1047 a(Mbit/s) p 177 1047 a(for) p 296 1047 a(the) p 420 1047 a(pack) o(et) p 659 1047 a(size) p 810 1047 a(of) p 902 1047 a(1,000) p 1112 1047 a(bytes\)) p 1337 1047 a(and) p 1480 1047 a(the) p 1604 1047 a(prop-) -189 1159 y(agation) p 76 1159 a(delay) p Fn 277 1159 a(\034) p Fh 346 1159 a(=) p 435 1159 a(1) p Fp 497 1159 a([ms].) p 697 1159 a(F) o(or) p 832 1159 a(RED) p 1020 1159 a(control) p 1276 1159 a(parameters,) p 1682 1159 a(the) -189 1271 y(v) n(alues) p 42 1271 a(recommended) p 533 1271 a(in) p 639 1271 a([2) o(]) p 757 1271 a(are) p 879 1271 a(used.) -122 2063 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2232 @rwi 722 @rhi @setspecial %%BeginDocument: figure/reno-2-01-1-5-15-0_1-cwnd.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.5 (pre 3.6) patchlevel beta 347 %%CreationDate: Wed Feb 16 18:04:28 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 120 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 816 720 M 63 0 V 6033 0 R -63 0 V stroke 672 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 816 1296 M 63 0 V 6033 0 R -63 0 V stroke 672 1296 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 816 1872 M 63 0 V 6033 0 R -63 0 V stroke 672 1872 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 816 2448 M 63 0 V 6033 0 R -63 0 V stroke 672 2448 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 816 3024 M 63 0 V 6033 0 R -63 0 V stroke 672 3024 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 816 3600 M 63 0 V 6033 0 R -63 0 V stroke 672 3600 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MRshow 816 4176 M 63 0 V 6033 0 R -63 0 V stroke 672 4176 M [ [(Helvetica) 240.0 0.0 true true (30)] ] -80.0 MRshow 816 4752 M 63 0 V 6033 0 R -63 0 V stroke 672 4752 M [ [(Helvetica) 240.0 0.0 true true (35)] ] -80.0 MRshow 816 720 M 0 63 V 0 3969 R 0 -63 V stroke 816 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2035 720 M 0 63 V 0 3969 R 0 -63 V stroke 2035 480 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MCshow 3254 720 M 0 63 V 0 3969 R 0 -63 V stroke 3254 480 M [ [(Helvetica) 240.0 0.0 true true (4)] ] -80.0 MCshow 4474 720 M 0 63 V 0 3969 R 0 -63 V stroke 4474 480 M [ [(Helvetica) 240.0 0.0 true true (6)] ] -80.0 MCshow 5693 720 M 0 63 V 0 3969 R 0 -63 V stroke 5693 480 M [ [(Helvetica) 240.0 0.0 true true (8)] ] -80.0 MCshow 6912 720 M 0 63 V 0 3969 R 0 -63 V stroke 6912 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 1.000 UL LTb 816 720 M 6096 0 V 0 4032 V -6096 0 V 816 720 L stroke 0 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Window Size \(packet\))] ] -80.0 MCshow grestore 3864 240 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5841 4569 M [ [(Helvetica) 240.0 0.0 true true (Analysis)] ] -80.0 MRshow 5985 4569 M 639 0 V 816 835 M 87 436 V 117 49 V 121 11 V 122 2 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 42 0 V 816 835 Pls 903 1271 Pls 1020 1320 Pls 1141 1331 Pls 1263 1333 Pls 1385 1333 Pls 1507 1333 Pls 1629 1333 Pls 1751 1333 Pls 1873 1333 Pls 1994 1333 Pls 2116 1333 Pls 2238 1333 Pls 2360 1333 Pls 2482 1333 Pls 2604 1333 Pls 2726 1333 Pls 2848 1333 Pls 2970 1333 Pls 3091 1333 Pls 3213 1333 Pls 3335 1333 Pls 3457 1333 Pls 3579 1333 Pls 3701 1333 Pls 3823 1333 Pls 3945 1333 Pls 4067 1333 Pls 4188 1333 Pls 4310 1333 Pls 4432 1333 Pls 4554 1333 Pls 4676 1333 Pls 4798 1333 Pls 4920 1333 Pls 5042 1333 Pls 5164 1333 Pls 5285 1333 Pls 5407 1333 Pls 5529 1333 Pls 5651 1333 Pls 5773 1333 Pls 5895 1333 Pls 6017 1333 Pls 6139 1333 Pls 6261 1333 Pls 6382 1333 Pls 6504 1333 Pls 6626 1333 Pls 6748 1333 Pls 6870 1333 Pls 6304 4569 Pls 1.000 UL LT1 5841 4329 M [ [(Helvetica) 240.0 0.0 true true (Simulation)] ] -80.0 MRshow 5985 4329 M 639 0 V 820 950 M 4 116 V 3 115 V 3 115 V 4 115 V 3 115 V 3 116 V 3 115 V 4 115 V 3 115 V 3 115 V 3 116 V 4 115 V 3 115 V 3 115 V 3 115 V 4 116 V 3 115 V 3 115 V 4 6 V 3 6 V 3 5 V 3 6 V 4 6 V 3 5 V 3 6 V 3 6 V 4 5 V 3 6 V 3 6 V 3 5 V 4 6 V 3 5 V 3 6 V 3 5 V 4 6 V 3 6 V 3 5 V 3 6 V 4 5 V 3 6 V 3 5 V 3 5 V 4 6 V 3 5 V 3 6 V 3 5 V 4 6 V 3 5 V 3 5 V 3 6 V 4 5 V 3 5 V 3 6 V 3 5 V 4 5 V 3 6 V 3 5 V 3 5 V 4 5 V 3 6 V 3 5 V 3 5 V 4 5 V 3 6 V 3 5 V 3 5 V 4 5 V 3 5 V 3 5 V 3 6 V 4 5 V 3 5 V 3 5 V 3 5 V 4 5 V 3 5 V 3 5 V 3 5 V 4 5 V 3 5 V 3 5 V 3 5 V 4 5 V 3 5 V 3 5 V 3 5 V 4 5 V 3 5 V 3 5 V 3 5 V 4 5 V 3 5 V 3 5 V 3 5 V 4 5 V 3 5 V 3 5 V 3 5 V 4 4 V 3 5 V 3 5 V 3 5 V 4 5 V 3 5 V 3 4 V 3 5 V 4 5 V 3 5 V 3 5 V 3 4 V 4 5 V 3 5 V 3 5 V 3 4 V 4 5 V 3 5 V 3 5 V 3 4 V 4 5 V 3 5 V 3 4 V 3 5 V 4 5 V 3 4 V 3 5 V 3 5 V 4 4 V 3 5 V 3 5 V 3 4 V 4 5 V 3 4 V 3 5 V 3 5 V 4 4 V 3 5 V 3 4 V 3 5 V 4 4 V 3 5 V 3 5 V 3 4 V 4 5 V 3 4 V 3 5 V 3 4 V 4 5 V 3 4 V 3 5 V 3 4 V 4 5 V 3 4 V 3 4 V 3 5 V 4 4 V 3 5 V 3 4 V 3 5 V 4 4 V 3 4 V 3 5 V 3 4 V 4 5 V 3 4 V 3 4 V 3 5 V 4 4 V 3 5 V 3 4 V 3 4 V 4 5 V 3 4 V 3 4 V 3 5 V 4 4 V 3 4 V 3 4 V 3 5 V 4 4 V 3 4 V 3 5 V 3 4 V 4 4 V 3 4 V 3 5 V 3 4 V 4 4 V 3 4 V 3 5 V 3 4 V 4 4 V 3 4 V 3 5 V 3 4 V 4 4 V 3 4 V 3 4 V 3 5 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 5 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 5 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 5 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 4 V 3 3 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 3 V 3 4 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 4 V 3 4 V 3 3 V 3 4 V 4 4 V 3 4 V 3 4 V 3 4 V 4 3 V 3 4 V 3 4 V 3 4 V 4 0 V 3 0 V 3 -2324 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 12 V 4 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 10 V 4 11 V 3 10 V 3 11 V 3 10 V 4 10 V 3 10 V 3 10 V 3 10 V 4 10 V 3 10 V 3 10 V 3 9 V 4 10 V 3 9 V 3 10 V 3 9 V 4 10 V 3 9 V 3 9 V 3 9 V 4 9 V 3 9 V 3 9 V 3 9 V 4 9 V 3 9 V 3 9 V 3 9 V 4 8 V 3 9 V 3 8 V 3 9 V 4 8 V 3 9 V 3 8 V 3 9 V 4 8 V 3 8 V 3 8 V 3 9 V 4 8 V 3 8 V 3 8 V 3 8 V 4 8 V 3 8 V 3 8 V 3 8 V 4 7 V 3 8 V 3 8 V 3 8 V 4 7 V 3 0 V 3 0 V 3 -927 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 17 V 4 16 V 3 16 V 3 15 V 3 16 V 4 15 V 3 14 V 3 15 V 3 14 V 4 14 V 3 14 V 3 14 V 3 13 V 4 13 V 3 13 V 3 13 V 3 13 V 4 13 V 3 12 V 3 13 V 3 12 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V currentpoint stroke M 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 10 V 3 11 V 3 11 V 3 10 V 4 10 V 3 11 V 3 10 V 3 10 V 4 10 V 3 10 V 3 10 V 3 10 V 4 10 V 3 9 V 3 10 V 3 9 V 4 10 V 3 9 V 3 0 V 3 0 V 4 -727 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 19 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V 3 17 V 4 16 V 3 16 V 3 16 V 4 15 V 3 15 V 3 15 V 3 15 V 4 14 V 3 14 V 3 14 V 3 14 V 4 13 V 3 14 V 3 13 V 3 13 V 4 13 V 3 13 V 3 12 V 3 12 V 4 13 V 3 12 V 3 12 V 3 12 V 4 11 V 3 12 V 3 11 V 3 12 V 4 0 V 3 0 V 3 -602 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 23 V 3 22 V 3 22 V 4 20 V 3 20 V 3 20 V 3 19 V 4 18 V 3 18 V 3 17 V 3 17 V 4 17 V 3 17 V 3 16 V 3 15 V 4 16 V 3 15 V 3 15 V 3 15 V 4 14 V 3 14 V 3 15 V 3 13 V 4 14 V 3 13 V 3 14 V 3 13 V 4 13 V 3 12 V 3 13 V 3 12 V 4 13 V 3 12 V 3 12 V 3 12 V 4 12 V 3 11 V 3 12 V 3 11 V 4 12 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 10 V 3 11 V 4 10 V 3 11 V 3 10 V 3 10 V 4 11 V 3 10 V 3 10 V 3 10 V 4 10 V 3 9 V 3 10 V 3 10 V 4 9 V 3 10 V 3 9 V 3 10 V 4 9 V 3 9 V 3 10 V 3 9 V 4 9 V 3 9 V 3 9 V 3 9 V 4 9 V 3 0 V 3 0 V 3 -811 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 19 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V 3 17 V 4 16 V 3 16 V 3 16 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 14 V 3 14 V 3 13 V 4 14 V 3 13 V 3 13 V 3 13 V 4 13 V 3 12 V 3 12 V 3 13 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 10 V 3 11 V 4 10 V 3 10 V 3 11 V 3 10 V 4 10 V 3 10 V 3 10 V 3 10 V 4 9 V 3 10 V 3 0 V 3 0 V 4 -800 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 23 V 3 22 V 3 22 V 3 20 V 4 20 V 3 20 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V 3 17 V 4 17 V 3 16 V 3 15 V 3 16 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 15 V 3 13 V 3 14 V 4 13 V 3 14 V 3 13 V 4 13 V 3 12 V 3 13 V 3 12 V 4 13 V 3 12 V 3 12 V 3 12 V 4 12 V 3 11 V 3 12 V 3 11 V 4 12 V 3 11 V 3 11 V 3 11 V 4 11 V 3 0 V 3 0 V 3 -653 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 23 V 3 22 V 4 22 V 3 20 V 3 20 V 3 20 V 4 19 V 3 18 V 3 18 V 3 17 V 4 17 V 3 17 V 3 17 V 3 16 V 4 15 V 3 16 V 3 15 V 3 15 V 4 15 V 3 14 V 3 14 V 3 15 V 4 13 V 3 14 V 3 13 V 3 14 V 4 13 V 3 13 V 3 12 V 3 13 V 4 12 V 3 13 V 3 12 V 3 12 V 4 12 V 3 12 V 3 11 V 3 12 V 4 11 V 3 12 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 10 V 4 11 V 3 10 V 3 11 V 3 10 V 4 10 V 3 11 V 3 10 V 3 10 V 4 10 V 3 10 V 3 9 V 3 10 V 4 10 V 3 9 V 3 10 V 3 9 V 4 10 V 3 9 V 3 9 V 3 10 V 4 9 V 3 9 V 3 0 V 3 0 V 4 -775 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 19 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V 3 17 V 4 16 V 3 16 V 3 16 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 14 V 3 14 V 3 13 V 4 14 V 3 13 V 3 13 V 3 13 V 4 13 V 3 12 V 3 12 V 3 13 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 10 V 3 11 V 4 10 V currentpoint stroke M 3 10 V 3 11 V 3 10 V 4 10 V 3 10 V 3 10 V 3 10 V 4 9 V 3 0 V 3 0 V 3 -790 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 23 V 4 22 V 3 22 V 3 20 V 3 20 V 4 20 V 3 19 V 3 18 V 3 18 V 4 17 V 3 17 V 3 17 V 3 17 V 4 16 V 3 15 V 3 16 V 3 15 V 4 15 V 3 15 V 3 14 V 3 14 V 4 15 V 3 13 V 3 14 V 3 13 V 4 14 V 3 13 V 3 13 V 3 12 V 4 13 V 3 12 V 3 13 V 3 12 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V 3 11 V 4 11 V 3 11 V 3 11 V 4 11 V 3 10 V 3 11 V 3 10 V 4 11 V 3 10 V 3 10 V 3 11 V 4 10 V 3 10 V 3 10 V 3 10 V 4 9 V 3 10 V 3 10 V 3 9 V 4 10 V 3 9 V 3 10 V 3 9 V 4 9 V 3 10 V 3 9 V 3 9 V 4 9 V 3 9 V 3 9 V 3 9 V 4 9 V 3 8 V 3 9 V 3 9 V 4 0 V 3 0 V 3 -846 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 19 V 3 19 V 3 18 V 3 18 V 4 17 V 3 17 V 3 17 V 3 16 V 4 16 V 3 16 V 3 15 V 3 15 V 4 15 V 3 15 V 3 14 V 3 14 V 4 14 V 3 14 V 3 13 V 3 14 V 4 13 V 3 13 V 3 13 V 3 13 V 4 12 V 3 12 V 3 13 V 3 12 V 4 12 V 3 12 V 3 11 V 3 12 V 4 11 V 3 12 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 10 V 3 11 V 3 10 V 4 10 V 3 11 V 3 0 V 3 0 V 4 -731 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 23 V 3 22 V 3 22 V 3 20 V 4 20 V 3 20 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V 3 17 V 4 17 V 3 16 V 3 15 V 3 16 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 15 V 3 13 V 3 14 V 4 13 V 3 14 V 3 13 V 3 13 V 4 12 V 3 13 V 3 12 V 3 13 V 4 12 V 3 12 V 3 12 V 3 12 V 4 11 V 3 12 V 3 11 V 3 12 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 10 V 3 11 V 3 10 V 4 11 V 3 10 V 3 10 V 3 11 V 4 10 V 3 10 V 3 10 V 3 10 V 4 9 V 3 10 V 3 10 V 3 9 V 4 10 V 3 9 V 3 10 V 3 0 V 4 0 V 3 -729 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 19 V 3 19 V 4 18 V 3 18 V 3 17 V 3 17 V 4 17 V 3 16 V 3 16 V 3 16 V 4 15 V 3 15 V 3 15 V 3 15 V 4 14 V 3 14 V 3 14 V 3 14 V 4 13 V 3 14 V 3 13 V 3 13 V 4 13 V 3 13 V 3 12 V 3 12 V 4 13 V 3 12 V 3 12 V 3 12 V 4 11 V 3 12 V 3 11 V 4 12 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 10 V 3 11 V 3 10 V 3 10 V 4 11 V 3 10 V 3 10 V 3 10 V 4 10 V 3 10 V 3 9 V 3 10 V 4 10 V 3 9 V 3 10 V 3 9 V 4 10 V 3 9 V 3 9 V 3 9 V 4 10 V 3 9 V 3 9 V 3 9 V 4 9 V 3 8 V 3 0 V 3 0 V 4 -814 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 19 V 3 19 V 4 18 V 3 18 V 3 17 V 3 17 V 4 17 V 3 16 V 3 16 V 3 16 V 4 15 V 3 15 V 3 15 V 3 15 V 4 14 V 3 14 V 3 14 V 3 14 V 4 13 V 3 14 V 3 13 V 3 13 V 4 13 V 3 13 V 3 12 V 3 12 V 4 13 V 3 12 V 3 12 V 3 12 V 4 11 V 3 12 V 3 11 V 3 12 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 10 V 4 11 V 3 10 V 3 10 V 3 11 V 4 10 V 3 10 V 3 10 V 3 10 V 4 10 V 3 9 V 3 10 V 3 10 V 4 9 V 3 10 V 3 9 V 3 10 V 4 9 V 3 9 V 3 9 V 3 10 V 4 9 V 3 9 V 3 9 V 3 9 V 4 8 V 3 0 V 3 0 V 3 -814 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 19 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V currentpoint stroke M 3 17 V 4 16 V 3 16 V 3 16 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 14 V 3 14 V 3 13 V 4 14 V 3 13 V 3 13 V 3 13 V 4 13 V 3 12 V 3 12 V 3 13 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 10 V 3 11 V 4 10 V 3 10 V 3 11 V 3 10 V 4 10 V 3 10 V 3 10 V 3 10 V 4 9 V 3 10 V 3 10 V 3 9 V 4 10 V 3 9 V 3 10 V 3 9 V 4 9 V 3 9 V 3 10 V 3 9 V 4 9 V 3 9 V 3 9 V 3 8 V 4 0 V 3 0 V 3 -814 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 19 V 3 19 V 3 18 V 3 18 V 4 17 V 3 17 V 3 17 V 4 16 V 3 16 V 3 16 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 14 V 3 14 V 3 13 V 4 14 V 3 13 V 3 13 V 3 13 V 4 13 V 3 12 V 3 12 V 3 13 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 10 V 3 11 V 4 10 V 3 10 V 3 11 V 3 10 V 4 10 V 3 10 V 3 10 V 3 10 V 4 9 V 3 0 V 3 0 V 3 -790 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 23 V 4 22 V 3 22 V 3 20 V 3 20 V 4 20 V 3 19 V 3 18 V 3 18 V 4 17 V 3 17 V 3 17 V 3 17 V 4 16 V 3 15 V 3 16 V 3 15 V 4 15 V 3 15 V 3 14 V 3 14 V 4 15 V 3 13 V 3 14 V 3 13 V 4 14 V 3 13 V 3 13 V 3 12 V 4 13 V 3 12 V 3 13 V 3 12 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 10 V 3 11 V 3 10 V 3 11 V 4 10 V 3 10 V 3 11 V 3 10 V 4 10 V 3 10 V 3 10 V 3 9 V 4 10 V 3 10 V 3 9 V 3 10 V 4 9 V 3 10 V 3 9 V 3 9 V 4 10 V 3 9 V 3 9 V 3 0 V 4 0 V 3 -775 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 19 V 3 19 V 4 18 V 3 18 V 3 17 V 3 17 V 4 17 V 3 16 V 3 16 V 3 16 V 4 15 V 3 15 V 3 15 V 3 15 V 4 14 V 3 14 V 3 14 V 3 14 V 4 13 V 3 14 V 3 13 V 3 13 V 4 13 V 3 13 V 3 12 V 3 12 V 4 13 V 3 12 V 3 12 V 3 12 V 4 11 V 3 12 V 3 11 V 3 12 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 10 V 4 11 V 3 10 V 3 10 V 3 11 V 4 10 V 3 10 V 3 10 V 3 10 V 4 10 V 3 9 V 3 10 V 3 10 V 4 9 V 3 10 V 3 9 V 3 10 V 4 9 V 3 9 V 3 9 V 3 10 V 4 9 V 3 9 V 3 9 V 3 9 V 4 8 V 3 9 V 3 9 V 3 0 V 4 0 V 3 -832 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 19 V 3 19 V 3 18 V 3 18 V 4 17 V 3 17 V 3 17 V 3 16 V 4 16 V 3 16 V 3 15 V 3 15 V 4 15 V 3 15 V 3 14 V 3 14 V 4 14 V 3 14 V 3 13 V 3 14 V 4 13 V 3 13 V 3 13 V 3 13 V 4 12 V 3 12 V 3 13 V 3 12 V 4 12 V 3 12 V 3 11 V 3 12 V 4 11 V 3 12 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 10 V 3 11 V 3 10 V 4 10 V 3 11 V 3 0 V 3 0 V 4 -731 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 23 V 3 22 V 3 22 V 3 20 V 4 20 V 3 20 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V 3 17 V 4 17 V 3 16 V 3 15 V 3 16 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 15 V 3 13 V 3 14 V 4 13 V 3 14 V 3 13 V 3 13 V 4 12 V 3 13 V 3 12 V 3 13 V 4 12 V 3 12 V 3 12 V 3 12 V 4 11 V 3 12 V 3 11 V 3 12 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 10 V 3 11 V 3 10 V 4 11 V currentpoint stroke M 3 10 V 3 10 V 3 11 V 4 10 V 3 10 V 3 10 V 3 10 V 4 9 V 3 10 V 3 10 V 3 9 V 4 10 V 3 9 V 3 10 V 3 9 V 4 9 V 3 10 V 3 9 V 3 9 V 4 9 V 3 0 V 3 0 V 3 -784 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 19 V 3 19 V 3 18 V 3 18 V 4 17 V 3 17 V 3 17 V 3 16 V 4 16 V 3 16 V 3 15 V 3 15 V 4 15 V 3 15 V 3 14 V 3 14 V 4 14 V 3 14 V 3 13 V 3 14 V 4 13 V 3 13 V 3 13 V 3 13 V 4 12 V 3 12 V 3 13 V 3 12 V 4 12 V 3 12 V 3 11 V 3 12 V 4 11 V 3 12 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 10 V 3 11 V 3 10 V 4 10 V 3 11 V 3 10 V 3 10 V 4 10 V 3 10 V 3 10 V 3 9 V 4 10 V 3 10 V 3 9 V 3 10 V 4 9 V 3 10 V 3 9 V 3 9 V 4 9 V 3 0 V 3 0 V 3 -760 V 4 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 19 V 3 19 V 3 18 V 4 18 V 3 17 V 3 17 V 3 17 V 4 16 V 3 16 V 3 16 V 3 15 V 4 15 V 3 15 V 3 15 V 3 14 V 4 14 V 3 14 V 3 14 V 3 13 V 4 14 V 3 13 V 3 13 V 3 13 V 4 13 V 3 12 V 3 12 V 3 13 V 4 12 V 3 12 V 3 12 V 3 11 V 4 12 V 3 11 V 3 12 V 3 11 V 4 11 V 3 11 V 3 11 V 3 11 V 4 11 V 3 11 V 3 10 V 3 11 V 4 10 V 3 10 V 3 11 V 3 10 V 4 10 V 3 10 V 3 10 V 3 10 V 4 0 V 3 0 V 3 -781 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 23 V 3 22 V 4 22 V 3 20 V 3 20 V 3 20 V 4 19 V 3 18 V 3 18 V 3 17 V 4 17 V 3 17 V 3 17 V 3 16 V 4 15 V 3 16 V 3 15 V 3 15 V 4 15 V 3 14 V 3 14 V 3 15 V 4 13 V 3 14 V 3 13 V 3 14 V 4 13 V 3 13 V 3 12 V 3 13 V 4 12 V 3 13 V 3 12 V 3 12 V 4 12 V 3 12 V 3 11 V 3 12 V 4 11 V 3 12 V 3 11 V 3 11 V 4 11 V 3 11 V 3 11 V 3 10 V 4 11 V 3 10 V 3 11 V 3 10 V 4 10 V 3 11 V 3 10 V 3 10 V 4 10 V 3 10 V 3 9 V 3 10 V 4 10 V 3 9 V 3 10 V 3 9 V 4 10 V 3 9 V 3 9 V 3 10 V 4 9 V 3 9 V 3 9 V 3 9 V 4 9 V 3 9 V 3 9 V 3 8 V 4 9 V 3 9 V 3 9 V 3 8 V 4 9 V 3 8 V 3 9 V 3 8 V 4 8 V 3 9 V 3 8 V 3 8 V 4 8 V 3 9 V 3 8 V 3 8 V 4 8 V 3 8 V 3 0 V 3 0 V 4 -864 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 17 V 4 16 V 3 16 V 3 15 V 3 16 V 4 15 V 3 14 V 1 5 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial -122 2840 a @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2232 @rwi 722 @rhi @setspecial %%BeginDocument: figure/reno-2-01-1-5-15-0_1-q.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.5 (pre 3.6) patchlevel beta 347 %%CreationDate: Wed Feb 16 18:04:29 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 120 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 816 720 M 63 0 V 6033 0 R -63 0 V stroke 672 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 816 1123 M 63 0 V 6033 0 R -63 0 V stroke 672 1123 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 816 1526 M 63 0 V 6033 0 R -63 0 V stroke 672 1526 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 816 1930 M 63 0 V 6033 0 R -63 0 V stroke 672 1930 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 816 2333 M 63 0 V 6033 0 R -63 0 V stroke 672 2333 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 816 2736 M 63 0 V 6033 0 R -63 0 V stroke 672 2736 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MRshow 816 3139 M 63 0 V 6033 0 R -63 0 V stroke 672 3139 M [ [(Helvetica) 240.0 0.0 true true (30)] ] -80.0 MRshow 816 3542 M 63 0 V 6033 0 R -63 0 V stroke 672 3542 M [ [(Helvetica) 240.0 0.0 true true (35)] ] -80.0 MRshow 816 3946 M 63 0 V 6033 0 R -63 0 V stroke 672 3946 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 816 4349 M 63 0 V 6033 0 R -63 0 V stroke 672 4349 M [ [(Helvetica) 240.0 0.0 true true (45)] ] -80.0 MRshow 816 4752 M 63 0 V 6033 0 R -63 0 V stroke 672 4752 M [ [(Helvetica) 240.0 0.0 true true (50)] ] -80.0 MRshow 816 720 M 0 63 V 0 3969 R 0 -63 V stroke 816 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2035 720 M 0 63 V 0 3969 R 0 -63 V stroke 2035 480 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MCshow 3254 720 M 0 63 V 0 3969 R 0 -63 V stroke 3254 480 M [ [(Helvetica) 240.0 0.0 true true (4)] ] -80.0 MCshow 4474 720 M 0 63 V 0 3969 R 0 -63 V stroke 4474 480 M [ [(Helvetica) 240.0 0.0 true true (6)] ] -80.0 MCshow 5693 720 M 0 63 V 0 3969 R 0 -63 V stroke 5693 480 M [ [(Helvetica) 240.0 0.0 true true (8)] ] -80.0 MCshow 6912 720 M 0 63 V 0 3969 R 0 -63 V stroke 6912 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 1.000 UL LTb 816 720 M 6096 0 V 0 4032 V -6096 0 V 816 720 L stroke 0 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Queue Length \(packet\))] ] -80.0 MCshow grestore 3864 240 M [ [(Helvetica) 240.0 0.0 true true (Time \(s\))] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5841 4569 M [ [(Helvetica) 240.0 0.0 true true (Analysis)] ] -80.0 MRshow 5985 4569 M 639 0 V 816 801 M 87 224 V 117 35 V 121 7 V 122 1 V 122 1 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 122 0 V 121 0 V 122 0 V 122 0 V 122 0 V 122 0 V 42 0 V 816 801 Pls 903 1025 Pls 1020 1060 Pls 1141 1067 Pls 1263 1068 Pls 1385 1069 Pls 1507 1069 Pls 1629 1069 Pls 1751 1069 Pls 1873 1069 Pls 1994 1069 Pls 2116 1069 Pls 2238 1069 Pls 2360 1069 Pls 2482 1069 Pls 2604 1069 Pls 2726 1069 Pls 2848 1069 Pls 2970 1069 Pls 3091 1069 Pls 3213 1069 Pls 3335 1069 Pls 3457 1069 Pls 3579 1069 Pls 3701 1069 Pls 3823 1069 Pls 3945 1069 Pls 4067 1069 Pls 4188 1069 Pls 4310 1069 Pls 4432 1069 Pls 4554 1069 Pls 4676 1069 Pls 4798 1069 Pls 4920 1069 Pls 5042 1069 Pls 5164 1069 Pls 5285 1069 Pls 5407 1069 Pls 5529 1069 Pls 5651 1069 Pls 5773 1069 Pls 5895 1069 Pls 6017 1069 Pls 6139 1069 Pls 6261 1069 Pls 6382 1069 Pls 6504 1069 Pls 6626 1069 Pls 6748 1069 Pls 6870 1069 Pls 6304 4569 Pls 1.000 UL LT1 5841 4329 M [ [(Helvetica) 240.0 0.0 true true (Simulation)] ] -80.0 MRshow 5985 4329 M 639 0 V 816 720 M 4 0 V 4 0 V 0 81 V 3 0 V 0 80 V 3 0 V 0 81 V 4 0 V 0 81 V 3 0 V 0 80 V 3 0 V 0 81 V 3 0 V 0 80 V 4 0 V 0 81 V 3 0 V 0 81 V 3 0 V 0 80 V 3 0 V 0 81 V 4 0 V 0 81 V 3 0 V 0 80 V 3 0 V 0 81 V 3 0 V 0 81 V 4 0 V 0 80 V 3 0 V 0 81 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 1773 720 L 0 81 V 0 80 V 0 81 V 0 81 V 0 80 V 0 81 V 0 80 V 0 81 V 4 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 -81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 9 -162 V 20 -403 V 3 0 V 3 0 V 4 0 V 3 0 V 6 -80 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V currentpoint stroke M 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 -81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 10 -162 V 13 -241 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 -80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 10 -161 V 10 -161 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 -80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 9 -161 V 17 -322 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 -81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 10 -161 V 13 -242 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -80 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -161 V 10 -161 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 -81 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 10 -162 V 13 -241 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V currentpoint stroke M 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -161 V 13 -242 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 16 -322 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 10 -161 V 13 -242 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 10 -162 V 13 -241 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 -80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 10 -161 V 16 -322 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 -80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V currentpoint stroke M 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 9 -161 V 17 -322 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 -80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 10 -161 V 16 -322 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -161 V 13 -242 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 10 -162 V 13 -241 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 -80 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 80 V 3 0 V 3 0 V 10 -161 V 16 -322 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 -81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 10 -161 V 13 -242 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V currentpoint stroke M 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 -81 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -162 V 13 -241 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 80 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 -81 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 9 -162 V 14 -241 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 80 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 0 81 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 -81 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 10 -161 V 13 -242 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 0 81 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 80 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 0 81 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 -81 V 3 0 V 4 0 V 3 0 V 3 0 V 0 81 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 10 -161 V 16 -323 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 3 0 V 3 0 V 4 0 V 3 0 V 1 0 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica %%EndDocument @endspecial -189 3071 a(Figure) p 50 3071 a(3:) p 143 3071 a(Comparison) p 570 3071 a(between) p 869 3071 a(analytic) p 1154 3071 a(results) p 1393 3071 a(and) p 1534 3071 a(simula-) -189 3183 y(tion) p -39 3183 a(results) p 198 3183 a(\() p Fn(B) p Fh 316 3183 a(=) p 404 3183 a(2) p Fp 466 3183 a([pack) o(et/ms],) p Fn 899 3183 a(\034) p Fh 968 3183 a(=) p 1055 3183 a(1) p Fp 1118 3183 a([ms],) p Fn 1311 3183 a(N) p Fh 1410 3183 a(=) p 1498 3183 a(1) p Fp(\).) -109 3393 y(Ev) n(olutions) p 275 3393 a(of) p 370 3393 a(TCP') p 545 3393 a(s) p 604 3393 a(windo) n(w) p 895 3393 a(size) p 1051 3393 a(and) p 1197 3393 a(the) p 1324 3393 a(current) p 1585 3393 a(queue) -189 3505 y(length) p 48 3505 a(of) p 146 3505 a(the) p 277 3505 a(RED) p 472 3505 a(gate) n(w) o(ay) p 775 3505 a(in) p 868 3505 a(simulation) p 1248 3505 a(e) o(xperiments) p 1682 3505 a(are) -189 3618 y(plotted) p 67 3618 a(in) p 158 3618 a(Fig.) p 315 3618 a(3) p 383 3618 a(for) p Fn 505 3618 a(N) p Fh 613 3618 a(=) p 710 3618 a(1) p Fp(.) p 813 3618 a(W) p 884 3618 a(e) p 948 3618 a(numerically) p 1370 3618 a(compute) p 1682 3618 a(the) -189 3730 y(a) n(v) o(erage) p 100 3730 a(windo) n(w) p 399 3730 a(size) p Fn 561 3730 a(w) p Fh 622 3730 a(\() p Fn(k) p Fh 700 3730 a(\)) p Fp 767 3730 a(and) p 920 3730 a(the) p 1055 3730 a(a) n(v) o(erage) p 1344 3730 a(queue) p 1576 3730 a(length) p Fn -189 3842 a(q) p Fh -149 3842 a(\() p Fn(k) p Fh -71 3842 a(\)) p Fp 2 3842 a(\(i.e.,) p 197 3842 a(the) p 339 3842 a(minimum) p 702 3842 a(v) n(alues) p 952 3842 a(in) p 1057 3842 a(each) p 1250 3842 a(sequence\)) p 1622 3842 a(from) -189 3954 y(Eqs.) p -13 3954 a(\(10\),) p 177 3954 a(\(11\)) p 346 3954 a(and) p 497 3954 a(\(13\).) p 712 3954 a(In) p 812 3954 a(the) p 944 3954 a(\002gure,) p 1192 3954 a(those) p 1398 3954 a(analytic) p 1691 3954 a(re-) -189 4066 y(sults) p -11 4066 a(are) p 115 4066 a(also) p 275 4066 a(plotted.) p 566 4066 a(One) p 729 4066 a(can) p 870 4066 a(\002nd) p 1025 4066 a(from) p 1212 4066 a(these) p 1408 4066 a(\002gures) p 1659 4066 a(that) -189 4178 y(our) p -54 4178 a(analytic) p 234 4178 a(results) p 475 4178 a(match) p 703 4178 a(the) p 829 4178 a(minimum) p 1177 4178 a(v) n(alues) p 1411 4178 a(of) p 1505 4178 a(the) p 1631 4178 a(win-) -189 4290 y(do) n(w) p -17 4290 a(size) p 143 4290 a(and) p 293 4290 a(the) p 426 4290 a(current) p 692 4290 a(queue) p 921 4290 a(length,) p 1182 4290 a(indicating) p 1545 4290 a(a) p 1613 4290 a(close) -189 4402 y(agreement) p 178 4402 a(of) p 267 4402 a(our) p 399 4402 a(analytic) p 682 4402 a(results) p 920 4402 a(with) p 1088 4402 a(simulation) p 1460 4402 a(ones.) p Fj -189 4595 a(5.2) p -2 4595 a(Discussion) p 392 4595 a(on) p 501 4595 a(A) p 553 4595 a(v) o(erage) p 807 4595 a(Equilibrium) p 1266 4595 a(V) p 1318 4595 a(alues) -133 5430 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2232 @rwi 867 @rhi @setspecial %%BeginDocument: figure/reno-2-nvc-1-5-15-maxp-cwnd.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.5 (pre 3.6) patchlevel beta 347 %%CreationDate: Wed Feb 16 18:04:33 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 120 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 816 720 M 63 0 V 6033 0 R -63 0 V stroke 672 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 816 1123 M 63 0 V 6033 0 R -63 0 V stroke 672 1123 M [ [(Helvetica) 240.0 0.0 true true (1)] ] -80.0 MRshow 816 1526 M 63 0 V 6033 0 R -63 0 V stroke 672 1526 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MRshow 816 1930 M 63 0 V 6033 0 R -63 0 V stroke 672 1930 M [ [(Helvetica) 240.0 0.0 true true (3)] ] -80.0 MRshow 816 2333 M 63 0 V 6033 0 R -63 0 V stroke 672 2333 M [ [(Helvetica) 240.0 0.0 true true (4)] ] -80.0 MRshow 816 2736 M 63 0 V 6033 0 R -63 0 V stroke 672 2736 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 816 3139 M 63 0 V 6033 0 R -63 0 V stroke 672 3139 M [ [(Helvetica) 240.0 0.0 true true (6)] ] -80.0 MRshow 816 3542 M 63 0 V 6033 0 R -63 0 V stroke 672 3542 M [ [(Helvetica) 240.0 0.0 true true (7)] ] -80.0 MRshow 816 3946 M 63 0 V 6033 0 R -63 0 V stroke 672 3946 M [ [(Helvetica) 240.0 0.0 true true (8)] ] -80.0 MRshow 816 4349 M 63 0 V 6033 0 R -63 0 V stroke 672 4349 M [ [(Helvetica) 240.0 0.0 true true (9)] ] -80.0 MRshow 816 4752 M 63 0 V 6033 0 R -63 0 V stroke 672 4752 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 816 720 M 0 63 V 0 3969 R 0 -63 V stroke 816 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 1426 720 M 0 63 V 0 3969 R 0 -63 V stroke 1426 480 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MCshow 2035 720 M 0 63 V 0 3969 R 0 -63 V stroke 2035 480 M [ [(Helvetica) 240.0 0.0 true true (4)] ] -80.0 MCshow 2645 720 M 0 63 V 0 3969 R 0 -63 V stroke 2645 480 M [ [(Helvetica) 240.0 0.0 true true (6)] ] -80.0 MCshow 3254 720 M 0 63 V 0 3969 R 0 -63 V stroke 3254 480 M [ [(Helvetica) 240.0 0.0 true true (8)] ] -80.0 MCshow 3864 720 M 0 63 V 0 3969 R 0 -63 V stroke 3864 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4474 720 M 0 63 V 0 3969 R 0 -63 V stroke 4474 480 M [ [(Helvetica) 240.0 0.0 true true (12)] ] -80.0 MCshow 5083 720 M 0 63 V 0 3969 R 0 -63 V stroke 5083 480 M [ [(Helvetica) 240.0 0.0 true true (14)] ] -80.0 MCshow 5693 720 M 0 63 V 0 3969 R 0 -63 V stroke 5693 480 M [ [(Helvetica) 240.0 0.0 true true (16)] ] -80.0 MCshow 6302 720 M 0 63 V 0 3969 R 0 -63 V stroke 6302 480 M [ [(Helvetica) 240.0 0.0 true true (18)] ] -80.0 MCshow 6912 720 M 0 63 V 0 3969 R 0 -63 V stroke 6912 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 1.000 UL LTb 816 720 M 6096 0 V 0 4032 V -6096 0 V 816 720 L stroke 0 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Minimum Window Size \(packet\))] ] -80.0 MCshow grestore 3864 240 M [ [(Helvetica) 240.0 0.0 true true (Number of TCP Connections)] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5841 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5985 4569 M 639 0 V 1121 4515 M 1426 2902 L 304 -599 V 305 -323 V 305 -204 V 305 -143 V 305 -107 V 304 -82 V 305 -66 V 305 -54 V 305 -45 V 305 -39 V 304 -33 V 305 -29 V 305 -25 V 305 -23 V 305 -20 V 304 -19 V 305 -16 V 305 -15 V 1121 4515 Pls 1426 2902 Pls 1730 2303 Pls 2035 1980 Pls 2340 1776 Pls 2645 1633 Pls 2950 1526 Pls 3254 1444 Pls 3559 1378 Pls 3864 1324 Pls 4169 1279 Pls 4474 1240 Pls 4778 1207 Pls 5083 1178 Pls 5388 1153 Pls 5693 1130 Pls 5998 1110 Pls 6302 1091 Pls 6607 1075 Pls 6912 1060 Pls 6304 4569 Pls 1.000 UP 1.000 UL LT1 5841 4329 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.05)] ] -56.0 MRshow 5985 4329 M 639 0 V 1121 3603 M 1426 2287 L 304 -465 V 305 -242 V 305 -151 V 305 -104 V 305 -76 V 304 -58 V 305 -46 V 305 -38 V 305 -31 V 305 -26 V 304 -23 V 305 -20 V 305 -17 V 305 -15 V 305 -14 V 304 -12 V 305 -11 V 305 -10 V 1121 3603 Crs 1426 2287 Crs 1730 1822 Crs 2035 1580 Crs 2340 1429 Crs 2645 1325 Crs 2950 1249 Crs 3254 1191 Crs 3559 1145 Crs 3864 1107 Crs 4169 1076 Crs 4474 1050 Crs 4778 1027 Crs 5083 1007 Crs 5388 990 Crs 5693 975 Crs 5998 961 Crs 6302 949 Crs 6607 938 Crs 6912 928 Crs 6304 4329 Crs 1.000 UP 1.000 UL LT2 5841 4089 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.1)] ] -56.0 MRshow 5985 4089 M 639 0 V 1121 3405 M 1426 2142 L 304 -436 V 305 -225 V 305 -138 V 305 -94 V 305 -69 V 304 -52 V 305 -41 V 305 -34 V 305 -28 V 305 -23 V 304 -20 V 305 -17 V 305 -15 V 305 -14 V 305 -11 V 304 -11 V 305 -9 V 305 -9 V 1121 3405 Star 1426 2142 Star 1730 1706 Star 2035 1481 Star 2340 1343 Star 2645 1249 Star 2950 1180 Star 3254 1128 Star 3559 1087 Star 3864 1053 Star 4169 1025 Star 4474 1002 Star 4778 982 Star 5083 965 Star 5388 950 Star 5693 936 Star 5998 925 Star 6302 914 Star 6607 905 Star 6912 896 Star 6304 4089 Star 1.000 UP 1.000 UL LT3 5841 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5985 3849 M 639 0 V 1121 3284 M 1426 2050 L 304 -420 V 305 -214 V 305 -131 V 305 -88 V 305 -64 V 304 -48 V 305 -38 V 305 -31 V 305 -25 V 305 -21 V 304 -19 V 305 -15 V 305 -14 V 305 -12 V 305 -10 V 304 -10 V 305 -8 V 305 -8 V 1121 3284 Box 1426 2050 Box 1730 1630 Box 2035 1416 Box 2340 1285 Box 2645 1197 Box 2950 1133 Box 3254 1085 Box 3559 1047 Box 3864 1016 Box 4169 991 Box 4474 970 Box 4778 951 Box 5083 936 Box 5388 922 Box 5693 910 Box 5998 900 Box 6302 890 Box 6607 882 Box 6912 874 Box 6304 3849 Box 1.000 UP 1.000 UL LT4 5841 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5985 3609 M 639 0 V 1121 3215 M 1426 1994 L 304 -411 V 305 -208 V 305 -126 V 305 -85 V 305 -60 V 304 -47 V 305 -36 V 305 -29 V 305 -23 V 305 -20 V 304 -17 V 305 -15 V 305 -13 V 305 -11 V 305 -10 V 304 -8 V 305 -8 V 305 -7 V 1121 3215 BoxF 1426 1994 BoxF 1730 1583 BoxF 2035 1375 BoxF 2340 1249 BoxF 2645 1164 BoxF 2950 1104 BoxF 3254 1057 BoxF 3559 1021 BoxF 3864 992 BoxF 4169 969 BoxF 4474 949 BoxF 4778 932 BoxF 5083 917 BoxF 5388 904 BoxF 5693 893 BoxF 5998 883 BoxF 6302 875 BoxF 6607 867 BoxF 6912 860 BoxF 6304 3609 BoxF stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial Fp -189 5626 a(Figure) p 48 5626 a(4:) p 139 5626 a(A) p 193 5626 a(v) o(erage) p 433 5626 a(equilibrium) p 841 5626 a(v) n(alue) p 1039 5626 a(of) p 1129 5626 a(the) p 1251 5626 a(windo) n(w) p 1537 5626 a(size) p 1687 5626 a(for) -189 5738 y(dif) n(ferent) p 116 5738 a(numbers) p 423 5738 a(of) p 513 5738 a(TCP) p 686 5738 a(connections) p 1103 5738 a(\() p Fn(B) p Fh 1221 5738 a(=) p 1309 5738 a(2) p Fp 1372 5738 a([pack) o(et/ms],) p Fn -189 5850 a(\034) p Fh -120 5850 a(=) p -33 5850 a(1) p Fp 30 5850 a([ms]\).) 2029 657 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2232 @rwi 867 @rhi @setspecial %%BeginDocument: figure/reno-2-nvc-1-5-15-maxp-queue.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.5 (pre 3.6) patchlevel beta 347 %%CreationDate: Wed Feb 16 18:04:33 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 120 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 816 720 M 63 0 V 6033 0 R -63 0 V stroke 672 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 816 1728 M 63 0 V 6033 0 R -63 0 V stroke 672 1728 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MRshow 816 2736 M 63 0 V 6033 0 R -63 0 V stroke 672 2736 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MRshow 816 3744 M 63 0 V 6033 0 R -63 0 V stroke 672 3744 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MRshow 816 4752 M 63 0 V 6033 0 R -63 0 V stroke 672 4752 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 816 720 M 0 63 V 0 3969 R 0 -63 V stroke 816 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 1426 720 M 0 63 V 0 3969 R 0 -63 V stroke 1426 480 M [ [(Helvetica) 240.0 0.0 true true (2)] ] -80.0 MCshow 2035 720 M 0 63 V 0 3969 R 0 -63 V stroke 2035 480 M [ [(Helvetica) 240.0 0.0 true true (4)] ] -80.0 MCshow 2645 720 M 0 63 V 0 3969 R 0 -63 V stroke 2645 480 M [ [(Helvetica) 240.0 0.0 true true (6)] ] -80.0 MCshow 3254 720 M 0 63 V 0 3969 R 0 -63 V stroke 3254 480 M [ [(Helvetica) 240.0 0.0 true true (8)] ] -80.0 MCshow 3864 720 M 0 63 V 0 3969 R 0 -63 V stroke 3864 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4474 720 M 0 63 V 0 3969 R 0 -63 V stroke 4474 480 M [ [(Helvetica) 240.0 0.0 true true (12)] ] -80.0 MCshow 5083 720 M 0 63 V 0 3969 R 0 -63 V stroke 5083 480 M [ [(Helvetica) 240.0 0.0 true true (14)] ] -80.0 MCshow 5693 720 M 0 63 V 0 3969 R 0 -63 V stroke 5693 480 M [ [(Helvetica) 240.0 0.0 true true (16)] ] -80.0 MCshow 6302 720 M 0 63 V 0 3969 R 0 -63 V stroke 6302 480 M [ [(Helvetica) 240.0 0.0 true true (18)] ] -80.0 MCshow 6912 720 M 0 63 V 0 3969 R 0 -63 V stroke 6912 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 1.000 UL LTb 816 720 M 6096 0 V 0 4032 V -6096 0 V 816 720 L stroke 0 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Minimum Queue Length \(packet\))] ] -80.0 MCshow grestore 3864 240 M [ [(Helvetica) 240.0 0.0 true true (Number of TCP Connections)] ] -80.0 MCshow 1.000 UP 1.000 UL LT0 5841 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5985 4569 M 639 0 V 1121 2416 M 305 285 V 304 192 V 305 146 V 305 118 V 305 99 V 305 85 V 304 74 V 305 65 V 305 59 V 305 53 V 305 48 V 304 45 V 305 40 V 305 38 V 305 35 V 305 32 V 304 30 V 305 29 V 305 27 V 1121 2416 Pls 1426 2701 Pls 1730 2893 Pls 2035 3039 Pls 2340 3157 Pls 2645 3256 Pls 2950 3341 Pls 3254 3415 Pls 3559 3480 Pls 3864 3539 Pls 4169 3592 Pls 4474 3640 Pls 4778 3685 Pls 5083 3725 Pls 5388 3763 Pls 5693 3798 Pls 5998 3830 Pls 6302 3860 Pls 6607 3889 Pls 6912 3916 Pls 6304 4569 Pls 1.000 UP 1.000 UL LT1 5841 4329 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.05)] ] -56.0 MRshow 5985 4329 M 639 0 V 1121 1960 M 305 125 V 304 87 V 305 66 V 305 52 V 305 44 V 305 37 V 304 31 V 305 28 V 305 25 V 305 22 V 305 19 V 304 18 V 305 16 V 305 15 V 305 13 V 305 13 V 304 11 V 305 11 V 305 10 V 1121 1960 Crs 1426 2085 Crs 1730 2172 Crs 2035 2238 Crs 2340 2290 Crs 2645 2334 Crs 2950 2371 Crs 3254 2402 Crs 3559 2430 Crs 3864 2455 Crs 4169 2477 Crs 4474 2496 Crs 4778 2514 Crs 5083 2530 Crs 5388 2545 Crs 5693 2558 Crs 5998 2571 Crs 6302 2582 Crs 6607 2593 Crs 6912 2603 Crs 6304 4329 Crs 1.000 UP 1.000 UL LT2 5841 4089 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.1)] ] -56.0 MRshow 5985 4089 M 639 0 V 1121 1861 M 305 80 V 304 56 V 305 44 V 305 35 V 305 28 V 305 25 V 304 21 V 305 18 V 305 16 V 305 14 V 305 12 V 304 12 V 305 10 V 305 10 V 305 8 V 305 8 V 304 7 V 305 7 V 305 6 V 1121 1861 Star 1426 1941 Star 1730 1997 Star 2035 2041 Star 2340 2076 Star 2645 2104 Star 2950 2129 Star 3254 2150 Star 3559 2168 Star 3864 2184 Star 4169 2198 Star 4474 2210 Star 4778 2222 Star 5083 2232 Star 5388 2242 Star 5693 2250 Star 5998 2258 Star 6302 2265 Star 6607 2272 Star 6912 2278 Star 6304 4089 Star 1.000 UP 1.000 UL LT3 5841 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5985 3849 M 639 0 V 1121 1800 M 305 48 V 304 35 V 305 27 V 305 22 V 305 18 V 305 15 V 304 13 V 305 11 V 305 10 V 305 9 V 305 7 V 304 7 V 305 7 V 305 6 V 305 5 V 305 5 V 304 4 V 305 4 V 305 4 V 1121 1800 Box 1426 1848 Box 1730 1883 Box 2035 1910 Box 2340 1932 Box 2645 1950 Box 2950 1965 Box 3254 1978 Box 3559 1989 Box 3864 1999 Box 4169 2008 Box 4474 2015 Box 4778 2022 Box 5083 2029 Box 5388 2035 Box 5693 2040 Box 5998 2045 Box 6302 2049 Box 6607 2053 Box 6912 2057 Box 6304 3849 Box 1.000 UP 1.000 UL LT4 5841 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5985 3609 M 639 0 V 1121 1766 M 305 27 V 304 20 V 305 15 V 305 13 V 305 11 V 305 9 V 304 7 V 305 7 V 305 6 V 305 5 V 305 5 V 304 4 V 305 3 V 305 4 V 305 3 V 305 3 V 304 2 V 305 3 V 305 2 V 1121 1766 BoxF 1426 1793 BoxF 1730 1813 BoxF 2035 1828 BoxF 2340 1841 BoxF 2645 1852 BoxF 2950 1861 BoxF 3254 1868 BoxF 3559 1875 BoxF 3864 1881 BoxF 4169 1886 BoxF 4474 1891 BoxF 4778 1895 BoxF 5083 1898 BoxF 5388 1902 BoxF 5693 1905 BoxF 5998 1908 BoxF 6302 1910 BoxF 6607 1913 BoxF 6912 1915 BoxF 6304 3609 BoxF stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial 1972 852 a(Figure) p 2208 852 a(5:) p 2298 852 a(A) p 2352 852 a(v) o(erage) p 2591 852 a(equilibrium) p 2998 852 a(v) n(alue) p 3195 852 a(of) p 3283 852 a(the) p 3404 852 a(queue) p 3621 852 a(length) p 3848 852 a(for) 1972 964 y(dif) n(ferent) p 2277 964 a(numbers) p 2584 964 a(of) p 2674 964 a(TCP) p 2847 964 a(connections) p 3265 964 a(\() p Fn(B) p Fh 3383 964 a(=) p 3471 964 a(2) p Fp 3533 964 a([pack) o(et/ms],) p Fn 1972 1076 a(\034) p Fh 2041 1076 a(=) p 2129 1076 a(1) p Fp 2191 1076 a([ms]\).) 2052 1322 y(Figures) p 2341 1322 a(4) p 2421 1322 a(and) p 2580 1322 a(5) p 2661 1322 a(sho) n(w) p 2873 1322 a(the) p 3014 1322 a(a) n(v) o(erage) p 3308 1322 a(equilibrium) p 3735 1322 a(v) n(alues) 1972 1434 y(of) p 2073 1434 a(the) p 2206 1434 a(windo) n(w) p 2502 1434 a(size) p Fn 2663 1434 a(w) p Fe 2724 1404 a(\003) p Fp 2794 1434 a(and) p 2945 1434 a(the) p 3078 1434 a(queue) p 3307 1434 a(length) p Fn 3546 1434 a(q) p Fe 3586 1404 a(\003) p Fp 3655 1434 a(are) p 3788 1434 a(plot-) 1972 1546 y(ted,) p 2119 1546 a(respecti) n(v) o(ely) p 2514 1546 a(.) p 2568 1546 a(Recall) p 2804 1546 a(that) p Fn 2953 1546 a(w) p Fe 3014 1516 a(\003) p Fp 3077 1546 a(and) p Fn 3221 1546 a(q) p Fe 3261 1516 a(\003) p Fp 3323 1546 a(represent) p 3651 1546 a(e) o(xpected) 1972 1658 y(v) n(alues) p 2224 1658 a(of) p 2334 1658 a(the) p 2477 1658 a(minimum) p 2841 1658 a(windo) n(w) p 3148 1658 a(size) p 3318 1658 a(and) p 3479 1658 a(the) p 3622 1658 a(minimum) 1972 1770 y(queue) p 2202 1770 a(length) p 2440 1770 a(in) p 2536 1770 a(steady) p 2779 1770 a(state.) p 3009 1770 a(W) p 3080 1770 a(e) p 3148 1770 a(used) p 3331 1770 a(the) p 3464 1770 a(follo) n(wing) p 3816 1770 a(net-) 1972 1882 y(w) o(ork) p 2161 1882 a(parameters:) p 2574 1882 a(the) p 2694 1882 a(processing) p 3069 1882 a(speed) p 3277 1882 a(of) p 3366 1882 a(the) p 3486 1882 a(RED) p 3672 1882 a(gate) n(w) o(ay) p Fn 1972 1994 a(B) p Fh 2072 1994 a(=) p 2169 1994 a(2) p Fp 2236 1994 a([pack) o(et/ms]) p 2653 1994 a(and) p 2798 1994 a(the) p 2925 1994 a(\(round-trip\)) p 3343 1994 a(propagation) p 3765 1994 a(delay) p Fn 1972 2106 a(\034) p Fh 2050 2106 a(=) p 2147 2106 a(1) p Fp 2214 2106 a([ms].) p 2428 2106 a(The) p 2583 2106 a(number) p 2862 2106 a(of) p 2957 2106 a(TCP) p 3135 2106 a(connections) p Fn 3557 2106 a(N) p Fp 3658 2106 a(is) p 3739 2106 a(v) n(aried) 1972 2218 y(between) p 2269 2218 a(1) p 2331 2218 a(and) p 2471 2218 a(20.) p 2601 2218 a(The) p 2750 2218 a(maximum) p 3107 2218 a(pack) o(et) p 3343 2218 a(marking) p 3641 2218 a(probabil-) 1972 2330 y(ity) p Fn 2083 2330 a(max) p Fm 2247 2342 a(p) p Fp 2308 2330 a(is) p 2385 2330 a(also) p 2542 2330 a(v) n(aried) p 2769 2330 a(between) p 3068 2330 a(0.001) p 3278 2330 a(and) p 3420 2330 a(0.4,) p 3567 2330 a(while) p 3774 2330 a(other) 1972 2442 y(control) p 2227 2442 a(parameters) p 2611 2442 a(of) p 2699 2442 a(the) p 2820 2442 a(RED) p 3005 2442 a(gate) n(w) o(ay) p 3298 2442 a(are) p 3419 2442 a(set) p 3530 2442 a(to) p 3614 2442 a(the) p 3735 2442 a(v) n(alues) 1972 2555 y(recommended) p 2472 2555 a(in) p 2566 2555 a([2) o(].) p 2734 2555 a(These) p 2961 2555 a(\002gures) p 3216 2555 a(indicate) p 3508 2555 a(that) p 3662 2555 a(the) p 3793 2555 a(win-) 1972 2667 y(do) n(w) p 2139 2667 a(size) p 2294 2667 a(is) p 2375 2667 a(hea) n(vily) p 2643 2667 a(dependent) p 3010 2667 a(on) p 3118 2667 a(the) p 3245 2667 a(number) p 3525 2667 a(of) p 3619 2667 a(TCP) p 3797 2667 a(con-) 1972 2779 y(nections) p Fn 2271 2779 a(N) p Fp 2347 2779 a(,) p 2389 2779 a(and) p 2530 2779 a(that) p 2676 2779 a(the) p 2799 2779 a(queue) p 3018 2779 a(length) p 3247 2779 a(is) p 3324 2779 a(mostly) p 3571 2779 a(determined) 1972 2891 y(by) p 2076 2891 a(the) p 2198 2891 a(control) p 2454 2891 a(parameter) p Fn 2807 2891 a(max) p Fm 2971 2903 a(p) p Fp 3010 2891 a(.) p Fj 1972 3087 a(5.3) p 2159 3087 a(Discussion) p 2554 3087 a(on) p 2662 3087 a(Stability) p 2983 3087 a(and) p 3137 3087 a(T) p 3186 3087 a(ransient) p 3498 3087 a(Beha) n(vior) 2029 3928 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2232 @rwi 867 @rhi @setspecial %%BeginDocument: figure/stability-2-1-1.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 0 %%CreationDate: Thu Mar 2 19:16:54 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 1080 720 M 63 0 V 5649 0 R -63 0 V stroke 936 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 1080 1526 M 63 0 V 5649 0 R -63 0 V stroke 936 1526 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 1080 2333 M 63 0 V 5649 0 R -63 0 V stroke 936 2333 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 1080 3139 M 63 0 V 5649 0 R -63 0 V stroke 936 3139 M [ [(Helvetica) 240.0 0.0 true true (60)] ] -80.0 MRshow 1080 3946 M 63 0 V 5649 0 R -63 0 V stroke 936 3946 M [ [(Helvetica) 240.0 0.0 true true (80)] ] -80.0 MRshow 1080 4752 M 63 0 V 5649 0 R -63 0 V stroke 936 4752 M [ [(Helvetica) 240.0 0.0 true true (100)] ] -80.0 MRshow 1080 720 M 0 63 V 0 3969 R 0 -63 V stroke 1080 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2222 720 M 0 63 V 0 3969 R 0 -63 V stroke 2222 480 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MCshow 3365 720 M 0 63 V 0 3969 R 0 -63 V stroke 3365 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4507 720 M 0 63 V 0 3969 R 0 -63 V stroke 4507 480 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MCshow 5650 720 M 0 63 V 0 3969 R 0 -63 V stroke 5650 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MCshow 1.000 UL LTb 1080 720 M 5712 0 V 0 4032 V -5712 0 V 0 -4032 V stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Maximum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow grestore 3936 120 M [ [(Helvetica) 240.0 0.0 true true (Minimum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (min)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow 1.000 UL LT0 5721 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5865 4569 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 41 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 0 V 23 41 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 41 V 23 0 V 23 0 V 23 40 V 23 0 V 22 0 V 23 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 40 V 23 41 V 23 0 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 41 V 23 80 V 23 41 V 23 40 V 23 80 V 22 41 V 23 80 V 23 81 V 23 40 V 23 81 V 23 81 V 23 80 V 22 81 V 23 81 V 23 80 V 23 81 V 23 81 V 23 120 V 22 81 V 23 121 V 23 81 V 23 121 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23 161 V 23 202 V 23 201 V 1.000 UL LT3 5721 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5865 3849 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 0 V 23 41 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 40 V 23 40 V 23 0 V 23 41 V 22 40 V 23 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 81 V 23 40 V 23 81 V 23 40 V 22 81 V 23 80 V 23 41 V 23 121 V 23 80 V 23 81 V 23 80 V 22 121 V 23 121 V 23 121 V 23 121 V 23 121 V 23 162 V 23 121 V 22 161 V 23 201 V 23 162 V 23 201 V 23 202 V 23 201 V 22 242 V 23 202 V 1.000 UL LT4 5721 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5865 3609 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 0 V 23 40 V 22 0 V 23 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 40 V 23 0 V 23 41 V 23 40 V 23 0 V 23 40 V 23 41 V 22 40 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 41 V 23 80 V 23 41 V 23 80 V 23 81 V 23 81 V 23 80 V 22 81 V 23 81 V 23 121 V 23 80 V 23 121 V 23 121 V 22 121 V 23 161 V 23 162 V 23 161 V 23 161 V 23 161 V 23 202 V 22 202 V 23 242 V 23 201 V 23 282 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial Fp 1972 4123 a(Figure) p 2211 4123 a(6:) p 2302 4123 a(Stability) p 2605 4123 a(re) o(gion) p 2837 4123 a(in) p 2923 4123 a(the) p Fn 3046 4123 a(min) p Fm 3198 4135 a(th) p Fp 3265 4123 a(\226) p Fn(max) p Fm 3471 4135 a(th) p Fp 3560 4123 a(plane) p 3761 4123 a(\() p Fn(B) p Fh 3880 4123 a(=) 1972 4235 y(2) p Fp 2035 4235 a([pack) o(et/ms],) p Fn 2467 4235 a(N) p Fh 2566 4235 a(=) p 2654 4235 a(1) p Fp(,) p Fn 2737 4235 a(\034) p Fh 2806 4235 a(=) p 2893 4235 a(1) p Fp 2955 4235 a([ms]\).) 2052 4448 y(Figure) p 2293 4448 a(6) p 2359 4448 a(sho) n(ws) p 2588 4448 a(the) p 2714 4448 a(stability) p 3006 4448 a(re) o(gion) p 3241 4448 a(of) p 3334 4448 a(the) p 3459 4448 a(netw) o(ork) p 3755 4448 a(in) p 3843 4448 a(the) p Fn 1972 4560 a(max) p Fm 2136 4572 a(th) p Fp 2205 4560 a(\226) p Fn(min) p Fm 2399 4572 a(th) p Fp 2499 4560 a(plane.) p 2763 4560 a(In) p 2865 4560 a(this) p 3018 4560 a(\002gure,) p 3269 4560 a(the) p 3403 4560 a(number) p 3690 4560 a(of) p 3793 4560 a(TCP) 1972 4672 y(connections) p Fn 2395 4672 a(N) p Fp 2498 4672 a(is) p 2579 4672 a(set) p 2698 4672 a(to) p 2789 4672 a(1.) p 2894 4672 a(Each) p 3086 4672 a(line) p 3237 4672 a(in) p 3328 4672 a(the) p 3456 4672 a(\002gure) p 3676 4672 a(sho) n(ws) p 3908 4672 a(a) 1972 4784 y(boundary) p 2303 4784 a(line) p 2445 4784 a(of) p 2531 4784 a(a) p 2585 4784 a(stability) p 2870 4784 a(conditions) p 3233 4784 a(for) p 3347 4784 a(dif) n(ferent) p 3648 4784 a(v) n(alues) p 3876 4784 a(of) p Fn 1972 4896 a(max) p Fm 2136 4908 a(p) p Fp 2175 4896 a(.) p 2230 4896 a(This) p 2401 4896 a(\002gure) p 2618 4896 a(indicate) p 2905 4896 a(that) p 3053 4896 a(the) p 3178 4896 a(netw) o(ork) p 3473 4896 a(is) p 3552 4896 a(stable) p 3769 4896 a(if) p 3843 4896 a(the) 1972 5008 y(point) p 2174 5008 a(\() p Fn(min) p Fm 2354 5020 a(th) p Fp 2421 5008 a(,) p Fn 2475 5008 a(max) p Fm 2639 5020 a(th) p Fp 2708 5008 a(\)) p 2766 5008 a(resides) p 3028 5008 a(a) p 3096 5008 a(left-side) p 3399 5008 a(of) p 3499 5008 a(the) p 3631 5008 a(boundary) 1972 5121 y(line.) p 2143 5121 a(F) o(or) p 2278 5121 a(other) p 2469 5121 a(control) p 2725 5121 a(parameters,) p 3131 5121 a(we) p 3249 5121 a(used) p 3421 5121 a(the) p 3544 5121 a(same) p 3735 5121 a(v) n(alues) 1972 5233 y(used) p 2144 5233 a(in) p 2228 5233 a(Fig.) p 2379 5233 a(4:) p Fn 2468 5233 a(B) p Fh 2558 5233 a(=) p 2646 5233 a(2) p Fp 2707 5233 a([pack) o(et/ms]) p 3117 5233 a(and) p Fn 3257 5233 a(\034) p Fh 3325 5233 a(=) p 3413 5233 a(1) p Fp 3474 5233 a([ms].) p 3672 5233 a(One) p 3830 5233 a(can) 1972 5345 y(\002nd) p 2121 5345 a(that) p 2265 5345 a(the) p 2386 5345 a(stability) p 2674 5345 a(re) o(gion) p 2904 5345 a(becomes) p 3214 5345 a(lar) o(ge) p 3398 5345 a(as) p 3487 5345 a(the) p 3608 5345 a(maximum) 1972 5457 y(pack) o(et) p 2220 5457 a(marking) p 2529 5457 a(probability) p Fn 2926 5457 a(max) p Fm 3090 5469 a(p) p Fp 3161 5457 a(decreases.) p 3560 5457 a(This) p 3739 5457 a(sho) n(ws) 1972 5569 y(that) p 2119 5569 a(the) p 2243 5569 a(netw) o(ork) p 2536 5569 a(can) p 2673 5569 a(be) p 2774 5569 a(stabilized) p 3114 5569 a(with) p 3284 5569 a(a) p 3343 5569 a(lar) o(ge) p Fn 3529 5569 a(min) p Fm 3681 5581 a(th) p Fp 3771 5569 a(if) p 3843 5569 a(the) 1972 5681 y(pack) o(et) p 2209 5681 a(marking) p 2507 5681 a(probability) p Fn 2892 5681 a(max) p Fm 3056 5693 a(p) p Fp 3115 5681 a(is) p 3191 5681 a(set) p 3304 5681 a(to) p 3389 5681 a(a) p 3447 5681 a(small) p 3648 5681 a(v) n(alue.) 2052 5793 y(W) p 2123 5793 a(e) p 2204 5793 a(ne) o(xt) p 2388 5793 a(in) m(v) o(estigate) p 2786 5793 a(ho) n(w) p 2969 5793 a(the) p 3114 5793 a(stability) p 3424 5793 a(re) o(gion) p 3677 5793 a(changes) 1972 5905 y(when) p 2182 5905 a(the) p 2314 5905 a(processing) p 2699 5905 a(speed) p 2918 5905 a(of) p 3017 5905 a(the) p 3148 5905 a(RED) p 3344 5905 a(gate) n(w) o(ay) p Fn 3647 5905 a(B) p Fp 3744 5905 a(or) p 3843 5905 a(the) p 90 rotate dyy eop %%Page: 6 6 6 5 bop -133 657 a @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2232 @rwi 867 @rhi @setspecial %%BeginDocument: figure/stability-10-1-1.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 0 %%CreationDate: Thu Mar 2 19:16:33 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 1080 720 M 63 0 V 5649 0 R -63 0 V stroke 936 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 1080 1526 M 63 0 V 5649 0 R -63 0 V stroke 936 1526 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 1080 2333 M 63 0 V 5649 0 R -63 0 V stroke 936 2333 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 1080 3139 M 63 0 V 5649 0 R -63 0 V stroke 936 3139 M [ [(Helvetica) 240.0 0.0 true true (60)] ] -80.0 MRshow 1080 3946 M 63 0 V 5649 0 R -63 0 V stroke 936 3946 M [ [(Helvetica) 240.0 0.0 true true (80)] ] -80.0 MRshow 1080 4752 M 63 0 V 5649 0 R -63 0 V stroke 936 4752 M [ [(Helvetica) 240.0 0.0 true true (100)] ] -80.0 MRshow 1080 720 M 0 63 V 0 3969 R 0 -63 V stroke 1080 480 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MCshow 2222 720 M 0 63 V 0 3969 R 0 -63 V stroke 2222 480 M [ [(Helvetica) 240.0 0.0 true true (5)] ] -80.0 MCshow 3365 720 M 0 63 V 0 3969 R 0 -63 V stroke 3365 480 M [ [(Helvetica) 240.0 0.0 true true (10)] ] -80.0 MCshow 4507 720 M 0 63 V 0 3969 R 0 -63 V stroke 4507 480 M [ [(Helvetica) 240.0 0.0 true true (15)] ] -80.0 MCshow 5650 720 M 0 63 V 0 3969 R 0 -63 V stroke 5650 480 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MCshow 6792 720 M 0 63 V 0 3969 R 0 -63 V stroke 6792 480 M [ [(Helvetica) 240.0 0.0 true true (25)] ] -80.0 MCshow 1.000 UL LTb 1080 720 M 5712 0 V 0 4032 V -5712 0 V 0 -4032 V stroke 240 2736 M currentpoint gsave translate 90 rotate 0 0 moveto [ [(Helvetica) 240.0 0.0 true true (Maximum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\))] ] -56.0 MCshow grestore 3936 120 M [ [(Helvetica) 240.0 0.0 true true (Minimum Threshold )] [(Helvetica-Oblique) 240.0 0.0 true true (min)] [(Helvetica-Oblique) 192.0 -72.0 true true (th)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true ( \(packet\) )] ] -56.0 MCshow 1.000 UL LT0 5721 4569 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.01)] ] -56.0 MRshow 5865 4569 M 639 0 V 1080 720 M 0 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 41 V 23 0 V 23 0 V 23 0 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 0 V 23 0 V 23 41 V 22 0 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 0 V 23 40 V 23 0 V 23 0 V 23 41 V 23 0 V 23 0 V 22 40 V 23 0 V 23 40 V 23 0 V 23 41 V 23 0 V 22 40 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 23 41 V 22 40 V 23 40 V 23 0 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 23 41 V 22 40 V 23 40 V 23 81 V 23 40 V 23 41 V 23 80 V 23 41 V 22 80 V 23 81 V 23 40 V 23 81 V 23 80 V 23 81 V 22 81 V 23 80 V 23 81 V 23 81 V 23 80 V 23 121 V 23 81 V 22 121 V 23 80 V 23 121 V 23 121 V 23 81 V 23 121 V 22 121 V 23 121 V 23 121 V 23 121 V 23 161 V 23 121 V 23 121 V 1.000 UL LT1 5721 4329 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.05)] ] -56.0 MRshow 5865 4329 M 639 0 V 1080 720 M 0 81 V 23 0 V 23 0 V 23 0 V 22 40 V 23 0 V 23 0 V 23 40 V 23 0 V 23 0 V 22 41 V 23 0 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 40 V 23 0 V 23 41 V 23 40 V 22 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 41 V 23 40 V 23 40 V 23 81 V 23 40 V 23 41 V 23 80 V 22 41 V 23 80 V 23 81 V 23 40 V 23 81 V 23 81 V 22 120 V 23 81 V 23 81 V 23 121 V 23 80 V 23 121 V 23 121 V 22 121 V 23 121 V 23 121 V 23 161 V 23 162 V 23 161 V 22 161 V 23 162 V 23 161 V 23 201 V 23 202 V 1.000 UL LT2 5721 4089 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.1)] ] -56.0 MRshow 5865 4089 M 639 0 V 1080 720 M 0 121 V 23 0 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 0 V 23 40 V 23 0 V 22 41 V 23 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 0 V 22 40 V 23 40 V 23 41 V 23 80 V 23 41 V 23 40 V 23 40 V 22 81 V 23 40 V 23 81 V 23 81 V 23 40 V 23 81 V 22 80 V 23 121 V 23 81 V 23 80 V 23 121 V 23 81 V 23 121 V 22 121 V 23 161 V 23 121 V 23 121 V 23 161 V 23 162 V 22 161 V 23 202 V 23 161 V 23 202 V 23 201 V 23 242 V 1.000 UL LT3 5721 3849 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.2)] ] -56.0 MRshow 5865 3849 M 639 0 V 1080 720 M 0 242 V 23 0 V 23 40 V 23 41 V 22 0 V 23 40 V 23 40 V 23 41 V 23 40 V 23 40 V 22 40 V 23 41 V 23 80 V 23 41 V 23 80 V 23 41 V 23 80 V 22 81 V 23 40 V 23 121 V 23 81 V 23 81 V 23 80 V 23 121 V 22 121 V 23 121 V 23 121 V 23 121 V 23 161 V 23 121 V 22 162 V 23 201 V 23 161 V 23 202 V 23 202 V 23 201 V 23 242 V 22 202 V 1.000 UL LT4 5721 3609 M [ [(Helvetica-Oblique) 240.0 0.0 true true (max)] [(Helvetica-Oblique) 192.0 -72.0 true true (p)] [(Helvetica-Oblique) 240.0 0.0 true true ( )] [(Helvetica) 240.0 0.0 true true (=0.4)] ] -56.0 MRshow 5865 3609 M 639 0 V 1080 720 M 0 444 V 23 40 V 23 40 V 23 40 V 22 81 V 23 40 V 23 81 V 23 81 V 23 80 V 23 81 V 22 81 V 23 80 V 23 121 V 23 81 V 23 121 V 23 121 V 23 121 V 22 161 V 23 161 V 23 162 V 23 161 V 23 161 V 23 202 V 23 201 V 22 242 V 23 202 V 23 282 V 23 242 V stroke grestore end showpage %%Trailer %%DocumentFonts: Helvetica-Oblique Helvetica %%EndDocument @endspecial Fp -189 852 a(Figure) p 60 852 a(7:) p 175 852 a(Stability) p 489 852 a(re) o(gion) p 732 852 a(with) p 912 852 a(a) p 982 852 a(lar) o(ger) p 1207 852 a(processing) p 1594 852 a(speed) -189 964 y(\() p Fn(B) p Fh -71 964 a(=) p 17 964 a(10) p Fp 120 964 a([pack) o(et/ms],) p Fn 553 964 a(N) p Fh 652 964 a(=) p 739 964 a(1) p Fp(,) p Fn 822 964 a(\034) p Fh 891 964 a(=) p 979 964 a(1) p Fp 1041 964 a([ms]\).) -133 1803 y @beginspecial 50 @llx 50 @lly 410 @urx 302 @ury 2232 @rwi 867 @rhi @setspecial %%BeginDocument: figure/stability-2-1-5.eps %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 3.7 patchlevel 0 %%CreationDate: Thu Mar 2 19:17:12 2000 %%DocumentFonts: (atend) %%BoundingBox: 50 50 410 302 %%Orientation: Portrait %%EndComments /gnudict 256 dict def gnudict begin /Color false def /Solid false def /gnulinewidth 5.000 def /userlinewidth gnulinewidth def /vshift -80 def /dl {10 mul} def /hpt_ 31.5 def /vpt_ 31.5 def /hpt hpt_ def /vpt vpt_ def /M {moveto} bind def /L {lineto} bind def /R {rmoveto} bind def /V {rlineto} bind def /vpt2 vpt 2 mul def /hpt2 hpt 2 mul def /Lshow { currentpoint stroke M 0 vshift R show } def /Rshow { currentpoint stroke M dup stringwidth pop neg vshift R show } def /Cshow { currentpoint stroke M dup stringwidth pop -2 div vshift R show } def /UP { dup vpt_ mul /vpt exch def hpt_ mul /hpt exch def /hpt2 hpt 2 mul def /vpt2 vpt 2 mul def } def /DL { Color {setrgbcolor Solid {pop []} if 0 setdash } {pop pop pop Solid {pop []} if 0 setdash} ifelse } def /BL { stroke gnulinewidth 2 mul setlinewidth } def /AL { stroke gnulinewidth 2 div setlinewidth } def /UL { gnulinewidth mul /userlinewidth exch def } def /PL { stroke userlinewidth setlinewidth } def /LTb { BL [] 0 0 0 DL } def /LTa { AL [1 dl 2 dl] 0 setdash 0 0 0 setrgbcolor } def /LT0 { PL [] 1 0 0 DL } def /LT1 { PL [4 dl 2 dl] 0 1 0 DL } def /LT2 { PL [2 dl 3 dl] 0 0 1 DL } def /LT3 { PL [1 dl 1.5 dl] 1 0 1 DL } def /LT4 { PL [5 dl 2 dl 1 dl 2 dl] 0 1 1 DL } def /LT5 { PL [4 dl 3 dl 1 dl 3 dl] 1 1 0 DL } def /LT6 { PL [2 dl 2 dl 2 dl 4 dl] 0 0 0 DL } def /LT7 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 1 0.3 0 DL } def /LT8 { PL [2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 2 dl 4 dl] 0.5 0.5 0.5 DL } def /Pnt { stroke [] 0 setdash gsave 1 setlinecap M 0 0 V stroke grestore } def /Dia { stroke [] 0 setdash 2 copy vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke Pnt } def /Pls { stroke [] 0 setdash vpt sub M 0 vpt2 V currentpoint stroke M hpt neg vpt neg R hpt2 0 V stroke } def /Box { stroke [] 0 setdash 2 copy exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke Pnt } def /Crs { stroke [] 0 setdash exch hpt sub exch vpt add M hpt2 vpt2 neg V currentpoint stroke M hpt2 neg 0 R hpt2 vpt2 V stroke } def /TriU { stroke [] 0 setdash 2 copy vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke Pnt } def /Star { 2 copy Pls Crs } def /BoxF { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath fill } def /TriUF { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath fill } def /TriD { stroke [] 0 setdash 2 copy vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke Pnt } def /TriDF { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath fill} def /DiaF { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath fill } def /Pent { stroke [] 0 setdash 2 copy gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore Pnt } def /PentF { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath fill grestore } def /Circle { stroke [] 0 setdash 2 copy hpt 0 360 arc stroke Pnt } def /CircleF { stroke [] 0 setdash hpt 0 360 arc fill } def /C0 { BL [] 0 setdash 2 copy moveto vpt 90 450 arc } bind def /C1 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill vpt 0 360 arc closepath } bind def /C2 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C3 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill vpt 0 360 arc closepath } bind def /C4 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc closepath } bind def /C5 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc 2 copy moveto 2 copy vpt 180 270 arc closepath fill vpt 0 360 arc } bind def /C6 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 270 arc closepath fill vpt 0 360 arc closepath } bind def /C7 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 270 arc closepath fill vpt 0 360 arc closepath } bind def /C8 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C9 { BL [] 0 setdash 2 copy moveto 2 copy vpt 270 450 arc closepath fill vpt 0 360 arc closepath } bind def /C10 { BL [] 0 setdash 2 copy 2 copy moveto vpt 270 360 arc closepath fill 2 copy moveto 2 copy vpt 90 180 arc closepath fill vpt 0 360 arc closepath } bind def /C11 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 180 arc closepath fill 2 copy moveto 2 copy vpt 270 360 arc closepath fill vpt 0 360 arc closepath } bind def /C12 { BL [] 0 setdash 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C13 { BL [] 0 setdash 2 copy moveto 2 copy vpt 0 90 arc closepath fill 2 copy moveto 2 copy vpt 180 360 arc closepath fill vpt 0 360 arc closepath } bind def /C14 { BL [] 0 setdash 2 copy moveto 2 copy vpt 90 360 arc closepath fill vpt 0 360 arc } bind def /C15 { BL [] 0 setdash 2 copy vpt 0 360 arc closepath fill vpt 0 360 arc closepath } bind def /Rec { newpath 4 2 roll moveto 1 index 0 rlineto 0 exch rlineto neg 0 rlineto closepath } bind def /Square { dup Rec } bind def /Bsquare { vpt sub exch vpt sub exch vpt2 Square } bind def /S0 { BL [] 0 setdash 2 copy moveto 0 vpt rlineto BL Bsquare } bind def /S1 { BL [] 0 setdash 2 copy vpt Square fill Bsquare } bind def /S2 { BL [] 0 setdash 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S3 { BL [] 0 setdash 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S4 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S5 { BL [] 0 setdash 2 copy 2 copy vpt Square fill exch vpt sub exch vpt sub vpt Square fill Bsquare } bind def /S6 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill Bsquare } bind def /S7 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt vpt2 Rec fill 2 copy vpt Square fill Bsquare } bind def /S8 { BL [] 0 setdash 2 copy vpt sub vpt Square fill Bsquare } bind def /S9 { BL [] 0 setdash 2 copy vpt sub vpt vpt2 Rec fill Bsquare } bind def /S10 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S11 { BL [] 0 setdash 2 copy vpt sub vpt Square fill 2 copy exch vpt sub exch vpt2 vpt Rec fill Bsquare } bind def /S12 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill Bsquare } bind def /S13 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy vpt Square fill Bsquare } bind def /S14 { BL [] 0 setdash 2 copy exch vpt sub exch vpt sub vpt2 vpt Rec fill 2 copy exch vpt sub exch vpt Square fill Bsquare } bind def /S15 { BL [] 0 setdash 2 copy Bsquare fill Bsquare } bind def /D0 { gsave translate 45 rotate 0 0 S0 stroke grestore } bind def /D1 { gsave translate 45 rotate 0 0 S1 stroke grestore } bind def /D2 { gsave translate 45 rotate 0 0 S2 stroke grestore } bind def /D3 { gsave translate 45 rotate 0 0 S3 stroke grestore } bind def /D4 { gsave translate 45 rotate 0 0 S4 stroke grestore } bind def /D5 { gsave translate 45 rotate 0 0 S5 stroke grestore } bind def /D6 { gsave translate 45 rotate 0 0 S6 stroke grestore } bind def /D7 { gsave translate 45 rotate 0 0 S7 stroke grestore } bind def /D8 { gsave translate 45 rotate 0 0 S8 stroke grestore } bind def /D9 { gsave translate 45 rotate 0 0 S9 stroke grestore } bind def /D10 { gsave translate 45 rotate 0 0 S10 stroke grestore } bind def /D11 { gsave translate 45 rotate 0 0 S11 stroke grestore } bind def /D12 { gsave translate 45 rotate 0 0 S12 stroke grestore } bind def /D13 { gsave translate 45 rotate 0 0 S13 stroke grestore } bind def /D14 { gsave translate 45 rotate 0 0 S14 stroke grestore } bind def /D15 { gsave translate 45 rotate 0 0 S15 stroke grestore } bind def /DiaE { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V closepath stroke } def /BoxE { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V closepath stroke } def /TriUE { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V closepath stroke } def /TriDE { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V closepath stroke } def /PentE { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat closepath stroke grestore } def /CircE { stroke [] 0 setdash hpt 0 360 arc stroke } def /Opaque { gsave closepath 1 setgray fill grestore 0 setgray closepath } def /DiaW { stroke [] 0 setdash vpt add M hpt neg vpt neg V hpt vpt neg V hpt vpt V hpt neg vpt V Opaque stroke } def /BoxW { stroke [] 0 setdash exch hpt sub exch vpt add M 0 vpt2 neg V hpt2 0 V 0 vpt2 V hpt2 neg 0 V Opaque stroke } def /TriUW { stroke [] 0 setdash vpt 1.12 mul add M hpt neg vpt -1.62 mul V hpt 2 mul 0 V hpt neg vpt 1.62 mul V Opaque stroke } def /TriDW { stroke [] 0 setdash vpt 1.12 mul sub M hpt neg vpt 1.62 mul V hpt 2 mul 0 V hpt neg vpt -1.62 mul V Opaque stroke } def /PentW { stroke [] 0 setdash gsave translate 0 hpt M 4 {72 rotate 0 hpt L} repeat Opaque stroke grestore } def /CircW { stroke [] 0 setdash hpt 0 360 arc Opaque stroke } def /BoxFill { gsave Rec 1 setgray fill grestore } def /MFshow {{dup dup 0 get findfont exch 1 get scalefont setfont [ currentpoint ] exch dup 2 get 0 exch rmoveto dup dup 5 get exch 4 get {show} {stringwidth pop 0 rmoveto}ifelse dup 3 get {2 get neg 0 exch rmoveto pop} {pop aload pop moveto}ifelse} forall} bind def /MFwidth {0 exch {dup 3 get{dup dup 0 get findfont exch 1 get scalefont setfont 5 get stringwidth pop add} {pop} ifelse} forall} bind def /MLshow { currentpoint stroke M 0 exch R MFshow } bind def /MRshow { currentpoint stroke M exch dup MFwidth neg 3 -1 roll R MFshow } def /MCshow { currentpoint stroke M exch dup MFwidth -2 div 3 -1 roll R MFshow } def end %%EndProlog gnudict begin gsave 50 50 translate 0.050 0.050 scale 0 setgray newpath (Helvetica) findfont 240 scalefont setfont 1.000 UL LTb 1080 720 M 63 0 V 5649 0 R -63 0 V stroke 936 720 M [ [(Helvetica) 240.0 0.0 true true (0)] ] -80.0 MRshow 1080 1526 M 63 0 V 5649 0 R -63 0 V stroke 936 1526 M [ [(Helvetica) 240.0 0.0 true true (20)] ] -80.0 MRshow 1080 2333 M 63 0 V 5649 0 R -63 0 V stroke 936 2333 M [ [(Helvetica) 240.0 0.0 true true (40)] ] -80.0 MRshow 1080 3139 M 63 0 V 5649 0 R -63 0 V stroke 936 3139 M [ [(Helvetica) 240.0 0.0 true true (60)] ] -80.0 MRshow 1080 3946 M 63 0 V 5649 0 R -63 0 V stroke 936 3946 M [ [(Helvetica) 240.0 0.0 true true (80)] ] 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0000000000000000000000000000000000000000000000000000000000019800000000000000000000000000000000000000000000000000000000 %%EndImage %%EndPreview save countdictstack mark newpath /showpage {} def %%EndProlog %%Page 1 1 % Start of procedure set userdict /Mathdict 100 dict dup begin put % The externally visible functions are: % MathPictureStart- start page. % MathPictureEnd - finish off page. % MathSubStart - start a sub-page. % MathSubEnd - finish off a sub-page. % Mdot - draw a dot. % Mtetra - draw a filled tetragon. % Metetra - draw a filled tetragon with black edges. % Mistroke - intermediate stroke of multi-stroke line/curve. % Mfstroke - final stroke of multi-stroke line/curve. % Msboxa - compute coordinates of text bounding box. % Mshowa - plot characters. % MathScale - compute scaling info to contain array of points. %start of ISOLatin1 stuff /ISOLatin1Encoding dup where { pop pop } { [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /minus /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /asciitilde /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /dotlessi /grave /acute /circumflex /tilde /macron /breve /dotaccent /dieresis /.notdef /ring /cedilla /.notdef /hungarumlaut /ogonek /caron /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis ] def } ifelse /MFontDict 50 dict def /MStrCat { exch dup length 2 index length add string dup 3 1 roll copy length exch dup 4 2 roll exch putinterval } bind def /MCreateEncoding { 1 index 255 string cvs (-) MStrCat 1 index MStrCat cvn exch (Encoding) MStrCat cvn dup where { exch get } { pop StandardEncoding } ifelse 3 1 roll dup MFontDict exch known not { 1 index findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding 3 index def currentdict end 1 index exch definefont pop MFontDict 1 index null put } if exch pop exch pop } bind def /ISOLatin1 { (ISOLatin1) MCreateEncoding } bind def %end of ISOLatin1 stuff % Set up for the start of a page. /MathPictureStart { /Msaveobj save def /findresource where { pop /WRI-Mathematica-prolog /ProcSet findresource begin } { Mathdict begin } ifelse userdict begin /MathPictureStartHook where { /MathPictureStartHook get exec } if Mtransform Mlmarg Mbmarg translate Mwidth Mlmarg Mrmarg add sub /Mwidth exch def Mheight Mbmarg Mtmarg add sub /Mheight exch def /Mtmatrix matrix currentmatrix def /Mgmatrix matrix currentmatrix def /MathDPSFlag where { pop clientsync } if } def % Finish off a page. /MathPictureEnd { end end Msaveobj restore /MathDPSFlag where { pop } { showpage } ifelse } def %MFill fills the drawing area with the current color. /MFill { 0 0 moveto Mwidth 0 lineto Mwidth Mheight lineto 0 Mheight lineto fill } def %New device-specific optimizing operators /Mfill /.devicefill where { pop /.devicefill load def } { /fill load def } ifelse /Mstroke /.devicestroke where { pop /.devicestroke load def } { /stroke load def } ifelse % xmin xmax ymin ymax MPlotRegion alters the origin, Mwidth and Mheight % so that the picture fills the altered region /MPlotRegion { 3 index Mwidth mul 2 index Mheight mul translate exch sub Mheight mul /Mheight exch def exch sub Mwidth mul /Mwidth exch def } def % Given a rectangle, set it up as a sub-picture. /MathSubStart { Momatrix Mgmatrix Mtmatrix Mwidth Mheight 7 -2 roll moveto Mtmatrix setmatrix currentpoint Mgmatrix setmatrix 9 -2 roll moveto Mtmatrix setmatrix currentpoint 2 copy translate /Mtmatrix matrix currentmatrix def 3 -1 roll exch sub /Mheight exch def sub /Mwidth exch def } def % Restore the saved state left by the matching MathSubStart. % Note, we also leave with the new Mgmatrix as the current matrix. /MathSubEnd { /Mheight exch def /Mwidth exch def /Mtmatrix exch def dup setmatrix /Mgmatrix exch def /Momatrix exch def } def % Given a point, draw a dot. /Mdot { newpath currentlinewidth 2 div 0 360 arc fill } bind def % Given 4 points, draw the corresponding filled tetragon. /Mtetra { moveto lineto lineto lineto Mfill } bind def % Given 4 points, draw the corresponding filled tetragon with black edges. % Note, this leaves the gray level at 0 (for compatibility with the old % C code. /Metetra { moveto lineto lineto lineto closepath gsave Mfill grestore 0 setgray Mstroke } bind def % Mistroke is called to stroke intermediate parts of a path. It makes % sure to resynchronize the dashing pattern and to leave the current point % as the final point of the path. /Mistroke { flattenpath 0 0 0 { 4 2 roll pop pop } { 4 -1 roll 2 index sub dup mul 4 -1 roll 2 index sub dup mul add sqrt 4 -1 roll add 3 1 roll } { stop } { stop } pathforall pop pop currentpoint Mstroke moveto currentdash 3 -1 roll add setdash } bind def % Mfstroke is called to stroke the final parts of a path. It resets % the dashing pattern to compensate for any adjustments made by Mistroke. /Mfstroke { Mstroke currentdash pop 0 setdash } bind def % Mrotsboxa is the same as Msboxa except that it takes an angle % from the stack and the box is calculated for text rendered at this angle. % It gsaves in case we are starting a MathSubStart % save Mrot so that Msboxa can convert bouding box back to the non-rotated % coordinate system % call Mrotcheck to alter the offsets into the rotated system % converts Mtmatrix to render in the rotated system % the calls Msboxa which does all the work % at the end Mtmatrix is restored and Mrot is reset to 0 /Mrotsboxa { gsave dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def grestore Msboxa 3 -1 roll /Mtmatrix exch def /Mrot 0 def } bind def % Given an array of strings ([str...]), which represent consecutive lines % of text, a position in graphics coordinates (gx,gy) and a position in % the bounding box coordinates (sx,sy), compute the low and high coordinates % of the resulting text, in the [gx gy tx ty] form, which corresponds to % the point (gx,gy) (in graphics coordinates) plus the offset (tx,ty) (in % text coordinates). % Note, Msboxa assumes that the current matrix is the text matrix. % Mboxout is called in case we are in Mouter to make the box bigger % Mboxrot adjusts the box to account for a rotation to convert the box % into a nonrotated coordinate system % /Msboxa { newpath 5 -1 roll Mvboxa pop Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Msboxa1 5 -3 roll Msboxa1 Mboxrot [ 7 -2 roll 2 copy [ 3 1 roll 10 -1 roll 9 -1 roll ] 6 1 roll 5 -2 roll ] } bind def % Msboxa1 is an internal function which, given a bounding box coordinate % (sz), and the bounding box limits (blz and bhz), computes the actual % offsets (tlz = (blz-bhz)(sz+1)/2, thz = (blz-bhz)(sz-1)/2). /Msboxa1 { sub 2 div dup 2 index 1 add mul 3 -1 roll -1 add 3 -1 roll mul } bind def % Given a (non-empty) array of strings ([str...]) which represent consecutive % lines of text, compute the total bounding box assuming that we start at % (0,0) and the array of y offsets to place the lines correctly. % Note, Mvboxa assumes that the current matrix is the text matrix. % Note, Mvboxa does not alter the current path. % The vertical spacing is set so that the bounding boxes of adjacent lines % are .3 times the width of an `m' apart. /Mvboxa { gsave newpath [ true 3 -1 roll { Mbbox 5 -1 roll { 0 5 1 roll } { 7 -1 roll exch sub (m) stringwidth pop .3 mul sub 7 1 roll 6 -1 roll 4 -1 roll Mmin 3 -1 roll 5 index add 5 -1 roll 4 -1 roll Mmax 4 -1 roll } ifelse false } forall { stop } if counttomark 1 add 4 roll ] grestore } bind def % Given a string, compute the bounding box assuming that we start at (0,0). % Note, the path is assumed to be empty, and we are assumed to be in text % coordinates. Allows for long strings. /Mbbox { 1 dict begin 0 0 moveto /temp (T) def { gsave currentpoint newpath moveto temp 0 3 -1 roll put temp false charpath flattenpath currentpoint pathbbox grestore moveto lineto moveto} forall pathbbox newpath end } bind def % Compute the minimum of two numbers. /Mmin { 2 copy gt { exch } if pop } bind def % Compute the maximum of two numbers. /Mmax { 2 copy lt { exch } if pop } bind def % % Mrotwork saves Mrot (not really needed but saved anyway) % calls Mrotcheck to adjust the offsets into the rotated coordinate system % converts Mtmatrix to render in the rotated system % /Mrotwork { dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def Mgmatrix setmatrix } def % % Mrotshowa is the same as Mshowa except that it takes an angle % from the stack and the text is rendered at this angle. % It call Mrotwork to do all the rotation work. % Then it calls Mshowa which does all the drawing work. % At the end Mtmatrix is restored and Mrot is reset to zero. % /Mrotshowa { Mrotwork Mshowa /Mtmatrix exch def /Mrot 0 def } def % % Draws rotated text with a background. % /Mrotback { 7 1 roll dup 8 1 roll Mrotwork 8 -2 roll Mshowback /Mtmatrix exch def /Mrot 0 def } def % % Given an array of strings ([str...]), which represent consecutive lines % of text, a position in graphics coordinates (gx,gy) and a position in % the bounding box coordinates (sx,sy), display the strings. % Mboxout is called in case we are in Mouter % /Mshowa { 4 -2 roll moveto 2 index Mtmatrix setmatrix Mvboxa 7 1 roll Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Mshowa1 4 1 roll Mshowa1 rmoveto currentpoint Mshowax pop pop pop pop Mgmatrix setmatrix } def % % The background box of text is increased by the % size of an "m" % /Madjust { (m) stringwidth pop mul dup 4 -1 roll add 3 1 roll add } def % % % /Mbuildcoord { 7 index 7 index 4 -1 roll 4 -1 roll index exch index Mabsadd } def % % If the text is rotated then translate to the drawing point. % Rotate then translate back. Do not do this if the angle % of rotation is 0. % /Mrotate { 8 index 0 ne { 13 copy 4 -2 roll pop pop 6 -2 roll pop pop 4 -1 roll 3 -1 roll sub 6 -1 roll mul 3 1 roll sub 4 -1 roll mul 3 -1 roll 5 1 roll Mabsadd 2 copy translate 3 -1 roll rotate exch -1 mul exch -1 mul translate } if 9 -1 roll pop } def % % Draw text but into a box with a certain color. % Uses Msboxa to build the box. % /Mshowback { gsave exec 6 copy pop Msboxa aload pop 0.5 Madjust 5 -1 roll aload pop Mrotate -0.5 Madjust 4 -1 roll pop 3 -1 roll pop 3 4 Mbuildcoord moveto 3 4 Mbuildcoord lineto 3 6 Mbuildcoord lineto 5 6 Mbuildcoord lineto 5 4 Mbuildcoord lineto pop pop pop pop pop pop fill grestore Mshowa } def % This is used for fixedwidth fonts % It simply shows each string and advances the y direction by the offset % /Mshowax { 0 1 4 index length -1 add { 2 index 4 index 2 index get 3 index add moveto 4 index exch get Mfixdash { Mfixdashp } if show } for } def % Fix if all dashes and length > 1 /Mfixdashp { dup length 1 gt 1 index true exch { 45 eq and } forall and { gsave (--) stringwidth pop (-) stringwidth pop sub 2 div 0 rmoveto dup length 1 sub { (-) show } repeat grestore } if } bind def % Mshowa1 is an internal routine which, given a bounding box coordinate % (sz), and the bounding box limits if we started drawing at 0 (tlz and thz), % computes the offset at which to start drawing % (relz = (sz-1)tlz/2 - (sz+1)thz/2 = sz(tlz-thz)/2-(tlz+thz)/2). /Mshowa1 { 2 copy add 4 1 roll sub mul sub -2 div } bind def % Given the x and y scaling to user coordinates and an array of points to % fit (xbias xscale ybias yscale [pnts]), set up the scaling. The array % must contain atleast two points, and the last two must be of the form % [gxlow gylow 0 0] and [gxhigh gyhigh 0 0]. % Note, MathScale assumes that we are already scaled so that the active area % is the rectangle [0,Mwidth-Mlmarg-Mrmarg]x[0,Mheight-Mbmarg-Mtmarg]. % also keep bias and scale info for PostScript commands /MathScale { Mwidth Mheight Mlp /MathScaleHook where { /MathScaleHook get exec } if translate scale pop pop pop pop pop pop pop pop /yscale exch def /ybias exch def /xscale exch def /xbias exch def /Momatrix xscale yscale matrix scale xbias ybias matrix translate matrix concatmatrix def /Mgmatrix matrix currentmatrix def } def % Given a non-empty array of points to fit ([p]) and a maximum width (sx) % and height (sy) find the largest scale (Ax and Ay) and offsets (Bx and By) % such that the transformation % [gx gy tx ty] -> (Ax gx + tx + bx, Ay gy + ty + By) % maps the points into the rectangle [0,sx]x[0,sy] /Mlp { 3 copy Mlpfirst { Mnodistort { Mmin dup } if 4 index 2 index 2 index Mlprun 16 -8 roll 21 8 roll 11 index 11 -1 roll 10 -4 roll Mlp1 8 index 9 -5 roll Mlp1 4 -1 roll and { exit } if 15 -8 roll pop pop pop pop pop pop pop pop 3 -1 roll pop pop } loop exch 3 1 roll 7 -3 roll pop pop pop } def % Given an array of points in the [gx gy tx ty] form, with the last two % being [gxlow gylow 0 0] and [gxhigh gyhigh 0 0], and the width and height % (sx and sy) in which to fit them, compute the maximum scaling (Ax and Ay). /Mlpfirst { 3 -1 roll dup length 2 copy -2 add get aload pop pop pop 4 -2 roll -1 add get aload pop pop pop 6 -1 roll 3 -1 roll 5 -1 roll sub div 4 1 roll exch sub div } bind def % Given a non-empty array of points to fit ([pnts]) and scale factors % for graphics->text (Ax and Ay), compute the limiting points. /Mlprun { 2 copy 4 index 0 get dup 4 1 roll Mlprun1 3 copy 8 -2 roll 9 -1 roll { 3 copy Mlprun1 3 copy 11 -3 roll /gt Mlpminmax 8 3 roll 11 -3 roll /lt Mlpminmax 8 3 roll } forall pop pop pop pop 3 1 roll pop pop aload pop 5 -1 roll aload pop 8 copy exch 6 -1 roll Mlprun2 8 2 roll 4 -1 roll Mlprun2 6 2 roll 3 -1 roll Mlprun2 4 2 roll exch Mlprun2 6 2 roll } bind def % Given scale factors for graphics->text (Ax and Ay) and a point in the % [gx gy tx ty] form, return the text x and y coordinate that results. /Mlprun1 { aload pop exch 6 -1 roll 5 -1 roll mul add 4 -2 roll mul 3 -1 roll add } bind def % Given a low and high coordinate, compute the center and width. /Mlprun2 { 2 copy add 2 div 3 1 roll exch sub } bind def % Given two points stored as [gx gy tx ty] followed by the scaled % result (rx, ry), and a comparison function (lt or gt) leave the % point which is the minimum (or maximum) in each dimension. /Mlpminmax { cvx 2 index 6 index 2 index exec { 7 -3 roll 4 -1 roll } if 1 index 5 index 3 -1 roll exec { 4 1 roll pop 5 -1 roll aload pop pop 4 -1 roll aload pop [ 8 -2 roll pop 5 -2 roll pop 6 -2 roll pop 5 -1 roll ] 4 1 roll pop } { pop pop pop } ifelse } bind def % Given a size (s), graphics->text scale (A), text center (ct), text % width (wt), graphics center (cg) and graphics width (wg), compute % a new graphics->text scale (Anew) and offset (B) and whether or not % we are done. % Note, the mysterious .99999 is magic juju which is supposed to ward % off the possibility that floating point errors would cause this % routine to return the old A and yet claim not-done. /Mlp1 { 5 index 3 index sub 5 index 2 index mul 1 index le 1 index 0 le or dup not { 1 index 3 index div .99999 mul 8 -1 roll pop 7 1 roll } if 8 -1 roll 2 div 7 -2 roll pop sub 5 index 6 -3 roll pop pop mul sub exch } bind def % The following are the workings of the tick, axes and plot labels. % NOTE a possible source of confusion is that for xticks ie tickmarks on % the x axis we keep y information and vice versa for yticks % % When Minner is found then % % assumes that box starts at zero on the left lower side % % 0) if outflag = 1 then intop = 0, inrht = 0 outflag = 0 % 1) Save intop largest top of box % 2) Save inrht largest rht of box % 3) set inflag notifies that inner marks are present % % When Mouter is found then % % if inflag is set then % 1) get vecx and vecy off the stack (points in direcn to move) % 2) vecx < 1 xadrht = inrht*abs(vecx) % 3) vecx > 1 xadlft = inrht*abs(vecx) % 4) vecy < 1 yadtop = intop*abs(vecy) % 5) vecy > 1 yadbot = intop*abs(vecy) % 6) set outflag = 1 % 7) clear inflag, inrht, intop % guaranteed to be zero if no inner is present?? % % % These all have effects in Mrotsboxa and Mrotshowa % check inflag and if set % % 1) increase top of bbox by yadtop % 2) decrease bot of bbox by yadbot % 3) increase rht of bbox by xadrht % 4) increase lft of bbox by xadlft % 5) clear outflag, yadtop, yadbot, % xadrht, xadlft % % % This saves the top right corner of the bounding box as a side effect % This is to allow the adjustment of text placed with Mouter so that % it misses the Minner text. It is assumed that the ang is 0 % in the same way it is assumed that the text of Mouter is 0 or 90 % /Minner { outflag 1 eq { /outflag 0 def /intop 0 def /inrht 0 def } if 5 index gsave Mtmatrix setmatrix Mvboxa pop grestore 3 -1 roll pop dup intop gt { /intop exch def } { pop } ifelse dup inrht gt { /inrht exch def } { pop } ifelse pop /inflag 1 def } def % This takes two number off the stack and uses them as a vector in graphics % coordinates which points in the direction in which the Mouter text is to move % it calculates the bouding box adjustments yadtop yadbot xadrht and xadlft % these are in Mboxout to adjust the bounding box to compensate. /Mouter { /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def inflag 1 eq { dup 0 lt { dup intop mul neg /yadtop exch def } if dup 0 gt { dup intop mul /yadbot exch def } if pop dup 0 lt { dup inrht mul neg /xadrht exch def } if dup 0 gt { dup inrht mul /xadlft exch def } if pop /outflag 1 def } { pop pop} ifelse /inflag 0 def /inrht 0 def /intop 0 def } def % % This adjusts the bounding box to account for adjacent text % This allows the two text strings to avoid each other % current matrix is the text matrix /Mboxout { outflag 1 eq { 4 -1 roll xadlft leadjust add sub 4 1 roll 3 -1 roll yadbot leadjust add sub 3 1 roll exch xadrht leadjust add add exch yadtop leadjust add add /outflag 0 def /xadlft 0 def /yadbot 0 def /xadrht 0 def /yadtop 0 def } if } def /leadjust { (m) stringwidth pop .5 mul } bind def % The offsets sx and sy refer to the graphics coordinate system % thus they must be altered if a rotation has taken place. % We must also change the bounding box computations for Minner % /Mrotcheck { dup 90 eq { % % Mouter only applies to strings which are either at 0 or 90 % sort out the box adjust factors % % xadrht -> yadbot % xadlft -> yadtop % yadtop -> xadrht % yadbot -> xadlft yadbot /yadbot xadrht def /xadrht yadtop def /yadtop xadlft def /xadlft exch def } if dup cos 1 index sin Checkaux dup cos 1 index sin neg exch Checkaux 3 1 roll pop pop } def % % Checkaux is an auxilliary function for Mrotcheck it multiplies a % row vector by a column vector % /Checkaux { 4 index exch 4 index mul 3 1 roll mul add 4 1 roll } bind def % % Mboxrot converts the bounding box back from the rotated coordinate % system to the Mgmatrix system to compensate for a rotation % It has the opposite functionality of Mrotcheck % This is not the most neatest or most efficient implementation but it works % /Mboxrot { Mrot 90 eq { % old tlx thx tly thy % new -thy -tly tlx thx % brotaux 4 2 roll } if Mrot 180 eq { % old tlx thx tly thy % new -thx -tlx -thx -tly % 4 2 roll brotaux 4 2 roll brotaux } if Mrot 270 eq { % old tlx thx tly thy % new tly thy -thx -tlx % 4 2 roll brotaux } if } def % % auxilliary function negate and reverse /brotaux { neg exch neg } bind def % % Mabsproc takes a measurement in the default user units and converts % it to the present units. This allows absolute thickness and dashing % to work. It works by using a {0, x} vector and using the RMS of the result. /Mabsproc { 0 matrix defaultmatrix dtransform idtransform dup mul exch dup mul add sqrt } bind def % % Mabswid allows the linewidth to be specified in absolute coordinates % It does this by recording the graphics transformation matrix at the % begining of the plot. % This will break if the scaling in the x and y directions is % different. This is the case if Mnodistort is false % /Mabswid { Mabsproc setlinewidth } bind def % Mabsdash allows the dashing pattern to be specified in absolute coordinates % It does this by recording the graphics transformation matrix at the % begining of the plot. % This will break if the scaling in the x and y directions is % different. This is the case if Mnodistort is false % /Mabsdash { exch [ exch { Mabsproc } forall ] exch setdash } bind def % % Mabs takes a pair of coordinates in points % and converts them into a pair of coordinates in % the current drawing scheme % /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def % % Mabs takes a pair of numbers in drawing coordinates % and a pair in points. It converts the points to % drawing coordinates and adds them to the first pair. % /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def % % These two procedures are for using Offset coordinates % with MathScale computations % /Mabsfix1 { 3 -1 roll /ar exch def ar 2 get 3 -1 roll add exch ar 3 get add ar 3 3 -1 roll put ar 2 3 -1 roll put ar } bind def /Mabsfix { 2 copy 6 -1 roll 3 1 roll Mabsfix1 4 1 roll Mabsfix1 } bind def %MBeginOrig start coordinates in user coordinates /MBeginOrig { Momatrix concat} bind def %MEndOrig start coordinates in user coordinates /MEndOrig { Mgmatrix setmatrix} bind def /sampledsound where { pop } { /MathDPSFlag where { pop /sampledsound { clientsync } def } { /sampledsound { exch pop exch 5 1 roll mul 4 idiv mul 2 idiv exch pop exch /Mtempproc exch def { Mtempproc pop } repeat } def } ifelse } ifelse % Define setrgbcolor for those ancient PostScript devices lacking it /setrgbcolor dup where { pop pop } { { .114 mul exch .587 mul add exch .299 mul add setgray } bind def } ifelse % % now simple conversion of cmykcolor to rgbcolor % subtract k and then take complements /setcmykcolor where { pop} { /setcmykcolor { 4 1 roll [ 4 1 roll ] { 1 index sub 1 sub neg dup 0 lt { pop 0 } if dup 1 gt { pop 1 } if exch } forall pop setrgbcolor } bind def } ifelse % Here are the short operators /g /setgray load def /k /setcmykcolor load def /m /moveto load def /p /gsave load def /r /setrgbcolor load def /w /setlinewidth load def /C /curveto load def /F /Mfill load def /L /lineto load def /P /grestore load def /s /Mstroke load def /Mcharproc { currentfile (x) readhexstring pop 0 get exch div } bind def /Mshadeproc { dup 3 1 roll { dup Mcharproc 3 1 roll } repeat 1 eq { setgray } { 3 eq { setrgbcolor } { setcmykcolor } ifelse } ifelse } bind def /Mrectproc { 3 index 2 index moveto 2 index 3 -1 roll lineto dup 3 1 roll lineto lineto Mfill } bind def /Mcolorimage { 7 1 roll pop pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index 9 index Mshadeproc Mrectproc } for pop } for pop pop pop pop } bind def /Mimage { pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index Mcharproc setgray Mrectproc } for pop } for pop pop pop } bind def % Default values for variables /Mlmarg 1.0 72 mul def /Mrmarg 1.0 72 mul def /Mbmarg 1.0 72 mul def /Mtmarg 1.0 72 mul def /Mwidth 8.5 72 mul def /Mheight 11 72 mul def /Mtransform { } bind def /Mnodistort true def /Mfixdash false def /Mrot 0 def /intop 0 def /inrht 0 def /inflag 0 def /outflag 0 def /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def /defineresource where { pop /WRI-Mathematica-prolog currentdict /ProcSet defineresource pop } if end %KLUDGE until Mathematica output uses resources directly userdict /MathPictureStart { /findresource where { pop /WRI-Mathematica-prolog /ProcSet findresource } { Mathdict } ifelse /MathPictureStart get exec } put MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% SurfaceGraphics /Helvetica findfont 14 scalefont setfont % Scaling calculations -2.57498e-17 1 -0.159884 1 [ [.04364 -0.01241 -2.62861 -9 ] [.04364 -0.01241 3.37139 0 ] [.27182 -0.01248 -2.8143 -9 ] [.27182 -0.01248 3.1857 0 ] [.5 -0.0125 -6 -9 ] [.5 -0.0125 6 0 ] [.72818 -0.01248 -6.37139 -9 ] [.72818 -0.01248 5.62861 0 ] [.95636 -0.01241 -6.74278 -9 ] [.95636 -0.01241 5.25722 0 ] [.5 -0.075 -5 -9.8125 ] [.5 -0.075 5 0 ] [1.0125 .34012 0 -4.5 ] [1.0125 .34012 6 4.5 ] [.96095 .40674 0 -4.5 ] [.96095 .40674 12 4.5 ] [.91904 .4609 0 -4.5 ] [.91904 .4609 12 4.5 ] [.88429 .50581 0 -4.5 ] [.88429 .50581 12 4.5 ] [.85502 .54365 0 -4.5 ] [.85502 .54365 12 4.5 ] [.83002 .57596 0 -4.5 ] [.83002 .57596 18 4.5 ] [.96339 .48436 0 -4.90625 ] [.96339 .48436 10 4.90625 ] [.02961 0 -6 -4.5 ] [.02961 0 0 4.5 ] [.02222 .05968 -18 -4.5 ] [.02222 .05968 0 4.5 ] [.01459 .12132 -18 -4.5 ] [.01459 .12132 0 4.5 ] [.0067 .18502 -18 -4.5 ] [.0067 .18502 0 4.5 ] [-0.00145 .25088 -18 -4.5 ] [-0.00145 .25088 0 4.5 ] [-0.05302 .16258 -10 -4.90625 ] [-0.05302 .16258 0 4.90625 ] [ 0 0 0 0 ] [ 1 .57596 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .04211 0 m .95789 0 L s .04211 0 m .04134 .0062 L s [(0)] .04364 -0.01241 -0.1238 1 Mshowa .27105 0 m .27067 .00624 L s [(5)] .27182 -0.01248 -0.0619 1 Mshowa .5 0 m .5 .00625 L s [(10)] .5 -0.0125 0 1 Mshowa .72895 0 m .72933 .00624 L s [(15)] .72818 -0.01248 .0619 1 Mshowa .95789 0 m .95866 .0062 L s [(20)] .95636 -0.01241 .1238 1 Mshowa .125 Mabswid .08789 0 m .08748 .00373 L s .13368 0 m .13331 .00373 L s .17947 0 m .17915 .00374 L s .22526 0 m .22499 .00374 L s .31684 0 m .31666 .00375 L s .36263 0 m .36249 .00375 L s .40842 0 m .40833 .00375 L s .45421 0 m .45416 .00375 L s .54579 0 m .54584 .00375 L s .59158 0 m .59167 .00375 L s .63737 0 m .63751 .00375 L s .68316 0 m .68334 .00375 L s .77474 0 m .77501 .00374 L s .82053 0 m .82085 .00374 L s .86632 0 m .86669 .00373 L s .91211 0 m .91252 .00373 L s gsave .5 -0.075 -66 -13.8125 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (X) show 1.000 setlinewidth grestore .25 Mabswid 1 .34012 m .81752 .57596 L s 1 .34012 m .99375 .34012 L s [(0)] 1.0125 .34012 -1 0 Mshowa .94845 .40674 m .9422 .40674 L s [(20)] .96095 .40674 -1 0 Mshowa .90654 .4609 m .90029 .4609 L s [(40)] .91904 .4609 -1 0 Mshowa .87179 .50581 m .86554 .50581 L s [(60)] .88429 .50581 -1 0 Mshowa .84252 .54365 m .83627 .54365 L s [(80)] .85502 .54365 -1 0 Mshowa .81752 .57596 m .81127 .57596 L s [(100)] .83002 .57596 -1 0 Mshowa .125 Mabswid .98603 .35817 m .98228 .35817 L s .97283 .37524 m .96908 .37524 L s .96032 .3914 m .95657 .3914 L s .93719 .4213 m .93344 .4213 L s .92647 .43515 m .92272 .43515 L s .91627 .44833 m .91252 .44833 L s .89726 .4729 m .89351 .4729 L s .88839 .48436 m .88464 .48436 L s .87991 .49532 m .87616 .49532 L s .86402 .51587 m .86027 .51587 L s .85656 .52551 m .85281 .52551 L s .8494 .53476 m .84565 .53476 L s .83591 .5522 m .83216 .5522 L s .82955 .56042 m .8258 .56042 L s .82342 .56833 m .81967 .56833 L s gsave .96339 .48436 -61 -8.90625 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Y) show 1.000 setlinewidth grestore .25 Mabswid .04211 0 m 0 .34012 L s .04211 0 m .04836 0 L s [(1)] .02961 0 1 0 Mshowa .03472 .05968 m .04097 .05968 L s [(0.9)] .02222 .05968 1 0 Mshowa .02709 .12132 m .03334 .12132 L s [(0.8)] .01459 .12132 1 0 Mshowa .0192 .18502 m .02545 .18502 L s [(0.7)] .0067 .18502 1 0 Mshowa .01105 .25088 m .0173 .25088 L s [(0.6)] -0.00145 .25088 1 0 Mshowa gsave -0.05302 .16258 -71 -8.90625 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 17.8125 translate 1 -1 scale 63.000 11.250 moveto /Courier /Courier-MISO MISOfy /Courier-MISO findfont 14.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Z) show 1.000 setlinewidth grestore .04211 0 m 0 .34012 L s 0 .34012 m .18248 .57596 L s .18248 .57596 m .2 .34012 L s .2 .34012 m .04211 0 L s .95789 0 m .8 .34012 L s .8 .34012 m .81752 .57596 L s .81752 .57596 m 1 .34012 L s 1 .34012 m .95789 0 L s .04211 0 m 0 .34012 L s 0 .34012 m 1 .34012 L s 1 .34012 m .95789 0 L s .95789 0 m .04211 0 L s .2 .34012 m .8 .34012 L s .8 .34012 m .81752 .57596 L s .81752 .57596 m .18248 .57596 L s .18248 .57596 m .2 .34012 L s 0 0 m 1 0 L 1 .57596 L 0 .57596 L closepath clip newpath 0 0 .566 r .18771 .4713 .1898 .4774 .20118 .4954 .1992 .48871 Mtetra 0 0 .287 r .1992 .48871 .20118 .4954 .21162 .52882 .20995 .51854 Mtetra 0 .018 .586 r .20995 .51854 .21162 .52882 .22339 .54491 .22131 .54183 Mtetra .625 .94 .956 r .22131 .54183 .22339 .54491 .23652 .54057 .23455 .53745 Mtetra .647 .95 .949 r .23455 .53745 .23652 .54057 .24966 .53573 .24779 .53256 Mtetra .67 .96 .941 r .24779 .53256 .24966 .53573 .2628 .53036 .26103 .52712 Mtetra .693 .968 .931 r .26103 .52712 .2628 .53036 .27594 .52438 .27427 .52107 Mtetra .716 .977 .919 r .27427 .52107 .27594 .52438 .28907 .51776 .28751 .51437 Mtetra .739 .984 .906 r .28751 .51437 .28907 .51776 .3022 .51044 .30074 .50695 Mtetra .762 .989 .892 r .30074 .50695 .3022 .51044 .31532 .50236 .31396 .49875 Mtetra .783 .994 .876 r .31396 .49875 .31532 .50236 .32842 .49348 .32716 .48973 Mtetra .804 .997 .858 r .32716 .48973 .32842 .49348 .3415 .48373 .34034 .47983 Mtetra .824 .998 .84 r .34034 .47983 .3415 .48373 .35455 .47307 .35349 .469 Mtetra .842 .998 .821 r .35349 .469 .35455 .47307 .36757 .46147 .36661 .4572 Mtetra .858 .997 .801 r .36661 .4572 .36757 .46147 .38054 .44887 .37969 .44439 Mtetra .873 .994 .781 r .37969 .44439 .38054 .44887 .39347 .43524 .39271 .43053 Mtetra .886 .991 .761 r .39271 .43053 .39347 .43524 .40633 .42057 .40568 .41559 Mtetra .898 .987 .742 r .40568 .41559 .40633 .42057 .41913 .40482 .41857 .39956 Mtetra .908 .982 .723 r .41857 .39956 .41913 .40482 .43185 .38799 .43139 .38243 Mtetra .917 .976 .705 r .43139 .38243 .43185 .38799 .44449 .37008 .44411 .36418 Mtetra .925 .97 .688 r .44411 .36418 .44449 .37008 .45703 .35107 .45674 .34483 Mtetra .851 .967 .875 r .45674 .34483 .45703 .35107 .46939 .34012 .46917 .33554 Mtetra .518 .816 .999 r .46917 .33554 .46939 .34012 .48163 .34012 .4815 .33554 Mtetra .4815 .33554 .48163 .34012 .49388 .34012 .49383 .33554 Mtetra .49383 .33554 .49388 .34012 .50612 .34012 .50617 .33554 Mtetra .78979 .33554 .78776 .34012 .8 .34012 .80213 .33554 Mtetra .77746 .33554 .77551 .34012 .78776 .34012 .78979 .33554 Mtetra .76513 .33554 .76327 .34012 .77551 .34012 .77746 .33554 Mtetra .7528 .33554 .75102 .34012 .76327 .34012 .76513 .33554 Mtetra .74047 .33554 .73878 .34012 .75102 .34012 .7528 .33554 Mtetra .72814 .33554 .72653 .34012 .73878 .34012 .74047 .33554 Mtetra .7158 .33554 .71429 .34012 .72653 .34012 .72814 .33554 Mtetra .70347 .33554 .70204 .34012 .71429 .34012 .7158 .33554 Mtetra .69114 .33554 .6898 .34012 .70204 .34012 .70347 .33554 Mtetra .67881 .33554 .67755 .34012 .6898 .34012 .69114 .33554 Mtetra .66648 .33554 .66531 .34012 .67755 .34012 .67881 .33554 Mtetra .65415 .33554 .65306 .34012 .66531 .34012 .66648 .33554 Mtetra .64181 .33554 .64082 .34012 .65306 .34012 .65415 .33554 Mtetra .62948 .33554 .62857 .34012 .64082 .34012 .64181 .33554 Mtetra .61715 .33554 .61633 .34012 .62857 .34012 .62948 .33554 Mtetra .60482 .33554 .60408 .34012 .61633 .34012 .61715 .33554 Mtetra .59249 .33554 .59184 .34012 .60408 .34012 .60482 .33554 Mtetra .58016 .33554 .57959 .34012 .59184 .34012 .59249 .33554 Mtetra .56782 .33554 .56735 .34012 .57959 .34012 .58016 .33554 Mtetra .55549 .33554 .5551 .34012 .56735 .34012 .56782 .33554 Mtetra .54316 .33554 .54286 .34012 .5551 .34012 .55549 .33554 Mtetra .53083 .33554 .53061 .34012 .54286 .34012 .54316 .33554 Mtetra .5185 .33554 .51837 .34012 .53061 .34012 .53083 .33554 Mtetra .50617 .33554 .50612 .34012 .51837 .34012 .5185 .33554 Mtetra 0 .015 .585 r .18558 .46514 .18771 .4713 .1992 .48871 .19719 .48203 Mtetra 0 0 .335 r .19719 .48203 .1992 .48871 .20995 .51854 .20818 .50941 Mtetra 0 0 .415 r .20818 .50941 .20995 .51854 .22131 .54183 .21921 .5387 Mtetra .626 .941 .956 r .21921 .5387 .22131 .54183 .23455 .53745 .23255 .53427 Mtetra .648 .95 .949 r .23255 .53427 .23455 .53745 .24779 .53256 .24589 .52934 Mtetra .67 .96 .94 r .24589 .52934 .24779 .53256 .26103 .52712 .25923 .52383 Mtetra .694 .969 .93 r .25923 .52383 .26103 .52712 .27427 .52107 .27258 .51771 Mtetra .717 .977 .919 r .27258 .51771 .27427 .52107 .28751 .51437 .28592 .51092 Mtetra .74 .984 .905 r .28592 .51092 .28751 .51437 .30074 .50695 .29925 .5034 Mtetra .763 .99 .89 r .29925 .5034 .30074 .50695 .31396 .49875 .31258 .49508 Mtetra .785 .994 .874 r .31258 .49508 .31396 .49875 .32716 .48973 .32588 .48593 Mtetra .806 .997 .856 r .32588 .48593 .32716 .48973 .34034 .47983 .33917 .47587 Mtetra .826 .998 .838 r .33917 .47587 .34034 .47983 .35349 .469 .35242 .46486 Mtetra .844 .998 .818 r .35242 .46486 .35349 .469 .36661 .4572 .36565 .45286 Mtetra .86 .997 .798 r .36565 .45286 .36661 .4572 .37969 .44439 .37882 .43982 Mtetra .875 .994 .778 r .37882 .43982 .37969 .44439 .39271 .43053 .39195 .42571 Mtetra .888 .99 .759 r .39195 .42571 .39271 .43053 .40568 .41559 .40501 .41051 Mtetra .9 .986 .739 r .40501 .41051 .40568 .41559 .41857 .39956 .418 .39419 Mtetra .91 .981 .72 r .418 .39419 .41857 .39956 .43139 .38243 .43091 .37673 Mtetra .919 .975 .702 r .43091 .37673 .43139 .38243 .44411 .36418 .44373 .35815 Mtetra .927 .969 .685 r .44373 .35815 .44411 .36418 .45674 .34483 .45645 .33843 Mtetra .82 .95 .905 r .45645 .33843 .45674 .34483 .46917 .33554 .46895 .33089 Mtetra .518 .816 .999 r .46895 .33089 .46917 .33554 .4815 .33554 .48137 .33089 Mtetra .48137 .33089 .4815 .33554 .49383 .33554 .49379 .33089 Mtetra .49379 .33089 .49383 .33554 .50617 .33554 .50621 .33089 Mtetra .79186 .33089 .78979 .33554 .80213 .33554 .80428 .33089 Mtetra .77944 .33089 .77746 .33554 .78979 .33554 .79186 .33089 Mtetra .76702 .33089 .76513 .33554 .77746 .33554 .77944 .33089 Mtetra .7546 .33089 .7528 .33554 .76513 .33554 .76702 .33089 Mtetra .74218 .33089 .74047 .33554 .7528 .33554 .7546 .33089 Mtetra .72976 .33089 .72814 .33554 .74047 .33554 .74218 .33089 Mtetra .71734 .33089 .7158 .33554 .72814 .33554 .72976 .33089 Mtetra .70493 .33089 .70347 .33554 .7158 .33554 .71734 .33089 Mtetra .69251 .33089 .69114 .33554 .70347 .33554 .70493 .33089 Mtetra .68009 .33089 .67881 .33554 .69114 .33554 .69251 .33089 Mtetra .66767 .33089 .66648 .33554 .67881 .33554 .68009 .33089 Mtetra .65525 .33089 .65415 .33554 .66648 .33554 .66767 .33089 Mtetra .64283 .33089 .64181 .33554 .65415 .33554 .65525 .33089 Mtetra .63041 .33089 .62948 .33554 .64181 .33554 .64283 .33089 Mtetra .61799 .33089 .61715 .33554 .62948 .33554 .63041 .33089 Mtetra .60557 .33089 .60482 .33554 .61715 .33554 .61799 .33089 Mtetra .59315 .33089 .59249 .33554 .60482 .33554 .60557 .33089 Mtetra .58073 .33089 .58016 .33554 .59249 .33554 .59315 .33089 Mtetra .56831 .33089 .56782 .33554 .58016 .33554 .58073 .33089 Mtetra .55589 .33089 .55549 .33554 .56782 .33554 .56831 .33089 Mtetra .54347 .33089 .54316 .33554 .55549 .33554 .55589 .33089 Mtetra .53105 .33089 .53083 .33554 .54316 .33554 .54347 .33089 Mtetra .51863 .33089 .5185 .33554 .53083 .33554 .53105 .33089 Mtetra .50621 .33089 .50617 .33554 .5185 .33554 .51863 .33089 Mtetra 0 .037 .603 r .18342 .45893 .18558 .46514 .19719 .48203 .19514 .47535 Mtetra 0 0 .374 r .19514 .47535 .19719 .48203 .20818 .50941 .20633 .50089 Mtetra 0 0 .294 r .20633 .50089 .20818 .50941 .21921 .5387 .21707 .53553 Mtetra .626 .941 .956 r .21707 .53553 .21921 .5387 .23255 .53427 .23051 .53106 Mtetra .648 .951 .948 r .23051 .53106 .23255 .53427 .24589 .52934 .24396 .52607 Mtetra .671 .96 .94 r .24396 .52607 .24589 .52934 .25923 .52383 .25741 .5205 Mtetra .695 .969 .93 r .25741 .5205 .25923 .52383 .27258 .51771 .27086 .51431 Mtetra .718 .977 .918 r .27086 .51431 .27258 .51771 .28592 .51092 .28431 .50742 Mtetra .742 .984 .904 r .28431 .50742 .28592 .51092 .29925 .5034 .29775 .49979 Mtetra .765 .99 .889 r .29775 .49979 .29925 .5034 .31258 .49508 .31118 .49135 Mtetra .787 .994 .873 r .31118 .49135 .31258 .49508 .32588 .48593 .32459 .48205 Mtetra .808 .997 .855 r .32459 .48205 .32588 .48593 .33917 .47587 .33798 .47183 Mtetra .828 .998 .836 r .33798 .47183 .33917 .47587 .35242 .46486 .35134 .46064 Mtetra .846 .998 .816 r .35134 .46064 .35242 .46486 .36565 .45286 .36467 .44843 Mtetra .862 .996 .796 r .36467 .44843 .36565 .45286 .37882 .43982 .37795 .43516 Mtetra .877 .993 .776 r .37795 .43516 .37882 .43982 .39195 .42571 .39117 .4208 Mtetra .89 .99 .756 r .39117 .4208 .39195 .42571 .40501 .41051 .40434 .40531 Mtetra .902 .985 .736 r .40434 .40531 .40501 .41051 .418 .39419 .41743 .38868 Mtetra .912 .979 .717 r .41743 .38868 .418 .39419 .43091 .37673 .43044 .3709 Mtetra .921 .974 .699 r .43044 .3709 .43091 .37673 .44373 .35815 .44335 .35196 Mtetra .929 .968 .681 r .44335 .35196 .44373 .35815 .45645 .33843 .45616 .33187 Mtetra .779 .924 .932 r .45616 .33187 .45645 .33843 .46895 .33089 .46873 .32618 Mtetra .518 .816 .999 r .46873 .32618 .46895 .33089 .48137 .33089 .48124 .32618 Mtetra .48124 .32618 .48137 .33089 .49379 .33089 .49375 .32618 Mtetra .49375 .32618 .49379 .33089 .50621 .33089 .50625 .32618 Mtetra .79396 .32618 .79186 .33089 .80428 .33089 .80647 .32618 Mtetra .78145 .32618 .77944 .33089 .79186 .33089 .79396 .32618 Mtetra .76894 .32618 .76702 .33089 .77944 .33089 .78145 .32618 Mtetra .75643 .32618 .7546 .33089 .76702 .33089 .76894 .32618 Mtetra .74393 .32618 .74218 .33089 .7546 .33089 .75643 .32618 Mtetra .73142 .32618 .72976 .33089 .74218 .33089 .74393 .32618 Mtetra .71891 .32618 .71734 .33089 .72976 .33089 .73142 .32618 Mtetra .7064 .32618 .70493 .33089 .71734 .33089 .71891 .32618 Mtetra .69389 .32618 .69251 .33089 .70493 .33089 .7064 .32618 Mtetra .68138 .32618 .68009 .33089 .69251 .33089 .69389 .32618 Mtetra .66887 .32618 .66767 .33089 .68009 .33089 .68138 .32618 Mtetra .65636 .32618 .65525 .33089 .66767 .33089 .66887 .32618 Mtetra .64385 .32618 .64283 .33089 .65525 .33089 .65636 .32618 Mtetra .63134 .32618 .63041 .33089 .64283 .33089 .64385 .32618 Mtetra .61884 .32618 .61799 .33089 .63041 .33089 .63134 .32618 Mtetra .60633 .32618 .60557 .33089 .61799 .33089 .61884 .32618 Mtetra .59382 .32618 .59315 .33089 .60557 .33089 .60633 .32618 Mtetra .58131 .32618 .58073 .33089 .59315 .33089 .59382 .32618 Mtetra .5688 .32618 .56831 .33089 .58073 .33089 .58131 .32618 Mtetra .55629 .32618 .55589 .33089 .56831 .33089 .5688 .32618 Mtetra .54378 .32618 .54347 .33089 .55589 .33089 .55629 .32618 Mtetra .53127 .32618 .53105 .33089 .54347 .33089 .54378 .32618 Mtetra .51876 .32618 .51863 .33089 .53105 .33089 .53127 .32618 Mtetra .50625 .32618 .50621 .33089 .51863 .33089 .51876 .32618 Mtetra 0 .058 .62 r .18123 .45266 .18342 .45893 .19514 .47535 .19307 .46864 Mtetra 0 0 .409 r .19307 .46864 .19514 .47535 .20633 .50089 .20443 .49272 Mtetra 0 0 .208 r .20443 .49272 .20633 .50089 .21707 .53553 .2149 .53232 Mtetra .626 .941 .955 r .2149 .53232 .21707 .53553 .23051 .53106 .22845 .5278 Mtetra .649 .951 .948 r .22845 .5278 .23051 .53106 .24396 .52607 .242 .52275 Mtetra .672 .961 .939 r .242 .52275 .24396 .52607 .25741 .5205 .25556 .51712 Mtetra .696 .97 .929 r .25556 .51712 .25741 .5205 .27086 .51431 .26912 .51084 Mtetra .72 .978 .917 r .26912 .51084 .27086 .51431 .28431 .50742 .28267 .50387 Mtetra .744 .985 .903 r .28267 .50387 .28431 .50742 .29775 .49979 .29622 .49613 Mtetra .767 .991 .888 r .29622 .49613 .29775 .49979 .31118 .49135 .30976 .48756 Mtetra .789 .995 .871 r .30976 .48756 .31118 .49135 .32459 .48205 .32328 .47811 Mtetra .81 .997 .853 r .32328 .47811 .32459 .48205 .33798 .47183 .33677 .46772 Mtetra .83 .998 .834 r .33677 .46772 .33798 .47183 .35134 .46064 .35024 .45634 Mtetra .848 .998 .814 r .35024 .45634 .35134 .46064 .36467 .44843 .36367 .44391 Mtetra .864 .996 .793 r .36367 .44391 .36467 .44843 .37795 .43516 .37706 .4304 Mtetra .879 .993 .773 r .37706 .4304 .37795 .43516 .39117 .4208 .39039 .41577 Mtetra .892 .989 .753 r .39039 .41577 .39117 .4208 .40434 .40531 .40366 .4 Mtetra .904 .984 .733 r .40366 .4 .40434 .40531 .41743 .38868 .41685 .38305 Mtetra .914 .978 .714 r .41685 .38305 .41743 .38868 .43044 .3709 .42995 .36492 Mtetra .923 .972 .696 r .42995 .36492 .43044 .3709 .44335 .35196 .44296 .34562 Mtetra .93 .966 .678 r .44296 .34562 .44335 .35196 .45616 .33187 .45586 .32514 Mtetra .727 .888 .954 r .45586 .32514 .45616 .33187 .46873 .32618 .4685 .3214 Mtetra .518 .816 .999 r .4685 .3214 .46873 .32618 .48124 .32618 .4811 .3214 Mtetra .4811 .3214 .48124 .32618 .49375 .32618 .4937 .3214 Mtetra .4937 .3214 .49375 .32618 .50625 .32618 .5063 .3214 Mtetra .79609 .3214 .79396 .32618 .80647 .32618 .80869 .3214 Mtetra .78349 .3214 .78145 .32618 .79396 .32618 .79609 .3214 Mtetra .77089 .3214 .76894 .32618 .78145 .32618 .78349 .3214 Mtetra .75829 .3214 .75643 .32618 .76894 .32618 .77089 .3214 Mtetra .74569 .3214 .74393 .32618 .75643 .32618 .75829 .3214 Mtetra .73309 .3214 .73142 .32618 .74393 .32618 .74569 .3214 Mtetra .72049 .3214 .71891 .32618 .73142 .32618 .73309 .3214 Mtetra .70789 .3214 .7064 .32618 .71891 .32618 .72049 .3214 Mtetra .69529 .3214 .69389 .32618 .7064 .32618 .70789 .3214 Mtetra .68269 .3214 .68138 .32618 .69389 .32618 .69529 .3214 Mtetra .67009 .3214 .66887 .32618 .68138 .32618 .68269 .3214 Mtetra .65749 .3214 .65636 .32618 .66887 .32618 .67009 .3214 Mtetra .6449 .3214 .64385 .32618 .65636 .32618 .65749 .3214 Mtetra .6323 .3214 .63134 .32618 .64385 .32618 .6449 .3214 Mtetra .6197 .3214 .61884 .32618 .63134 .32618 .6323 .3214 Mtetra .6071 .3214 .60633 .32618 .61884 .32618 .6197 .3214 Mtetra .5945 .3214 .59382 .32618 .60633 .32618 .6071 .3214 Mtetra .5819 .3214 .58131 .32618 .59382 .32618 .5945 .3214 Mtetra .5693 .3214 .5688 .32618 .58131 .32618 .5819 .3214 Mtetra .5567 .3214 .55629 .32618 .5688 .32618 .5693 .3214 Mtetra .5441 .3214 .54378 .32618 .55629 .32618 .5567 .3214 Mtetra .5315 .3214 .53127 .32618 .54378 .32618 .5441 .3214 Mtetra .5189 .3214 .51876 .32618 .53127 .32618 .5315 .3214 Mtetra .5063 .3214 .50625 .32618 .51876 .32618 .5189 .3214 Mtetra 0 .078 .636 r .17901 .44632 .18123 .45266 .19307 .46864 .19095 .46191 Mtetra 0 0 .44 r .19095 .46191 .19307 .46864 .20443 .49272 .20248 .48478 Mtetra .703 .443 0 r .20248 .48478 .20443 .49272 .2149 .53232 .21269 .52905 Mtetra .627 .941 .955 r .21269 .52905 .2149 .53232 .22845 .5278 .22635 .52449 Mtetra .649 .952 .948 r .22635 .52449 .22845 .5278 .242 .52275 .24001 .51939 Mtetra .673 .961 .939 r .24001 .51939 .242 .52275 .25556 .51712 .25368 .51369 Mtetra .697 .97 .928 r .25368 .51369 .25556 .51712 .26912 .51084 .26735 .50733 Mtetra .721 .978 .916 r .26735 .50733 .26912 .51084 .28267 .50387 .28101 .50026 Mtetra .745 .985 .902 r .28101 .50026 .28267 .50387 .29622 .49613 .29467 .4924 Mtetra .769 .991 .886 r .29467 .4924 .29622 .49613 .30976 .48756 .30831 .4837 Mtetra .791 .995 .869 r .30831 .4837 .30976 .48756 .32328 .47811 .32194 .4741 Mtetra .812 .997 .851 r .32194 .4741 .32328 .47811 .33677 .46772 .33555 .46354 Mtetra .832 .998 .831 r .33555 .46354 .33677 .46772 .35024 .45634 .34913 .45195 Mtetra .85 .998 .811 r .34913 .45195 .35024 .45634 .36367 .44391 .36267 .4393 Mtetra .867 .996 .791 r .36267 .4393 .36367 .44391 .37706 .4304 .37616 .42554 Mtetra .881 .992 .77 r .37616 .42554 .37706 .4304 .39039 .41577 .38959 .41064 Mtetra .894 .988 .75 r .38959 .41064 .39039 .41577 .40366 .4 .40296 .39456 Mtetra .906 .983 .73 r .40296 .39456 .40366 .4 .41685 .38305 .41626 .37728 Mtetra .916 .977 .711 r .41626 .37728 .41685 .38305 .42995 .36492 .42946 .3588 Mtetra .925 .971 .692 r .42946 .3588 .42995 .36492 .44296 .34562 .44257 .33911 Mtetra .932 .965 .675 r .44257 .33911 .44296 .34562 .45586 .32514 .45556 .31822 Mtetra .664 .839 .967 r .45556 .31822 .45586 .32514 .4685 .3214 .46827 .31655 Mtetra .518 .816 .999 r .46827 .31655 .4685 .3214 .4811 .3214 .48096 .31655 Mtetra .48096 .31655 .4811 .3214 .4937 .3214 .49365 .31655 Mtetra .49365 .31655 .4937 .3214 .5063 .3214 .50635 .31655 Mtetra .79825 .31655 .79609 .3214 .80869 .3214 .81094 .31655 Mtetra .78556 .31655 .78349 .3214 .79609 .3214 .79825 .31655 Mtetra .77287 .31655 .77089 .3214 .78349 .3214 .78556 .31655 Mtetra .76018 .31655 .75829 .3214 .77089 .3214 .77287 .31655 Mtetra .74748 .31655 .74569 .3214 .75829 .3214 .76018 .31655 Mtetra .73479 .31655 .73309 .3214 .74569 .3214 .74748 .31655 Mtetra .7221 .31655 .72049 .3214 .73309 .3214 .73479 .31655 Mtetra .70941 .31655 .70789 .3214 .72049 .3214 .7221 .31655 Mtetra .69672 .31655 .69529 .3214 .70789 .3214 .70941 .31655 Mtetra .68403 .31655 .68269 .3214 .69529 .3214 .69672 .31655 Mtetra .67133 .31655 .67009 .3214 .68269 .3214 .68403 .31655 Mtetra .65864 .31655 .65749 .3214 .67009 .3214 .67133 .31655 Mtetra .64595 .31655 .6449 .3214 .65749 .3214 .65864 .31655 Mtetra .63326 .31655 .6323 .3214 .6449 .3214 .64595 .31655 Mtetra .62057 .31655 .6197 .3214 .6323 .3214 .63326 .31655 Mtetra .60788 .31655 .6071 .3214 .6197 .3214 .62057 .31655 Mtetra .59519 .31655 .5945 .3214 .6071 .3214 .60788 .31655 Mtetra .58249 .31655 .5819 .3214 .5945 .3214 .59519 .31655 Mtetra .5698 .31655 .5693 .3214 .5819 .3214 .58249 .31655 Mtetra .55711 .31655 .5567 .3214 .5693 .3214 .5698 .31655 Mtetra .54442 .31655 .5441 .3214 .5567 .3214 .55711 .31655 Mtetra .53173 .31655 .5315 .3214 .5441 .3214 .54442 .31655 Mtetra .51904 .31655 .5189 .3214 .5315 .3214 .53173 .31655 Mtetra .50635 .31655 .5063 .3214 .5189 .3214 .51904 .31655 Mtetra 0 .097 .651 r .17675 .43991 .17901 .44632 .19095 .46191 .18881 .45513 Mtetra 0 0 .468 r .18881 .45513 .19095 .46191 .20248 .48478 .20048 .47699 Mtetra .739 .482 0 r .20048 .47699 .20248 .48478 .21269 .52905 .21045 .52574 Mtetra .627 .942 .955 r .21045 .52574 .21269 .52905 .22635 .52449 .22422 .52113 Mtetra .65 .952 .947 r .22422 .52113 .22635 .52449 .24001 .51939 .238 .51597 Mtetra .674 .962 .938 r .238 .51597 .24001 .51939 .25368 .51369 .25177 .5102 Mtetra .698 .971 .928 r .25177 .5102 .25368 .51369 .26735 .50733 .26555 .50376 Mtetra .723 .979 .915 r .26555 .50376 .26735 .50733 .28101 .50026 .27932 .49659 Mtetra .747 .986 .901 r .27932 .49659 .28101 .50026 .29467 .4924 .29309 .48861 Mtetra .771 .991 .885 r .29309 .48861 .29467 .4924 .30831 .4837 .30685 .47978 Mtetra .793 .995 .868 r .30685 .47978 .30831 .4837 .32194 .4741 .32059 .47002 Mtetra .815 .998 .849 r .32059 .47002 .32194 .4741 .33555 .46354 .33431 .45927 Mtetra .834 .998 .829 r .33431 .45927 .33555 .46354 .34913 .45195 .348 .44748 Mtetra .853 .997 .809 r .348 .44748 .34913 .45195 .36267 .4393 .36164 .4346 Mtetra .869 .995 .788 r .36164 .4346 .36267 .4393 .37616 .42554 .37525 .42058 Mtetra .884 .992 .767 r .37525 .42058 .37616 .42554 .38959 .41064 .38879 .40538 Mtetra .897 .987 .746 r .38879 .40538 .38959 .41064 .40296 .39456 .40227 .38899 Mtetra .908 .982 .726 r .40227 .38899 .40296 .39456 .41626 .37728 .41566 .37137 Mtetra .918 .976 .707 r .41566 .37137 .41626 .37728 .42946 .3588 .42897 .35252 Mtetra .927 .97 .689 r .42897 .35252 .42946 .3588 .44257 .33911 .44217 .33243 Mtetra .933 .965 .679 r .44217 .33243 .44257 .33911 .45556 .31822 .45525 .31163 Mtetra .592 .799 .979 r .45525 .31163 .45556 .31822 .46827 .31655 .46804 .31163 Mtetra .518 .816 .999 r .46804 .31163 .46827 .31655 .48096 .31655 .48082 .31163 Mtetra .48082 .31163 .48096 .31655 .49365 .31655 .49361 .31163 Mtetra .49361 .31163 .49365 .31655 .50635 .31655 .50639 .31163 Mtetra .80044 .31163 .79825 .31655 .81094 .31655 .81323 .31163 Mtetra .78766 .31163 .78556 .31655 .79825 .31655 .80044 .31163 Mtetra .77487 .31163 .77287 .31655 .78556 .31655 .78766 .31163 Mtetra .76209 .31163 .76018 .31655 .77287 .31655 .77487 .31163 Mtetra .7493 .31163 .74748 .31655 .76018 .31655 .76209 .31163 Mtetra .73652 .31163 .73479 .31655 .74748 .31655 .7493 .31163 Mtetra .72373 .31163 .7221 .31655 .73479 .31655 .73652 .31163 Mtetra .71095 .31163 .70941 .31655 .7221 .31655 .72373 .31163 Mtetra .69816 .31163 .69672 .31655 .70941 .31655 .71095 .31163 Mtetra .68538 .31163 .68403 .31655 .69672 .31655 .69816 .31163 Mtetra .67259 .31163 .67133 .31655 .68403 .31655 .68538 .31163 Mtetra .65981 .31163 .65864 .31655 .67133 .31655 .67259 .31163 Mtetra .64702 .31163 .64595 .31655 .65864 .31655 .65981 .31163 Mtetra .63424 .31163 .63326 .31655 .64595 .31655 .64702 .31163 Mtetra .62145 .31163 .62057 .31655 .63326 .31655 .63424 .31163 Mtetra .60867 .31163 .60788 .31655 .62057 .31655 .62145 .31163 Mtetra .59589 .31163 .59519 .31655 .60788 .31655 .60867 .31163 Mtetra .5831 .31163 .58249 .31655 .59519 .31655 .59589 .31163 Mtetra .57032 .31163 .5698 .31655 .58249 .31655 .5831 .31163 Mtetra .55753 .31163 .55711 .31655 .5698 .31655 .57032 .31163 Mtetra .54475 .31163 .54442 .31655 .55711 .31655 .55753 .31163 Mtetra .53196 .31163 .53173 .31655 .54442 .31655 .54475 .31163 Mtetra .51918 .31163 .51904 .31655 .53173 .31655 .53196 .31163 Mtetra .50639 .31163 .50635 .31655 .51904 .31655 .51918 .31163 Mtetra 0 .116 .665 r .17447 .43343 .17675 .43991 .18881 .45513 .18663 .44831 Mtetra 0 0 .494 r .18663 .44831 .18881 .45513 .20048 .47699 .19845 .46929 Mtetra .766 .512 0 r .19845 .46929 .20048 .47699 .21045 .52574 .20818 .52239 Mtetra .628 .942 .954 r .20818 .52239 .21045 .52574 .22422 .52113 .22206 .51773 Mtetra .651 .952 .947 r .22206 .51773 .22422 .52113 .238 .51597 .23594 .51251 Mtetra .675 .962 .938 r .23594 .51251 .238 .51597 .25177 .5102 .24983 .50666 Mtetra .699 .971 .927 r .24983 .50666 .25177 .5102 .26555 .50376 .26372 .50014 Mtetra .724 .979 .914 r .26372 .50014 .26555 .50376 .27932 .49659 .27761 .49286 Mtetra .749 .986 .9 r .27761 .49286 .27932 .49659 .29309 .48861 .29149 .48476 Mtetra .773 .992 .884 r .29149 .48476 .29309 .48861 .30685 .47978 .30536 .47579 Mtetra .795 .996 .866 r .30536 .47579 .30685 .47978 .32059 .47002 .31922 .46586 Mtetra .817 .998 .847 r .31922 .46586 .32059 .47002 .33431 .45927 .33305 .45492 Mtetra .837 .998 .827 r .33305 .45492 .33431 .45927 .348 .44748 .34685 .44292 Mtetra .855 .997 .806 r .34685 .44292 .348 .44748 .36164 .4346 .36061 .42979 Mtetra .871 .995 .785 r .36061 .42979 .36164 .4346 .37525 .42058 .37432 .4155 Mtetra .886 .991 .764 r .37432 .4155 .37525 .42058 .38879 .40538 .38797 .40001 Mtetra .899 .986 .743 r .38797 .40001 .38879 .40538 .40227 .38899 .40156 .38328 Mtetra .91 .981 .723 r .40156 .38328 .40227 .38899 .41566 .37137 .41506 .3653 Mtetra .92 .975 .704 r .41506 .3653 .41566 .37137 .42897 .35252 .42847 .34607 Mtetra .929 .968 .685 r .42847 .34607 .42897 .35252 .44217 .33243 .44177 .32557 Mtetra .93 .971 .713 r .44177 .32557 .44217 .33243 .45525 .31163 .45492 .30663 Mtetra .518 .816 .999 r .45492 .30663 .45525 .31163 .46804 .31163 .4678 .30663 Mtetra .4678 .30663 .46804 .31163 .48082 .31163 .48068 .30663 Mtetra .48068 .30663 .48082 .31163 .49361 .31163 .49356 .30663 Mtetra .49356 .30663 .49361 .31163 .50639 .31163 .50644 .30663 Mtetra .80266 .30663 .80044 .31163 .81323 .31163 .81554 .30663 Mtetra .78979 .30663 .78766 .31163 .80044 .31163 .80266 .30663 Mtetra .77691 .30663 .77487 .31163 .78766 .31163 .78979 .30663 Mtetra .76403 .30663 .76209 .31163 .77487 .31163 .77691 .30663 Mtetra .75115 .30663 .7493 .31163 .76209 .31163 .76403 .30663 Mtetra .73827 .30663 .73652 .31163 .7493 .31163 .75115 .30663 Mtetra .72539 .30663 .72373 .31163 .73652 .31163 .73827 .30663 Mtetra .71251 .30663 .71095 .31163 .72373 .31163 .72539 .30663 Mtetra .69963 .30663 .69816 .31163 .71095 .31163 .71251 .30663 Mtetra .68675 .30663 .68538 .31163 .69816 .31163 .69963 .30663 Mtetra .67387 .30663 .67259 .31163 .68538 .31163 .68675 .30663 Mtetra .66099 .30663 .65981 .31163 .67259 .31163 .67387 .30663 Mtetra .64811 .30663 .64702 .31163 .65981 .31163 .66099 .30663 Mtetra .63523 .30663 .63424 .31163 .64702 .31163 .64811 .30663 Mtetra .62235 .30663 .62145 .31163 .63424 .31163 .63523 .30663 Mtetra .60947 .30663 .60867 .31163 .62145 .31163 .62235 .30663 Mtetra .5966 .30663 .59589 .31163 .60867 .31163 .60947 .30663 Mtetra .58372 .30663 .5831 .31163 .59589 .31163 .5966 .30663 Mtetra .57084 .30663 .57032 .31163 .5831 .31163 .58372 .30663 Mtetra .55796 .30663 .55753 .31163 .57032 .31163 .57084 .30663 Mtetra .54508 .30663 .54475 .31163 .55753 .31163 .55796 .30663 Mtetra .5322 .30663 .53196 .31163 .54475 .31163 .54508 .30663 Mtetra .51932 .30663 .51918 .31163 .53196 .31163 .5322 .30663 Mtetra .50644 .30663 .50639 .31163 .51918 .31163 .51932 .30663 Mtetra 0 .133 .678 r .17215 .42687 .17447 .43343 .18663 .44831 .18442 .44143 Mtetra 0 0 .517 r .18442 .44143 .18663 .44831 .19845 .46929 .19637 .46164 Mtetra .692 .417 0 r .19637 .46164 .19845 .46929 .20818 .52239 .20703 .50226 Mtetra .481 .473 .772 r .20703 .50226 .20818 .52239 .22206 .51773 .21986 .51427 Mtetra .651 .953 .946 r .21986 .51427 .22206 .51773 .23594 .51251 .23386 .50899 Mtetra .676 .963 .937 r .23386 .50899 .23594 .51251 .24983 .50666 .24786 .50307 Mtetra .701 .972 .926 r .24786 .50307 .24983 .50666 .26372 .50014 .26187 .49645 Mtetra .726 .98 .913 r .26187 .49645 .26372 .50014 .27761 .49286 .27587 .48907 Mtetra .751 .987 .898 r .27587 .48907 .27761 .49286 .29149 .48476 .28987 .48085 Mtetra .775 .992 .882 r .28987 .48085 .29149 .48476 .30536 .47579 .30385 .47172 Mtetra .798 .996 .864 r .30385 .47172 .30536 .47579 .31922 .46586 .31782 .46162 Mtetra .819 .998 .844 r .31782 .46162 .31922 .46586 .33305 .45492 .33177 .45049 Mtetra .839 .998 .824 r .33177 .45049 .33305 .45492 .34685 .44292 .34568 .43826 Mtetra .857 .997 .803 r .34568 .43826 .34685 .44292 .36061 .42979 .35956 .42488 Mtetra .874 .994 .782 r .35956 .42488 .36061 .42979 .37432 .4155 .37338 .41031 Mtetra .888 .99 .761 r .37338 .41031 .37432 .4155 .38797 .40001 .38715 .3945 Mtetra .901 .985 .74 r .38715 .3945 .38797 .40001 .40156 .38328 .40084 .37743 Mtetra .912 .98 .72 r .40084 .37743 .40156 .38328 .41506 .3653 .41445 .35908 Mtetra .922 .973 .7 r .41445 .35908 .41506 .3653 .42847 .34607 .42796 .33944 Mtetra .931 .967 .682 r .42796 .33944 .42847 .34607 .44177 .32557 .44136 .31851 Mtetra .922 .976 .749 r .44136 .31851 .44177 .32557 .45492 .30663 .45459 .30156 Mtetra .518 .816 .999 r .45459 .30156 .45492 .30663 .4678 .30663 .46756 .30156 Mtetra .46756 .30156 .4678 .30663 .48068 .30663 .48054 .30156 Mtetra .48054 .30156 .48068 .30663 .49356 .30663 .49351 .30156 Mtetra .49351 .30156 .49356 .30663 .50644 .30663 .50649 .30156 Mtetra .80492 .30156 .80266 .30663 .81554 .30663 .8179 .30156 Mtetra .79195 .30156 .78979 .30663 .80266 .30663 .80492 .30156 Mtetra .77897 .30156 .77691 .30663 .78979 .30663 .79195 .30156 Mtetra .766 .30156 .76403 .30663 .77691 .30663 .77897 .30156 Mtetra .75302 .30156 .75115 .30663 .76403 .30663 .766 .30156 Mtetra .74004 .30156 .73827 .30663 .75115 .30663 .75302 .30156 Mtetra .72707 .30156 .72539 .30663 .73827 .30663 .74004 .30156 Mtetra .71409 .30156 .71251 .30663 .72539 .30663 .72707 .30156 Mtetra .70112 .30156 .69963 .30663 .71251 .30663 .71409 .30156 Mtetra .68814 .30156 .68675 .30663 .69963 .30663 .70112 .30156 Mtetra .67517 .30156 .67387 .30663 .68675 .30663 .68814 .30156 Mtetra .66219 .30156 .66099 .30663 .67387 .30663 .67517 .30156 Mtetra .64922 .30156 .64811 .30663 .66099 .30663 .66219 .30156 Mtetra .63624 .30156 .63523 .30663 .64811 .30663 .64922 .30156 Mtetra .62327 .30156 .62235 .30663 .63523 .30663 .63624 .30156 Mtetra .61029 .30156 .60947 .30663 .62235 .30663 .62327 .30156 Mtetra .59732 .30156 .5966 .30663 .60947 .30663 .61029 .30156 Mtetra .58434 .30156 .58372 .30663 .5966 .30663 .59732 .30156 Mtetra .57136 .30156 .57084 .30663 .58372 .30663 .58434 .30156 Mtetra .55839 .30156 .55796 .30663 .57084 .30663 .57136 .30156 Mtetra .54541 .30156 .54508 .30663 .55796 .30663 .55839 .30156 Mtetra .53244 .30156 .5322 .30663 .54508 .30663 .54541 .30156 Mtetra .51946 .30156 .51932 .30663 .5322 .30663 .53244 .30156 Mtetra .50649 .30156 .50644 .30663 .51932 .30663 .51946 .30156 Mtetra 0 .15 .691 r .16979 .42022 .17215 .42687 .18442 .44143 .18217 .43449 Mtetra 0 0 .539 r .18217 .43449 .18442 .44143 .19637 .46164 .19426 .45403 Mtetra 0 0 .241 r .19426 .45403 .19637 .46164 .20703 .50226 .20537 .48923 Mtetra 0 .155 .674 r .20537 .48923 .20703 .50226 .21986 .51427 .21763 .51076 Mtetra .652 .953 .946 r .21763 .51076 .21986 .51427 .23386 .50899 .23174 .50542 Mtetra .677 .963 .937 r .23174 .50542 .23386 .50899 .24786 .50307 .24586 .49942 Mtetra .702 .972 .925 r .24586 .49942 .24786 .50307 .26187 .49645 .25998 .49271 Mtetra .727 .981 .912 r .25998 .49271 .26187 .49645 .27587 .48907 .2741 .48522 Mtetra .753 .987 .897 r .2741 .48522 .27587 .48907 .28987 .48085 .28822 .47686 Mtetra .777 .993 .88 r .28822 .47686 .28987 .48085 .30385 .47172 .30232 .46758 Mtetra .8 .996 .862 r .30232 .46758 .30385 .47172 .31782 .46162 .31641 .45731 Mtetra .822 .998 .842 r .31641 .45731 .31782 .46162 .33177 .45049 .33047 .44597 Mtetra .842 .998 .822 r .33047 .44597 .33177 .45049 .34568 .43826 .3445 .4335 Mtetra .86 .997 .8 r .3445 .4335 .34568 .43826 .35956 .42488 .35849 .41986 Mtetra .876 .994 .779 r .35849 .41986 .35956 .42488 .37338 .41031 .37243 .40499 Mtetra .891 .989 .757 r .37243 .40499 .37338 .41031 .38715 .3945 .38631 .38886 Mtetra .904 .984 .736 r .38631 .38886 .38715 .3945 .40084 .37743 .40011 .37143 Mtetra .915 .978 .716 r .40011 .37143 .40084 .37743 .41445 .35908 .41383 .35269 Mtetra .924 .972 .697 r .41383 .35269 .41445 .35908 .42796 .33944 .42745 .33263 Mtetra .933 .965 .678 r .42745 .33263 .42796 .33944 .44136 .31851 .44095 .31126 Mtetra .91 .976 .787 r .44095 .31126 .44136 .31851 .45459 .30156 .45424 .29642 Mtetra .518 .816 .999 r .45424 .29642 .45459 .30156 .46756 .30156 .46732 .29642 Mtetra .46732 .29642 .46756 .30156 .48054 .30156 .48039 .29642 Mtetra .48039 .29642 .48054 .30156 .49351 .30156 .49346 .29642 Mtetra .49346 .29642 .49351 .30156 .50649 .30156 .50654 .29642 Mtetra .80721 .29642 .80492 .30156 .8179 .30156 .82029 .29642 Mtetra .79414 .29642 .79195 .30156 .80492 .30156 .80721 .29642 Mtetra .78107 .29642 .77897 .30156 .79195 .30156 .79414 .29642 Mtetra .76799 .29642 .766 .30156 .77897 .30156 .78107 .29642 Mtetra .75492 .29642 .75302 .30156 .766 .30156 .76799 .29642 Mtetra .74185 .29642 .74004 .30156 .75302 .30156 .75492 .29642 Mtetra .72878 .29642 .72707 .30156 .74004 .30156 .74185 .29642 Mtetra .7157 .29642 .71409 .30156 .72707 .30156 .72878 .29642 Mtetra .70263 .29642 .70112 .30156 .71409 .30156 .7157 .29642 Mtetra .68956 .29642 .68814 .30156 .70112 .30156 .70263 .29642 Mtetra .67648 .29642 .67517 .30156 .68814 .30156 .68956 .29642 Mtetra .66341 .29642 .66219 .30156 .67517 .30156 .67648 .29642 Mtetra .65034 .29642 .64922 .30156 .66219 .30156 .66341 .29642 Mtetra .63727 .29642 .63624 .30156 .64922 .30156 .65034 .29642 Mtetra .62419 .29642 .62327 .30156 .63624 .30156 .63727 .29642 Mtetra .61112 .29642 .61029 .30156 .62327 .30156 .62419 .29642 Mtetra .59805 .29642 .59732 .30156 .61029 .30156 .61112 .29642 Mtetra .58497 .29642 .58434 .30156 .59732 .30156 .59805 .29642 Mtetra .5719 .29642 .57136 .30156 .58434 .30156 .58497 .29642 Mtetra .55883 .29642 .55839 .30156 .57136 .30156 .5719 .29642 Mtetra .54576 .29642 .54541 .30156 .55839 .30156 .55883 .29642 Mtetra .53268 .29642 .53244 .30156 .54541 .30156 .54576 .29642 Mtetra .51961 .29642 .51946 .30156 .53244 .30156 .53268 .29642 Mtetra .50654 .29642 .50649 .30156 .51946 .30156 .51961 .29642 Mtetra 0 .167 .703 r .1674 .41349 .16979 .42022 .18217 .43449 .17989 .42749 Mtetra 0 0 .559 r .17989 .42749 .18217 .43449 .19426 .45403 .1921 .44641 Mtetra 0 0 .292 r .1921 .44641 .19426 .45403 .20537 .48923 .20352 .47833 Mtetra 0 0 .481 r .20352 .47833 .20537 .48923 .21763 .51076 .21536 .5072 Mtetra .653 .954 .946 r .21536 .5072 .21763 .51076 .23174 .50542 .22959 .50179 Mtetra .678 .964 .936 r .22959 .50179 .23174 .50542 .24586 .49942 .24383 .49572 Mtetra .704 .973 .925 r .24383 .49572 .24586 .49942 .25998 .49271 .25807 .48891 Mtetra .729 .981 .911 r .25807 .48891 .25998 .49271 .2741 .48522 .27231 .4813 Mtetra .755 .988 .896 r .27231 .4813 .2741 .48522 .28822 .47686 .28654 .47281 Mtetra .779 .993 .879 r .28654 .47281 .28822 .47686 .30232 .46758 .30077 .46337 Mtetra .802 .997 .86 r .30077 .46337 .30232 .46758 .31641 .45731 .31497 .45291 Mtetra .824 .998 .84 r .31497 .45291 .31641 .45731 .33047 .44597 .32916 .44135 Mtetra .844 .998 .819 r .32916 .44135 .33047 .44597 .3445 .4335 .34331 .42864 Mtetra .863 .996 .797 r .34331 .42864 .3445 .4335 .35849 .41986 .35741 .41473 Mtetra .879 .993 .775 r .35741 .41473 .35849 .41986 .37243 .40499 .37147 .39955 Mtetra .893 .989 .754 r .37147 .39955 .37243 .40499 .38631 .38886 .38546 .38307 Mtetra .906 .983 .733 r .38546 .38307 .38631 .38886 .40011 .37143 .39938 .36527 Mtetra .917 .977 .712 r .39938 .36527 .40011 .37143 .41383 .35269 .4132 .34613 Mtetra .926 .971 .693 r .4132 .34613 .41383 .35269 .42745 .33263 .42693 .32563 Mtetra .935 .964 .675 r .42693 .32563 .42745 .33263 .44095 .31126 .44054 .30378 Mtetra .891 .971 .828 r .44054 .30378 .44095 .31126 .45424 .29642 .4539 .2912 Mtetra .518 .816 .999 r .4539 .2912 .45424 .29642 .46732 .29642 .46707 .2912 Mtetra .46707 .2912 .46732 .29642 .48039 .29642 .48024 .2912 Mtetra .48024 .2912 .48039 .29642 .49346 .29642 .49341 .2912 Mtetra .49341 .2912 .49346 .29642 .50654 .29642 .50659 .2912 Mtetra .80954 .2912 .80721 .29642 .82029 .29642 .82271 .2912 Mtetra .79637 .2912 .79414 .29642 .80721 .29642 .80954 .2912 Mtetra .78319 .2912 .78107 .29642 .79414 .29642 .79637 .2912 Mtetra .77002 .2912 .76799 .29642 .78107 .29642 .78319 .2912 Mtetra .75685 .2912 .75492 .29642 .76799 .29642 .77002 .2912 Mtetra .74368 .2912 .74185 .29642 .75492 .29642 .75685 .2912 Mtetra .73051 .2912 .72878 .29642 .74185 .29642 .74368 .2912 Mtetra .71734 .2912 .7157 .29642 .72878 .29642 .73051 .2912 Mtetra .70416 .2912 .70263 .29642 .7157 .29642 .71734 .2912 Mtetra .69099 .2912 .68956 .29642 .70263 .29642 .70416 .2912 Mtetra .67782 .2912 .67648 .29642 .68956 .29642 .69099 .2912 Mtetra .66465 .2912 .66341 .29642 .67648 .29642 .67782 .2912 Mtetra .65148 .2912 .65034 .29642 .66341 .29642 .66465 .2912 Mtetra .6383 .2912 .63727 .29642 .65034 .29642 .65148 .2912 Mtetra .62513 .2912 .62419 .29642 .63727 .29642 .6383 .2912 Mtetra .61196 .2912 .61112 .29642 .62419 .29642 .62513 .2912 Mtetra .59879 .2912 .59805 .29642 .61112 .29642 .61196 .2912 Mtetra .58562 .2912 .58497 .29642 .59805 .29642 .59879 .2912 Mtetra .57245 .2912 .5719 .29642 .58497 .29642 .58562 .2912 Mtetra .55927 .2912 .55883 .29642 .5719 .29642 .57245 .2912 Mtetra .5461 .2912 .54576 .29642 .55883 .29642 .55927 .2912 Mtetra .53293 .2912 .53268 .29642 .54576 .29642 .5461 .2912 Mtetra .51976 .2912 .51961 .29642 .53268 .29642 .53293 .2912 Mtetra .50659 .2912 .50654 .29642 .51961 .29642 .51976 .2912 Mtetra 0 .182 .714 r .16497 .40667 .1674 .41349 .17989 .42749 .17757 .42041 Mtetra 0 .006 .578 r .17757 .42041 .17989 .42749 .1921 .44641 .18991 .43879 Mtetra 0 0 .335 r .18991 .43879 .1921 .44641 .20352 .47833 .20158 .46834 Mtetra 0 0 .336 r .20158 .46834 .20352 .47833 .21536 .5072 .21305 .50359 Mtetra .654 .954 .945 r .21305 .50359 .21536 .5072 .22959 .50179 .22741 .49811 Mtetra .679 .964 .935 r .22741 .49811 .22959 .50179 .24383 .49572 .24176 .49196 Mtetra .705 .973 .924 r .24176 .49196 .24383 .49572 .25807 .48891 .25613 .48505 Mtetra .731 .982 .91 r .25613 .48505 .25807 .48891 .27231 .4813 .27049 .47732 Mtetra .757 .988 .894 r .27049 .47732 .27231 .4813 .28654 .47281 .28484 .46869 Mtetra .781 .993 .877 r .28484 .46869 .28654 .47281 .30077 .46337 .29919 .45908 Mtetra .805 .997 .858 r .29919 .45908 .30077 .46337 .31497 .45291 .31352 .44842 Mtetra .827 .998 .837 r .31352 .44842 .31497 .45291 .32916 .44135 .32782 .43664 Mtetra .847 .998 .816 r .32782 .43664 .32916 .44135 .34331 .42864 .34209 .42368 Mtetra .865 .996 .794 r .34209 .42368 .34331 .42864 .35741 .41473 .35632 .40947 Mtetra .882 .992 .772 r .35632 .40947 .35741 .41473 .37147 .39955 .37049 .39397 Mtetra .896 .988 .75 r .37049 .39397 .37147 .39955 .38546 .38307 .3846 .37714 Mtetra .908 .982 .729 r .3846 .37714 .38546 .38307 .39938 .36527 .39863 .35895 Mtetra .919 .976 .709 r .39863 .35895 .39938 .36527 .4132 .34613 .41257 .33938 Mtetra .929 .969 .689 r .41257 .33938 .4132 .34613 .42693 .32563 .42641 .31842 Mtetra .937 .962 .671 r .42641 .31842 .42693 .32563 .44054 .30378 .44012 .29608 Mtetra .862 .958 .868 r .44012 .29608 .44054 .30378 .4539 .2912 .45355 .28589 Mtetra .518 .816 .999 r .45355 .28589 .4539 .2912 .46707 .2912 .46682 .28589 Mtetra .46682 .28589 .46707 .2912 .48024 .2912 .48009 .28589 Mtetra .48009 .28589 .48024 .2912 .49341 .2912 .49336 .28589 Mtetra .49336 .28589 .49341 .2912 .50659 .2912 .50664 .28589 Mtetra .8119 .28589 .80954 .2912 .82271 .2912 .82517 .28589 Mtetra .79863 .28589 .79637 .2912 .80954 .2912 .8119 .28589 Mtetra .78535 .28589 .78319 .2912 .79637 .2912 .79863 .28589 Mtetra .77208 .28589 .77002 .2912 .78319 .2912 .78535 .28589 Mtetra .75881 .28589 .75685 .2912 .77002 .2912 .77208 .28589 Mtetra .74554 .28589 .74368 .2912 .75685 .2912 .75881 .28589 Mtetra .73227 .28589 .73051 .2912 .74368 .2912 .74554 .28589 Mtetra .71899 .28589 .71734 .2912 .73051 .2912 .73227 .28589 Mtetra .70572 .28589 .70416 .2912 .71734 .2912 .71899 .28589 Mtetra .69245 .28589 .69099 .2912 .70416 .2912 .70572 .28589 Mtetra .67918 .28589 .67782 .2912 .69099 .2912 .69245 .28589 Mtetra .6659 .28589 .66465 .2912 .67782 .2912 .67918 .28589 Mtetra .65263 .28589 .65148 .2912 .66465 .2912 .6659 .28589 Mtetra .63936 .28589 .6383 .2912 .65148 .2912 .65263 .28589 Mtetra .62609 .28589 .62513 .2912 .6383 .2912 .63936 .28589 Mtetra .61281 .28589 .61196 .2912 .62513 .2912 .62609 .28589 Mtetra .59954 .28589 .59879 .2912 .61196 .2912 .61281 .28589 Mtetra .58627 .28589 .58562 .2912 .59879 .2912 .59954 .28589 Mtetra .573 .28589 .57245 .2912 .58562 .2912 .58627 .28589 Mtetra .55973 .28589 .55927 .2912 .57245 .2912 .573 .28589 Mtetra .54645 .28589 .5461 .2912 .55927 .2912 .55973 .28589 Mtetra .53318 .28589 .53293 .2912 .5461 .2912 .54645 .28589 Mtetra .51991 .28589 .51976 .2912 .53293 .2912 .53318 .28589 Mtetra .50664 .28589 .50659 .2912 .51976 .2912 .51991 .28589 Mtetra 0 .198 .725 r .16251 .39976 .16497 .40667 .17757 .42041 .17522 .41325 Mtetra 0 .027 .596 r .17522 .41325 .17757 .42041 .18991 .43879 .18769 .43113 Mtetra 0 0 .371 r .18769 .43113 .18991 .43879 .20158 .46834 .19956 .45886 Mtetra 0 0 .237 r .19956 .45886 .20158 .46834 .21305 .50359 .21071 .49992 Mtetra .655 .954 .945 r .21071 .49992 .21305 .50359 .22741 .49811 .22518 .49438 Mtetra .68 .965 .935 r .22518 .49438 .22741 .49811 .24176 .49196 .23967 .48813 Mtetra .707 .974 .923 r .23967 .48813 .24176 .49196 .25613 .48505 .25415 .48112 Mtetra .733 .982 .909 r .25415 .48112 .25613 .48505 .27049 .47732 .26863 .47327 Mtetra .759 .989 .893 r .26863 .47327 .27049 .47732 .28484 .46869 .28311 .46449 Mtetra .784 .994 .875 r .28311 .46449 .28484 .46869 .29919 .45908 .29758 .4547 Mtetra .807 .997 .856 r .29758 .4547 .29919 .45908 .31352 .44842 .31204 .44384 Mtetra .83 .998 .835 r .31204 .44384 .31352 .44842 .32782 .43664 .32646 .43183 Mtetra .85 .998 .813 r .32646 .43183 .32782 .43664 .34209 .42368 .34086 .4186 Mtetra .868 .995 .791 r .34086 .4186 .34209 .42368 .35632 .40947 .35521 .40409 Mtetra .884 .992 .769 r .35521 .40409 .35632 .40947 .37049 .39397 .3695 .38825 Mtetra .899 .987 .747 r .3695 .38825 .37049 .39397 .3846 .37714 .38373 .37105 Mtetra .911 .981 .725 r .38373 .37105 .3846 .37714 .39863 .35895 .39788 .35245 Mtetra .922 .974 .705 r .39788 .35245 .39863 .35895 .41257 .33938 .41193 .33243 Mtetra .931 .967 .685 r .41193 .33243 .41257 .33938 .42641 .31842 .42588 .31099 Mtetra .939 .96 .667 r .42588 .31099 .42641 .31842 .44012 .29608 .4397 .28814 Mtetra .819 .934 .906 r .4397 .28814 .44012 .29608 .45355 .28589 .45319 .28051 Mtetra .518 .816 .999 r .45319 .28051 .45355 .28589 .46682 .28589 .46656 .28051 Mtetra .46656 .28051 .46682 .28589 .48009 .28589 .47994 .28051 Mtetra .47994 .28051 .48009 .28589 .49336 .28589 .49331 .28051 Mtetra .49331 .28051 .49336 .28589 .50664 .28589 .50669 .28051 Mtetra .8143 .28051 .8119 .28589 .82517 .28589 .82767 .28051 Mtetra .80092 .28051 .79863 .28589 .8119 .28589 .8143 .28051 Mtetra .78755 .28051 .78535 .28589 .79863 .28589 .80092 .28051 Mtetra .77417 .28051 .77208 .28589 .78535 .28589 .78755 .28051 Mtetra .7608 .28051 .75881 .28589 .77208 .28589 .77417 .28051 Mtetra .74743 .28051 .74554 .28589 .75881 .28589 .7608 .28051 Mtetra .73405 .28051 .73227 .28589 .74554 .28589 .74743 .28051 Mtetra .72068 .28051 .71899 .28589 .73227 .28589 .73405 .28051 Mtetra .7073 .28051 .70572 .28589 .71899 .28589 .72068 .28051 Mtetra .69393 .28051 .69245 .28589 .70572 .28589 .7073 .28051 Mtetra .68055 .28051 .67918 .28589 .69245 .28589 .69393 .28051 Mtetra .66718 .28051 .6659 .28589 .67918 .28589 .68055 .28051 Mtetra .6538 .28051 .65263 .28589 .6659 .28589 .66718 .28051 Mtetra .64043 .28051 .63936 .28589 .65263 .28589 .6538 .28051 Mtetra .62706 .28051 .62609 .28589 .63936 .28589 .64043 .28051 Mtetra .61368 .28051 .61281 .28589 .62609 .28589 .62706 .28051 Mtetra .60031 .28051 .59954 .28589 .61281 .28589 .61368 .28051 Mtetra .58693 .28051 .58627 .28589 .59954 .28589 .60031 .28051 Mtetra .57356 .28051 .573 .28589 .58627 .28589 .58693 .28051 Mtetra .56018 .28051 .55973 .28589 .573 .28589 .57356 .28051 Mtetra .54681 .28051 .54645 .28589 .55973 .28589 .56018 .28051 Mtetra .53344 .28051 .53318 .28589 .54645 .28589 .54681 .28051 Mtetra .52006 .28051 .51991 .28589 .53318 .28589 .53344 .28051 Mtetra .50669 .28051 .50664 .28589 .51991 .28589 .52006 .28051 Mtetra 0 .212 .736 r .16001 .39275 .16251 .39976 .17522 .41325 .17283 .406 Mtetra 0 .048 .613 r .17283 .406 .17522 .41325 .18769 .43113 .18542 .42343 Mtetra 0 0 .403 r .18542 .42343 .18769 .43113 .19956 .45886 .19749 .44969 Mtetra 0 0 .166 r .19749 .44969 .19956 .45886 .21071 .49992 .20833 .4962 Mtetra .656 .955 .944 r .20833 .4962 .21071 .49992 .22518 .49438 .22293 .49058 Mtetra .682 .965 .934 r .22293 .49058 .22518 .49438 .23967 .48813 .23753 .48425 Mtetra .708 .975 .922 r .23753 .48425 .23967 .48813 .25415 .48112 .25214 .47713 Mtetra .735 .983 .908 r .25214 .47713 .25415 .48112 .26863 .47327 .26675 .46914 Mtetra .761 .989 .891 r .26675 .46914 .26863 .47327 .28311 .46449 .28136 .46021 Mtetra .786 .994 .873 r .28136 .46021 .28311 .46449 .29758 .4547 .29595 .45024 Mtetra .81 .997 .853 r .29595 .45024 .29758 .4547 .31204 .44384 .31053 .43917 Mtetra .832 .998 .832 r .31053 .43917 .31204 .44384 .32646 .43183 .32509 .42691 Mtetra .853 .997 .81 r .32509 .42691 .32646 .43183 .34086 .4186 .33961 .4134 Mtetra .871 .995 .788 r .33961 .4134 .34086 .4186 .35521 .40409 .35408 .39857 Mtetra .887 .991 .765 r .35408 .39857 .35521 .40409 .3695 .38825 .3685 .38238 Mtetra .901 .986 .743 r .3685 .38238 .3695 .38825 .38373 .37105 .38285 .36479 Mtetra .914 .979 .721 r .38285 .36479 .38373 .37105 .39788 .35245 .39712 .34576 Mtetra .924 .973 .701 r .39712 .34576 .39788 .35245 .41193 .33243 .41129 .32527 Mtetra .933 .966 .682 r .41129 .32527 .41193 .33243 .42588 .31099 .42534 .30333 Mtetra .941 .958 .663 r .42534 .30333 .42588 .31099 .4397 .28814 .43927 .27994 Mtetra .76 .893 .937 r .43927 .27994 .4397 .28814 .45319 .28051 .45283 .27504 Mtetra .518 .816 .999 r .45283 .27504 .45319 .28051 .46656 .28051 .46631 .27504 Mtetra .46631 .27504 .46656 .28051 .47994 .28051 .47978 .27504 Mtetra .47978 .27504 .47994 .28051 .49331 .28051 .49326 .27504 Mtetra .49326 .27504 .49331 .28051 .50669 .28051 .50674 .27504 Mtetra .81673 .27504 .8143 .28051 .82767 .28051 .83021 .27504 Mtetra .80325 .27504 .80092 .28051 .8143 .28051 .81673 .27504 Mtetra .78978 .27504 .78755 .28051 .80092 .28051 .80325 .27504 Mtetra .7763 .27504 .77417 .28051 .78755 .28051 .78978 .27504 Mtetra .76282 .27504 .7608 .28051 .77417 .28051 .7763 .27504 Mtetra .74934 .27504 .74743 .28051 .7608 .28051 .76282 .27504 Mtetra .73586 .27504 .73405 .28051 .74743 .28051 .74934 .27504 Mtetra .72239 .27504 .72068 .28051 .73405 .28051 .73586 .27504 Mtetra .70891 .27504 .7073 .28051 .72068 .28051 .72239 .27504 Mtetra .69543 .27504 .69393 .28051 .7073 .28051 .70891 .27504 Mtetra .68195 .27504 .68055 .28051 .69393 .28051 .69543 .27504 Mtetra .66847 .27504 .66718 .28051 .68055 .28051 .68195 .27504 Mtetra .655 .27504 .6538 .28051 .66718 .28051 .66847 .27504 Mtetra .64152 .27504 .64043 .28051 .6538 .28051 .655 .27504 Mtetra .62804 .27504 .62706 .28051 .64043 .28051 .64152 .27504 Mtetra .61456 .27504 .61368 .28051 .62706 .28051 .62804 .27504 Mtetra .60108 .27504 .60031 .28051 .61368 .28051 .61456 .27504 Mtetra .58761 .27504 .58693 .28051 .60031 .28051 .60108 .27504 Mtetra .57413 .27504 .57356 .28051 .58693 .28051 .58761 .27504 Mtetra .56065 .27504 .56018 .28051 .57356 .28051 .57413 .27504 Mtetra .54717 .27504 .54681 .28051 .56018 .28051 .56065 .27504 Mtetra .53369 .27504 .53344 .28051 .54681 .28051 .54717 .27504 Mtetra .52022 .27504 .52006 .28051 .53344 .28051 .53369 .27504 Mtetra .50674 .27504 .50669 .28051 .52006 .28051 .52022 .27504 Mtetra 0 .227 .746 r .15747 .38564 .16001 .39275 .17283 .406 .17041 .39867 Mtetra 0 .068 .628 r .17041 .39867 .17283 .406 .18542 .42343 .18312 .41568 Mtetra 0 0 .432 r .18312 .41568 .18542 .42343 .19749 .44969 .19536 .44071 Mtetra .723 .471 0 r .19536 .44071 .19749 .44969 .20833 .4962 .2059 .49242 Mtetra .657 .955 .944 r .2059 .49242 .20833 .4962 .22293 .49058 .22063 .48672 Mtetra .683 .966 .933 r .22063 .48672 .22293 .49058 .23753 .48425 .23536 .4803 Mtetra .71 .975 .921 r .23536 .4803 .23753 .48425 .25214 .47713 .2501 .47307 Mtetra .737 .983 .906 r .2501 .47307 .25214 .47713 .26675 .46914 .26484 .46495 Mtetra .763 .99 .89 r .26484 .46495 .26675 .46914 .28136 .46021 .27957 .45585 Mtetra .789 .995 .871 r .27957 .45585 .28136 .46021 .29595 .45024 .2943 .44569 Mtetra .813 .997 .851 r .2943 .44569 .29595 .45024 .31053 .43917 .30901 .4344 Mtetra .835 .998 .829 r .30901 .4344 .31053 .43917 .32509 .42691 .32369 .42188 Mtetra .856 .997 .807 r .32369 .42188 .32509 .42691 .33961 .4134 .33834 .40808 Mtetra .874 .994 .784 r .33834 .40808 .33961 .4134 .35408 .39857 .35294 .39292 Mtetra .89 .99 .761 r .35294 .39292 .35408 .39857 .3685 .38238 .36749 .37636 Mtetra .904 .984 .739 r .36749 .37636 .3685 .38238 .38285 .36479 .38196 .35835 Mtetra .916 .978 .717 r .38196 .35835 .38285 .36479 .39712 .34576 .39635 .33887 Mtetra .927 .971 .697 r .39635 .33887 .39712 .34576 .41129 .32527 .41063 .31789 Mtetra .936 .964 .677 r .41063 .31789 .41129 .32527 .42534 .30333 .4248 .29542 Mtetra .944 .956 .659 r .4248 .29542 .42534 .30333 .43927 .27994 .43885 .27147 Mtetra .682 .833 .956 r .43885 .27147 .43927 .27994 .45283 .27504 .45246 .26949 Mtetra .518 .816 .999 r .45246 .26949 .45283 .27504 .46631 .27504 .46604 .26949 Mtetra .46604 .26949 .46631 .27504 .47978 .27504 .47963 .26949 Mtetra .47963 .26949 .47978 .27504 .49326 .27504 .49321 .26949 Mtetra .49321 .26949 .49326 .27504 .50674 .27504 .50679 .26949 Mtetra .8192 .26949 .81673 .27504 .83021 .27504 .83279 .26949 Mtetra .80562 .26949 .80325 .27504 .81673 .27504 .8192 .26949 Mtetra .79204 .26949 .78978 .27504 .80325 .27504 .80562 .26949 Mtetra .77845 .26949 .7763 .27504 .78978 .27504 .79204 .26949 Mtetra .76487 .26949 .76282 .27504 .7763 .27504 .77845 .26949 Mtetra .75129 .26949 .74934 .27504 .76282 .27504 .76487 .26949 Mtetra .7377 .26949 .73586 .27504 .74934 .27504 .75129 .26949 Mtetra .72412 .26949 .72239 .27504 .73586 .27504 .7377 .26949 Mtetra .71054 .26949 .70891 .27504 .72239 .27504 .72412 .26949 Mtetra .69696 .26949 .69543 .27504 .70891 .27504 .71054 .26949 Mtetra .68337 .26949 .68195 .27504 .69543 .27504 .69696 .26949 Mtetra .66979 .26949 .66847 .27504 .68195 .27504 .68337 .26949 Mtetra .65621 .26949 .655 .27504 .66847 .27504 .66979 .26949 Mtetra .64262 .26949 .64152 .27504 .655 .27504 .65621 .26949 Mtetra .62904 .26949 .62804 .27504 .64152 .27504 .64262 .26949 Mtetra .61546 .26949 .61456 .27504 .62804 .27504 .62904 .26949 Mtetra .60187 .26949 .60108 .27504 .61456 .27504 .61546 .26949 Mtetra .58829 .26949 .58761 .27504 .60108 .27504 .60187 .26949 Mtetra .57471 .26949 .57413 .27504 .58761 .27504 .58829 .26949 Mtetra .56112 .26949 .56065 .27504 .57413 .27504 .57471 .26949 Mtetra .54754 .26949 .54717 .27504 .56065 .27504 .56112 .26949 Mtetra .53396 .26949 .53369 .27504 .54717 .27504 .54754 .26949 Mtetra .52037 .26949 .52022 .27504 .53369 .27504 .53396 .26949 Mtetra .50679 .26949 .50674 .27504 .52022 .27504 .52037 .26949 Mtetra 0 .241 .756 r .1549 .37842 .15747 .38564 .17041 .39867 .16794 .39124 Mtetra 0 .087 .643 r .16794 .39124 .17041 .39867 .18312 .41568 .18078 .40787 Mtetra 0 0 .459 r .18078 .40787 .18312 .41568 .19536 .44071 .19319 .43184 Mtetra .753 .504 0 r .19319 .43184 .19536 .44071 .2059 .49242 .20344 .48858 Mtetra .658 .956 .943 r .20344 .48858 .2059 .49242 .22063 .48672 .21829 .48281 Mtetra .684 .966 .932 r .21829 .48281 .22063 .48672 .23536 .4803 .23316 .47629 Mtetra .712 .976 .92 r .23316 .47629 .23536 .4803 .2501 .47307 .24803 .46894 Mtetra .739 .984 .905 r .24803 .46894 .2501 .47307 .26484 .46495 .26289 .46068 Mtetra .766 .991 .888 r .26289 .46068 .26484 .46495 .27957 .45585 .27776 .45141 Mtetra .792 .995 .869 r .27776 .45141 .27957 .45585 .2943 .44569 .29262 .44105 Mtetra .816 .998 .848 r .29262 .44105 .2943 .44569 .30901 .4344 .30746 .42952 Mtetra .838 .998 .826 r .30746 .42952 .30901 .4344 .32369 .42188 .32227 .41674 Mtetra .859 .997 .804 r .32227 .41674 .32369 .42188 .33834 .40808 .33705 .40262 Mtetra .877 .994 .78 r .33705 .40262 .33834 .40808 .35294 .39292 .35178 .38712 Mtetra .893 .989 .757 r .35178 .38712 .35294 .39292 .36749 .37636 .36646 .37016 Mtetra .907 .983 .735 r .36646 .37016 .36749 .37636 .38196 .35835 .38105 .35172 Mtetra .919 .976 .713 r .38105 .35172 .38196 .35835 .39635 .33887 .39557 .33176 Mtetra .929 .969 .693 r .39557 .33176 .39635 .33887 .41063 .31789 .40997 .31027 Mtetra .938 .962 .673 r .40997 .31027 .41063 .31789 .4248 .29542 .42426 .28725 Mtetra .944 .958 .671 r .42426 .28725 .4248 .29542 .43885 .27147 .43839 .26385 Mtetra .595 .798 .977 r .43839 .26385 .43885 .27147 .45246 .26949 .45208 .26385 Mtetra .518 .816 .999 r .45208 .26385 .45246 .26949 .46604 .26949 .46577 .26385 Mtetra .46577 .26385 .46604 .26949 .47963 .26949 .47946 .26385 Mtetra .47946 .26385 .47963 .26949 .49321 .26949 .49315 .26385 Mtetra .49315 .26385 .49321 .26949 .50679 .26949 .50685 .26385 Mtetra .82172 .26385 .8192 .26949 .83279 .26949 .83541 .26385 Mtetra .80803 .26385 .80562 .26949 .8192 .26949 .82172 .26385 Mtetra .79434 .26385 .79204 .26949 .80562 .26949 .80803 .26385 Mtetra .78065 .26385 .77845 .26949 .79204 .26949 .79434 .26385 Mtetra .76696 .26385 .76487 .26949 .77845 .26949 .78065 .26385 Mtetra .75327 .26385 .75129 .26949 .76487 .26949 .76696 .26385 Mtetra .73958 .26385 .7377 .26949 .75129 .26949 .75327 .26385 Mtetra .72589 .26385 .72412 .26949 .7377 .26949 .73958 .26385 Mtetra .7122 .26385 .71054 .26949 .72412 .26949 .72589 .26385 Mtetra .69851 .26385 .69696 .26949 .71054 .26949 .7122 .26385 Mtetra .68482 .26385 .68337 .26949 .69696 .26949 .69851 .26385 Mtetra .67113 .26385 .66979 .26949 .68337 .26949 .68482 .26385 Mtetra .65744 .26385 .65621 .26949 .66979 .26949 .67113 .26385 Mtetra .64375 .26385 .64262 .26949 .65621 .26949 .65744 .26385 Mtetra .63006 .26385 .62904 .26949 .64262 .26949 .64375 .26385 Mtetra .61637 .26385 .61546 .26949 .62904 .26949 .63006 .26385 Mtetra .60268 .26385 .60187 .26949 .61546 .26949 .61637 .26385 Mtetra .58899 .26385 .58829 .26949 .60187 .26949 .60268 .26385 Mtetra .5753 .26385 .57471 .26949 .58829 .26949 .58899 .26385 Mtetra .56161 .26385 .56112 .26949 .57471 .26949 .5753 .26385 Mtetra .54792 .26385 .54754 .26949 .56112 .26949 .56161 .26385 Mtetra .53423 .26385 .53396 .26949 .54754 .26949 .54792 .26385 Mtetra .52054 .26385 .52037 .26949 .53396 .26949 .53423 .26385 Mtetra .50685 .26385 .50679 .26949 .52037 .26949 .52054 .26385 Mtetra 0 .254 .765 r .15228 .3711 .1549 .37842 .16794 .39124 .16544 .38371 Mtetra 0 .105 .657 r .16544 .38371 .16794 .39124 .18078 .40787 .1784 .39998 Mtetra 0 0 .483 r .1784 .39998 .18078 .40787 .19319 .43184 .19096 .42305 Mtetra .753 .502 0 r .19096 .42305 .19319 .43184 .20344 .48858 .20133 .47914 Mtetra .634 .788 .956 r .20133 .47914 .20344 .48858 .21829 .48281 .21592 .47883 Mtetra .686 .967 .932 r .21592 .47883 .21829 .48281 .23316 .47629 .23091 .47221 Mtetra .714 .977 .919 r .23091 .47221 .23316 .47629 .24803 .46894 .24592 .46474 Mtetra .741 .985 .903 r .24592 .46474 .24803 .46894 .26289 .46068 .26092 .45633 Mtetra .768 .991 .886 r .26092 .45633 .26289 .46068 .27776 .45141 .27592 .44688 Mtetra .794 .996 .867 r .27592 .44688 .27776 .45141 .29262 .44105 .29091 .43632 Mtetra .819 .998 .846 r .29091 .43632 .29262 .44105 .30746 .42952 .30588 .42454 Mtetra .841 .998 .823 r .30588 .42454 .30746 .42952 .32227 .41674 .32083 .41147 Mtetra .862 .996 .8 r .32083 .41147 .32227 .41674 .33705 .40262 .33575 .39703 Mtetra .88 .993 .777 r .33575 .39703 .33705 .40262 .35178 .38712 .35061 .38116 Mtetra .896 .988 .753 r .35061 .38116 .35178 .38712 .36646 .37016 .36541 .36379 Mtetra .91 .982 .731 r .36541 .36379 .36646 .37016 .38105 .35172 .38014 .34489 Mtetra .922 .975 .709 r .38014 .34489 .38105 .35172 .39557 .33176 .39478 .32444 Mtetra .932 .967 .688 r .39478 .32444 .39557 .33176 .40997 .31027 .40931 .3024 Mtetra .941 .96 .669 r .40931 .3024 .40997 .31027 .42426 .28725 .42371 .27879 Mtetra .94 .965 .712 r .42371 .27879 .42426 .28725 .43839 .26385 .43791 .25812 Mtetra .518 .816 .999 r .43791 .25812 .43839 .26385 .45208 .26385 .4517 .25812 Mtetra .4517 .25812 .45208 .26385 .46577 .26385 .4655 .25812 Mtetra .4655 .25812 .46577 .26385 .47946 .26385 .4793 .25812 Mtetra .4793 .25812 .47946 .26385 .49315 .26385 .4931 .25812 Mtetra .4931 .25812 .49315 .26385 .50685 .26385 .5069 .25812 Mtetra .82427 .25812 .82172 .26385 .83541 .26385 .83807 .25812 Mtetra .81047 .25812 .80803 .26385 .82172 .26385 .82427 .25812 Mtetra .79667 .25812 .79434 .26385 .80803 .26385 .81047 .25812 Mtetra .78287 .25812 .78065 .26385 .79434 .26385 .79667 .25812 Mtetra .76907 .25812 .76696 .26385 .78065 .26385 .78287 .25812 Mtetra .75527 .25812 .75327 .26385 .76696 .26385 .76907 .25812 Mtetra .74148 .25812 .73958 .26385 .75327 .26385 .75527 .25812 Mtetra .72768 .25812 .72589 .26385 .73958 .26385 .74148 .25812 Mtetra .71388 .25812 .7122 .26385 .72589 .26385 .72768 .25812 Mtetra .70008 .25812 .69851 .26385 .7122 .26385 .71388 .25812 Mtetra .68628 .25812 .68482 .26385 .69851 .26385 .70008 .25812 Mtetra .67248 .25812 .67113 .26385 .68482 .26385 .68628 .25812 Mtetra .65868 .25812 .65744 .26385 .67113 .26385 .67248 .25812 Mtetra .64489 .25812 .64375 .26385 .65744 .26385 .65868 .25812 Mtetra .63109 .25812 .63006 .26385 .64375 .26385 .64489 .25812 Mtetra .61729 .25812 .61637 .26385 .63006 .26385 .63109 .25812 Mtetra .60349 .25812 .60268 .26385 .61637 .26385 .61729 .25812 Mtetra .58969 .25812 .58899 .26385 .60268 .26385 .60349 .25812 Mtetra .57589 .25812 .5753 .26385 .58899 .26385 .58969 .25812 Mtetra .56209 .25812 .56161 .26385 .5753 .26385 .57589 .25812 Mtetra .5483 .25812 .54792 .26385 .56161 .26385 .56209 .25812 Mtetra .5345 .25812 .53423 .26385 .54792 .26385 .5483 .25812 Mtetra .5207 .25812 .52054 .26385 .53423 .26385 .5345 .25812 Mtetra .5069 .25812 .50685 .26385 .52054 .26385 .5207 .25812 Mtetra 0 .267 .774 r .14963 .36366 .15228 .3711 .16544 .38371 .1629 .37607 Mtetra 0 .122 .671 r .1629 .37607 .16544 .38371 .1784 .39998 .17598 .39201 Mtetra 0 0 .506 r .17598 .39201 .1784 .39998 .19096 .42305 .1887 .41429 Mtetra 0 0 .179 r .1887 .41429 .19096 .42305 .20133 .47914 .20003 .45789 Mtetra .364 .387 .751 r .20003 .45789 .20133 .47914 .21592 .47883 .2135 .47479 Mtetra .687 .968 .931 r .2135 .47479 .21592 .47883 .23091 .47221 .22863 .46806 Mtetra .715 .977 .917 r .22863 .46806 .23091 .47221 .24592 .46474 .24377 .46046 Mtetra .744 .985 .902 r .24377 .46046 .24592 .46474 .26092 .45633 .25891 .4519 Mtetra .771 .992 .884 r .25891 .4519 .26092 .45633 .27592 .44688 .27405 .44227 Mtetra .797 .996 .864 r .27405 .44227 .27592 .44688 .29091 .43632 .28918 .43148 Mtetra .822 .998 .843 r .28918 .43148 .29091 .43632 .30588 .42454 .30429 .41944 Mtetra .845 .998 .82 r .30429 .41944 .30588 .42454 .32083 .41147 .31937 .40607 Mtetra .865 .996 .796 r .31937 .40607 .32083 .41147 .33575 .39703 .33442 .39129 Mtetra .883 .992 .773 r .33442 .39129 .33575 .39703 .35061 .38116 .34942 .37503 Mtetra .899 .987 .749 r .34942 .37503 .35061 .38116 .36541 .36379 .36436 .35723 Mtetra .913 .98 .726 r .36436 .35723 .36541 .36379 .38014 .34489 .37921 .33785 Mtetra .924 .973 .705 r .37921 .33785 .38014 .34489 .39478 .32444 .39398 .31686 Mtetra .935 .965 .684 r .39398 .31686 .39478 .32444 .40931 .3024 .40863 .29426 Mtetra .943 .957 .665 r .40863 .29426 .40931 .3024 .42371 .27879 .42316 .27003 Mtetra .929 .968 .759 r .42316 .27003 .42371 .27879 .43791 .25812 .43741 .2523 Mtetra .518 .816 .999 r .43741 .2523 .43791 .25812 .4517 .25812 .45132 .2523 Mtetra .45132 .2523 .4517 .25812 .4655 .25812 .46523 .2523 Mtetra .46523 .2523 .4655 .25812 .4793 .25812 .47914 .2523 Mtetra .47914 .2523 .4793 .25812 .4931 .25812 .49305 .2523 Mtetra .49305 .2523 .4931 .25812 .5069 .25812 .50695 .2523 Mtetra .82686 .2523 .82427 .25812 .83807 .25812 .84077 .2523 Mtetra .81295 .2523 .81047 .25812 .82427 .25812 .82686 .2523 Mtetra .79904 .2523 .79667 .25812 .81047 .25812 .81295 .2523 Mtetra .78513 .2523 .78287 .25812 .79667 .25812 .79904 .2523 Mtetra .77122 .2523 .76907 .25812 .78287 .25812 .78513 .2523 Mtetra .75731 .2523 .75527 .25812 .76907 .25812 .77122 .2523 Mtetra .74341 .2523 .74148 .25812 .75527 .25812 .75731 .2523 Mtetra .7295 .2523 .72768 .25812 .74148 .25812 .74341 .2523 Mtetra .71559 .2523 .71388 .25812 .72768 .25812 .7295 .2523 Mtetra .70168 .2523 .70008 .25812 .71388 .25812 .71559 .2523 Mtetra .68777 .2523 .68628 .25812 .70008 .25812 .70168 .2523 Mtetra .67386 .2523 .67248 .25812 .68628 .25812 .68777 .2523 Mtetra .65995 .2523 .65868 .25812 .67248 .25812 .67386 .2523 Mtetra .64604 .2523 .64489 .25812 .65868 .25812 .65995 .2523 Mtetra .63213 .2523 .63109 .25812 .64489 .25812 .64604 .2523 Mtetra .61823 .2523 .61729 .25812 .63109 .25812 .63213 .2523 Mtetra .60432 .2523 .60349 .25812 .61729 .25812 .61823 .2523 Mtetra .59041 .2523 .58969 .25812 .60349 .25812 .60432 .2523 Mtetra .5765 .2523 .57589 .25812 .58969 .25812 .59041 .2523 Mtetra .56259 .2523 .56209 .25812 .57589 .25812 .5765 .2523 Mtetra .54868 .2523 .5483 .25812 .56209 .25812 .56259 .2523 Mtetra .53477 .2523 .5345 .25812 .5483 .25812 .54868 .2523 Mtetra .52086 .2523 .5207 .25812 .5345 .25812 .53477 .2523 Mtetra .50695 .2523 .5069 .25812 .5207 .25812 .52086 .2523 Mtetra 0 .28 .782 r .14693 .3561 .14963 .36366 .1629 .37607 .16032 .36833 Mtetra 0 .139 .684 r .16032 .36833 .1629 .37607 .17598 .39201 .17353 .38395 Mtetra 0 0 .526 r .17353 .38395 .17598 .39201 .1887 .41429 .18639 .40552 Mtetra 0 0 .236 r .18639 .40552 .1887 .41429 .20003 .45789 .19816 .44415 Mtetra 0 .029 .591 r .19816 .44415 .20003 .45789 .2135 .47479 .21105 .47068 Mtetra .689 .968 .93 r .21105 .47068 .2135 .47479 .22863 .46806 .22631 .46385 Mtetra .718 .978 .916 r .22631 .46385 .22863 .46806 .24377 .46046 .24159 .45611 Mtetra .746 .986 .9 r .24159 .45611 .24377 .46046 .25891 .4519 .25687 .44738 Mtetra .774 .992 .882 r .25687 .44738 .25891 .4519 .27405 .44227 .27214 .43756 Mtetra .8 .996 .862 r .27214 .43756 .27405 .44227 .28918 .43148 .28741 .42654 Mtetra .825 .998 .84 r .28741 .42654 .28918 .43148 .30429 .41944 .30266 .41423 Mtetra .848 .998 .817 r .30266 .41423 .30429 .41944 .31937 .40607 .31789 .40054 Mtetra .868 .995 .793 r .31789 .40054 .31937 .40607 .33442 .39129 .33308 .3854 Mtetra .886 .991 .769 r .33308 .3854 .33442 .39129 .34942 .37503 .34821 .36872 Mtetra .902 .985 .745 r .34821 .36872 .34942 .37503 .36436 .35723 .36329 .35046 Mtetra .916 .979 .722 r .36329 .35046 .36436 .35723 .37921 .33785 .37828 .33058 Mtetra .927 .971 .7 r .37828 .33058 .37921 .33785 .39398 .31686 .39317 .30903 Mtetra .937 .963 .679 r .39317 .30903 .39398 .31686 .40863 .29426 .40795 .28582 Mtetra .946 .955 .66 r .40795 .28582 .40863 .29426 .42316 .27003 .4226 .26093 Mtetra .908 .963 .809 r .4226 .26093 .42316 .27003 .43741 .2523 .43691 .24639 Mtetra .518 .816 .999 r .43691 .24639 .43741 .2523 .45132 .2523 .45093 .24639 Mtetra .45093 .24639 .45132 .2523 .46523 .2523 .46495 .24639 Mtetra .46495 .24639 .46523 .2523 .47914 .2523 .47897 .24639 Mtetra .47897 .24639 .47914 .2523 .49305 .2523 .49299 .24639 Mtetra .49299 .24639 .49305 .2523 .50695 .2523 .50701 .24639 Mtetra .82949 .24639 .82686 .2523 .84077 .2523 .84351 .24639 Mtetra .81547 .24639 .81295 .2523 .82686 .2523 .82949 .24639 Mtetra .80145 .24639 .79904 .2523 .81295 .2523 .81547 .24639 Mtetra .78743 .24639 .78513 .2523 .79904 .2523 .80145 .24639 Mtetra .77341 .24639 .77122 .2523 .78513 .2523 .78743 .24639 Mtetra .75939 .24639 .75731 .2523 .77122 .2523 .77341 .24639 Mtetra .74537 .24639 .74341 .2523 .75731 .2523 .75939 .24639 Mtetra .73135 .24639 .7295 .2523 .74341 .2523 .74537 .24639 Mtetra .71732 .24639 .71559 .2523 .7295 .2523 .73135 .24639 Mtetra .7033 .24639 .70168 .2523 .71559 .2523 .71732 .24639 Mtetra .68928 .24639 .68777 .2523 .70168 .2523 .7033 .24639 Mtetra .67526 .24639 .67386 .2523 .68777 .2523 .68928 .24639 Mtetra .66124 .24639 .65995 .2523 .67386 .2523 .67526 .24639 Mtetra .64722 .24639 .64604 .2523 .65995 .2523 .66124 .24639 Mtetra .6332 .24639 .63213 .2523 .64604 .2523 .64722 .24639 Mtetra .61918 .24639 .61823 .2523 .63213 .2523 .6332 .24639 Mtetra .60516 .24639 .60432 .2523 .61823 .2523 .61918 .24639 Mtetra .59114 .24639 .59041 .2523 .60432 .2523 .60516 .24639 Mtetra .57712 .24639 .5765 .2523 .59041 .2523 .59114 .24639 Mtetra .56309 .24639 .56259 .2523 .5765 .2523 .57712 .24639 Mtetra .54907 .24639 .54868 .2523 .56259 .2523 .56309 .24639 Mtetra .53505 .24639 .53477 .2523 .54868 .2523 .54907 .24639 Mtetra .52103 .24639 .52086 .2523 .53477 .2523 .53505 .24639 Mtetra .50701 .24639 .50695 .2523 .52086 .2523 .52103 .24639 Mtetra 0 .293 .79 r .1442 .34842 .14693 .3561 .16032 .36833 .1577 .36047 Mtetra 0 .156 .696 r .1577 .36047 .16032 .36833 .17353 .38395 .17103 .3758 Mtetra 0 0 .546 r .17103 .3758 .17353 .38395 .18639 .40552 .18404 .39674 Mtetra 0 0 .281 r .18404 .39674 .18639 .40552 .19816 .44415 .19613 .43211 Mtetra 0 0 .409 r .19613 .43211 .19816 .44415 .21105 .47068 .20855 .46651 Mtetra .691 .969 .929 r .20855 .46651 .21105 .47068 .22631 .46385 .22396 .45956 Mtetra .72 .979 .915 r .22396 .45956 .22631 .46385 .24159 .45611 .23937 .45168 Mtetra .749 .987 .899 r .23937 .45168 .24159 .45611 .25687 .44738 .25479 .44278 Mtetra .777 .993 .88 r .25479 .44278 .25687 .44738 .27214 .43756 .27021 .43275 Mtetra .804 .997 .859 r .27021 .43275 .27214 .43756 .28741 .42654 .28562 .42148 Mtetra .829 .998 .837 r .28562 .42148 .28741 .42654 .30266 .41423 .30102 .40888 Mtetra .852 .997 .813 r .30102 .40888 .30266 .41423 .31789 .40054 .31638 .39486 Mtetra .872 .995 .789 r .31638 .39486 .31789 .40054 .33308 .3854 .33171 .37934 Mtetra .89 .99 .764 r .33171 .37934 .33308 .3854 .34821 .36872 .34699 .36223 Mtetra .906 .984 .74 r .34699 .36223 .34821 .36872 .36329 .35046 .3622 .34348 Mtetra .919 .977 .717 r .3622 .34348 .36329 .35046 .37828 .33058 .37733 .32305 Mtetra .93 .969 .695 r .37733 .32305 .37828 .33058 .39317 .30903 .39236 .30092 Mtetra .94 .961 .675 r .39236 .30092 .39317 .30903 .40795 .28582 .40727 .27706 Mtetra .948 .952 .656 r .40727 .27706 .40795 .28582 .4226 .26093 .42204 .25149 Mtetra .873 .946 .859 r .42204 .25149 .4226 .26093 .43691 .24639 .43639 .24037 Mtetra .518 .816 .999 r .43639 .24037 .43691 .24639 .45093 .24639 .45053 .24037 Mtetra .45053 .24037 .45093 .24639 .46495 .24639 .46466 .24037 Mtetra .46466 .24037 .46495 .24639 .47897 .24639 .4788 .24037 Mtetra .4788 .24037 .47897 .24639 .49299 .24639 .49293 .24037 Mtetra .49293 .24037 .49299 .24639 .50701 .24639 .50707 .24037 Mtetra .83217 .24037 .82949 .24639 .84351 .24639 .8463 .24037 Mtetra .81803 .24037 .81547 .24639 .82949 .24639 .83217 .24037 Mtetra .8039 .24037 .80145 .24639 .81547 .24639 .81803 .24037 Mtetra .78976 .24037 .78743 .24639 .80145 .24639 .8039 .24037 Mtetra .77563 .24037 .77341 .24639 .78743 .24639 .78976 .24037 Mtetra .76149 .24037 .75939 .24639 .77341 .24639 .77563 .24037 Mtetra .74736 .24037 .74537 .24639 .75939 .24639 .76149 .24037 Mtetra .73323 .24037 .73135 .24639 .74537 .24639 .74736 .24037 Mtetra .71909 .24037 .71732 .24639 .73135 .24639 .73323 .24037 Mtetra .70496 .24037 .7033 .24639 .71732 .24639 .71909 .24037 Mtetra .69082 .24037 .68928 .24639 .7033 .24639 .70496 .24037 Mtetra .67669 .24037 .67526 .24639 .68928 .24639 .69082 .24037 Mtetra .66255 .24037 .66124 .24639 .67526 .24639 .67669 .24037 Mtetra .64842 .24037 .64722 .24639 .66124 .24639 .66255 .24037 Mtetra .63428 .24037 .6332 .24639 .64722 .24639 .64842 .24037 Mtetra .62015 .24037 .61918 .24639 .6332 .24639 .63428 .24037 Mtetra .60601 .24037 .60516 .24639 .61918 .24639 .62015 .24037 Mtetra .59188 .24037 .59114 .24639 .60516 .24639 .60601 .24037 Mtetra .57774 .24037 .57712 .24639 .59114 .24639 .59188 .24037 Mtetra .56361 .24037 .56309 .24639 .57712 .24639 .57774 .24037 Mtetra .54947 .24037 .54907 .24639 .56309 .24639 .56361 .24037 Mtetra .53534 .24037 .53505 .24639 .54907 .24639 .54947 .24037 Mtetra .5212 .24037 .52103 .24639 .53505 .24639 .53534 .24037 Mtetra .50707 .24037 .50701 .24639 .52103 .24639 .5212 .24037 Mtetra 0 .305 .798 r .14142 .34061 .1442 .34842 .1577 .36047 .15504 .35248 Mtetra 0 .172 .707 r .15504 .35248 .1577 .36047 .17103 .3758 .1685 .36753 Mtetra 0 0 .564 r .1685 .36753 .17103 .3758 .18404 .39674 .18164 .38791 Mtetra 0 0 .319 r .18164 .38791 .18404 .39674 .19613 .43211 .194 .42088 Mtetra 0 0 .284 r .194 .42088 .19613 .43211 .20855 .46651 .206 .46226 Mtetra .692 .97 .928 r .206 .46226 .20855 .46651 .22396 .45956 .22155 .45519 Mtetra .722 .98 .913 r .22155 .45519 .22396 .45956 .23937 .45168 .23711 .44717 Mtetra .751 .987 .897 r .23711 .44717 .23937 .45168 .25479 .44278 .25268 .43809 Mtetra .78 .993 .878 r .25268 .43809 .25479 .44278 .27021 .43275 .26824 .42784 Mtetra .807 .997 .856 r .26824 .42784 .27021 .43275 .28562 .42148 .2838 .41631 Mtetra .832 .998 .833 r .2838 .41631 .28562 .42148 .30102 .40888 .29934 .40341 Mtetra .855 .997 .809 r .29934 .40341 .30102 .40888 .31638 .39486 .31486 .38903 Mtetra .876 .994 .784 r .31486 .38903 .31638 .39486 .33171 .37934 .33033 .3731 Mtetra .893 .989 .76 r .33033 .3731 .33171 .37934 .34699 .36223 .34576 .35553 Mtetra .909 .982 .736 r .34576 .35553 .34699 .36223 .3622 .34348 .36111 .33626 Mtetra .922 .975 .712 r .36111 .33626 .3622 .34348 .37733 .32305 .37638 .31526 Mtetra .933 .967 .691 r .37638 .31526 .37733 .32305 .39236 .30092 .39154 .2925 Mtetra .943 .958 .67 r .39154 .2925 .39236 .30092 .40727 .27706 .40658 .26796 Mtetra .951 .95 .651 r .40658 .26796 .40727 .27706 .42204 .25149 .42147 .24165 Mtetra .815 .909 .905 r .42147 .24165 .42204 .25149 .43639 .24037 .43587 .23426 Mtetra .518 .816 .999 r .43587 .23426 .43639 .24037 .45053 .24037 .45012 .23426 Mtetra .45012 .23426 .45053 .24037 .46466 .24037 .46437 .23426 Mtetra .46437 .23426 .46466 .24037 .4788 .24037 .47862 .23426 Mtetra .47862 .23426 .4788 .24037 .49293 .24037 .49287 .23426 Mtetra .49287 .23426 .49293 .24037 .50707 .24037 .50713 .23426 Mtetra .83489 .23426 .83217 .24037 .8463 .24037 .84914 .23426 Mtetra .82064 .23426 .81803 .24037 .83217 .24037 .83489 .23426 Mtetra .80639 .23426 .8039 .24037 .81803 .24037 .82064 .23426 Mtetra .79214 .23426 .78976 .24037 .8039 .24037 .80639 .23426 Mtetra .77789 .23426 .77563 .24037 .78976 .24037 .79214 .23426 Mtetra .76364 .23426 .76149 .24037 .77563 .24037 .77789 .23426 Mtetra .74939 .23426 .74736 .24037 .76149 .24037 .76364 .23426 Mtetra .73514 .23426 .73323 .24037 .74736 .24037 .74939 .23426 Mtetra .72088 .23426 .71909 .24037 .73323 .24037 .73514 .23426 Mtetra .70663 .23426 .70496 .24037 .71909 .24037 .72088 .23426 Mtetra .69238 .23426 .69082 .24037 .70496 .24037 .70663 .23426 Mtetra .67813 .23426 .67669 .24037 .69082 .24037 .69238 .23426 Mtetra .66388 .23426 .66255 .24037 .67669 .24037 .67813 .23426 Mtetra .64963 .23426 .64842 .24037 .66255 .24037 .66388 .23426 Mtetra .63538 .23426 .63428 .24037 .64842 .24037 .64963 .23426 Mtetra .62113 .23426 .62015 .24037 .63428 .24037 .63538 .23426 Mtetra .60688 .23426 .60601 .24037 .62015 .24037 .62113 .23426 Mtetra .59263 .23426 .59188 .24037 .60601 .24037 .60688 .23426 Mtetra .57838 .23426 .57774 .24037 .59188 .24037 .59263 .23426 Mtetra .56413 .23426 .56361 .24037 .57774 .24037 .57838 .23426 Mtetra .54988 .23426 .54947 .24037 .56361 .24037 .56413 .23426 Mtetra .53563 .23426 .53534 .24037 .54947 .24037 .54988 .23426 Mtetra .52138 .23426 .5212 .24037 .53534 .24037 .53563 .23426 Mtetra .50713 .23426 .50707 .24037 .5212 .24037 .52138 .23426 Mtetra 0 .317 .806 r .1386 .33267 .14142 .34061 .15504 .35248 .15234 .34437 Mtetra 0 .187 .719 r .15234 .34437 .15504 .35248 .1685 .36753 .16592 .35916 Mtetra 0 .008 .582 r .16592 .35916 .1685 .36753 .18164 .38791 .17921 .37902 Mtetra 0 0 .352 r .17921 .37902 .18164 .38791 .194 .42088 .19179 .41012 Mtetra 0 0 .199 r .19179 .41012 .194 .42088 .206 .46226 .20342 .45795 Mtetra .694 .971 .927 r .20342 .45795 .206 .46226 .22155 .45519 .21911 .45075 Mtetra .724 .98 .912 r .21911 .45075 .22155 .45519 .23711 .44717 .23482 .44257 Mtetra .754 .988 .895 r .23482 .44257 .23711 .44717 .25268 .43809 .25053 .4333 Mtetra .783 .994 .875 r .25053 .4333 .25268 .43809 .26824 .42784 .26625 .42282 Mtetra .811 .997 .853 r .26625 .42282 .26824 .42784 .2838 .41631 .28195 .41102 Mtetra .836 .998 .83 r .28195 .41102 .2838 .41631 .29934 .40341 .29764 .39779 Mtetra .859 .997 .805 r .29764 .39779 .29934 .40341 .31486 .38903 .31331 .38304 Mtetra .879 .993 .78 r .31331 .38304 .31486 .38903 .33033 .3731 .32893 .36667 Mtetra .897 .987 .755 r .32893 .36667 .33033 .3731 .34576 .35553 .3445 .34861 Mtetra .912 .981 .731 r .3445 .34861 .34576 .35553 .36111 .33626 .36 .32879 Mtetra .926 .973 .707 r .36 .32879 .36111 .33626 .37638 .31526 .37541 .30718 Mtetra .937 .965 .685 r .37541 .30718 .37638 .31526 .39154 .2925 .39071 .28375 Mtetra .946 .956 .665 r .39071 .28375 .39154 .2925 .40658 .26796 .40588 .25848 Mtetra .954 .947 .646 r .40588 .25848 .40658 .26796 .42147 .24165 .42091 .2314 Mtetra .727 .843 .936 r .42091 .2314 .42147 .24165 .43587 .23426 .43534 .22805 Mtetra .518 .816 .999 r .43534 .22805 .43587 .23426 .45012 .23426 .44971 .22805 Mtetra .44971 .22805 .45012 .23426 .46437 .23426 .46408 .22805 Mtetra .46408 .22805 .46437 .23426 .47862 .23426 .47845 .22805 Mtetra .47845 .22805 .47862 .23426 .49287 .23426 .49282 .22805 Mtetra .49282 .22805 .49287 .23426 .50713 .23426 .50718 .22805 Mtetra .83765 .22805 .83489 .23426 .84914 .23426 .85202 .22805 Mtetra .82329 .22805 .82064 .23426 .83489 .23426 .83765 .22805 Mtetra .80892 .22805 .80639 .23426 .82064 .23426 .82329 .22805 Mtetra .79455 .22805 .79214 .23426 .80639 .23426 .80892 .22805 Mtetra .78018 .22805 .77789 .23426 .79214 .23426 .79455 .22805 Mtetra .76581 .22805 .76364 .23426 .77789 .23426 .78018 .22805 Mtetra .75145 .22805 .74939 .23426 .76364 .23426 .76581 .22805 Mtetra .73708 .22805 .73514 .23426 .74939 .23426 .75145 .22805 Mtetra .72271 .22805 .72088 .23426 .73514 .23426 .73708 .22805 Mtetra .70834 .22805 .70663 .23426 .72088 .23426 .72271 .22805 Mtetra .69397 .22805 .69238 .23426 .70663 .23426 .70834 .22805 Mtetra .6796 .22805 .67813 .23426 .69238 .23426 .69397 .22805 Mtetra .66524 .22805 .66388 .23426 .67813 .23426 .6796 .22805 Mtetra .65087 .22805 .64963 .23426 .66388 .23426 .66524 .22805 Mtetra .6365 .22805 .63538 .23426 .64963 .23426 .65087 .22805 Mtetra .62213 .22805 .62113 .23426 .63538 .23426 .6365 .22805 Mtetra .60776 .22805 .60688 .23426 .62113 .23426 .62213 .22805 Mtetra .59339 .22805 .59263 .23426 .60688 .23426 .60776 .22805 Mtetra .57903 .22805 .57838 .23426 .59263 .23426 .59339 .22805 Mtetra .56466 .22805 .56413 .23426 .57838 .23426 .57903 .22805 Mtetra .55029 .22805 .54988 .23426 .56413 .23426 .56466 .22805 Mtetra .53592 .22805 .53563 .23426 .54988 .23426 .55029 .22805 Mtetra .52155 .22805 .52138 .23426 .53563 .23426 .53592 .22805 Mtetra .50718 .22805 .50713 .23426 .52138 .23426 .52155 .22805 Mtetra 0 .329 .813 r .13573 .32459 .1386 .33267 .15234 .34437 .1496 .33613 Mtetra 0 .202 .729 r .1496 .33613 .15234 .34437 .16592 .35916 .1633 .35067 Mtetra 0 .028 .598 r .1633 .35067 .16592 .35916 .17921 .37902 .17673 .37006 Mtetra 0 0 .382 r .17673 .37006 .17921 .37902 .19179 .41012 .18952 .39963 Mtetra .7 .452 0 r .18952 .39963 .19179 .41012 .20342 .45795 .20078 .45356 Mtetra .696 .971 .925 r .20078 .45356 .20342 .45795 .21911 .45075 .21663 .44623 Mtetra .727 .981 .91 r .21663 .44623 .21911 .45075 .23482 .44257 .23248 .43789 Mtetra .757 .989 .893 r .23248 .43789 .23482 .44257 .25053 .4333 .24835 .42841 Mtetra .787 .994 .872 r .24835 .42841 .25053 .4333 .26625 .42282 .26421 .41769 Mtetra .814 .997 .85 r .26421 .41769 .26625 .42282 .28195 .41102 .28007 .40559 Mtetra .84 .998 .826 r .28007 .40559 .28195 .41102 .29764 .39779 .29592 .39202 Mtetra .863 .996 .801 r .29592 .39202 .29764 .39779 .31331 .38304 .31174 .37687 Mtetra .883 .992 .775 r .31174 .37687 .31331 .38304 .32893 .36667 .32751 .36003 Mtetra .901 .986 .75 r .32751 .36003 .32893 .36667 .3445 .34861 .34323 .34145 Mtetra .916 .979 .726 r .34323 .34145 .3445 .34861 .36 .32879 .35888 .32105 Mtetra .929 .971 .702 r .35888 .32105 .36 .32879 .37541 .30718 .37443 .29879 Mtetra .94 .962 .68 r .37443 .29879 .37541 .30718 .39071 .28375 .38987 .27464 Mtetra .949 .953 .66 r .38987 .27464 .39071 .28375 .40588 .25848 .40518 .2486 Mtetra .956 .947 .653 r .40518 .2486 .40588 .25848 .42091 .2314 .42032 .22174 Mtetra .621 .783 .959 r .42032 .22174 .42091 .2314 .43534 .22805 .4348 .22174 Mtetra .518 .816 .999 r .4348 .22174 .43534 .22805 .44971 .22805 .44929 .22174 Mtetra .44929 .22174 .44971 .22805 .46408 .22805 .46378 .22174 Mtetra .46378 .22174 .46408 .22805 .47845 .22805 .47827 .22174 Mtetra .47827 .22174 .47845 .22805 .49282 .22805 .49276 .22174 Mtetra .49276 .22174 .49282 .22805 .50718 .22805 .50724 .22174 Mtetra .84047 .22174 .83765 .22805 .85202 .22805 .85495 .22174 Mtetra .82598 .22174 .82329 .22805 .83765 .22805 .84047 .22174 Mtetra .81149 .22174 .80892 .22805 .82329 .22805 .82598 .22174 Mtetra .797 .22174 .79455 .22805 .80892 .22805 .81149 .22174 Mtetra .78251 .22174 .78018 .22805 .79455 .22805 .797 .22174 Mtetra .76803 .22174 .76581 .22805 .78018 .22805 .78251 .22174 Mtetra .75354 .22174 .75145 .22805 .76581 .22805 .76803 .22174 Mtetra .73905 .22174 .73708 .22805 .75145 .22805 .75354 .22174 Mtetra .72456 .22174 .72271 .22805 .73708 .22805 .73905 .22174 Mtetra .71007 .22174 .70834 .22805 .72271 .22805 .72456 .22174 Mtetra .69559 .22174 .69397 .22805 .70834 .22805 .71007 .22174 Mtetra .6811 .22174 .6796 .22805 .69397 .22805 .69559 .22174 Mtetra .66661 .22174 .66524 .22805 .6796 .22805 .6811 .22174 Mtetra .65212 .22174 .65087 .22805 .66524 .22805 .66661 .22174 Mtetra .63764 .22174 .6365 .22805 .65087 .22805 .65212 .22174 Mtetra .62315 .22174 .62213 .22805 .6365 .22805 .63764 .22174 Mtetra .60866 .22174 .60776 .22805 .62213 .22805 .62315 .22174 Mtetra .59417 .22174 .59339 .22805 .60776 .22805 .60866 .22174 Mtetra .57968 .22174 .57903 .22805 .59339 .22805 .59417 .22174 Mtetra .5652 .22174 .56466 .22805 .57903 .22805 .57968 .22174 Mtetra .55071 .22174 .55029 .22805 .56466 .22805 .5652 .22174 Mtetra .53622 .22174 .53592 .22805 .55029 .22805 .55071 .22174 Mtetra .52173 .22174 .52155 .22805 .53592 .22805 .53622 .22174 Mtetra .50724 .22174 .50718 .22805 .52155 .22805 .52173 .22174 Mtetra 0 .34 .821 r .13282 .31637 .13573 .32459 .1496 .33613 .14681 .32775 Mtetra 0 .216 .739 r .14681 .32775 .1496 .33613 .1633 .35067 .16064 .34205 Mtetra 0 .047 .613 r .16064 .34205 .1633 .35067 .17673 .37006 .1742 .36101 Mtetra 0 0 .408 r .1742 .36101 .17673 .37006 .18952 .39963 .18719 .3893 Mtetra .735 .49 0 r .18719 .3893 .18952 .39963 .20078 .45356 .1981 .4491 Mtetra .699 .972 .924 r .1981 .4491 .20078 .45356 .21663 .44623 .2141 .44163 Mtetra .73 .982 .909 r .2141 .44163 .21663 .44623 .23248 .43789 .23011 .43311 Mtetra .761 .99 .89 r .23011 .43311 .23248 .43789 .24835 .42841 .24613 .42342 Mtetra .79 .995 .87 r .24613 .42342 .24835 .42841 .26421 .41769 .26215 .41243 Mtetra .818 .998 .847 r .26215 .41243 .26421 .41769 .28007 .40559 .27816 .40003 Mtetra .844 .998 .822 r .27816 .40003 .28007 .40559 .29592 .39202 .29417 .38609 Mtetra .867 .995 .796 r .29417 .38609 .29592 .39202 .31174 .37687 .31014 .3705 Mtetra .887 .991 .771 r .31014 .3705 .31174 .37687 .32751 .36003 .32607 .35318 Mtetra .905 .984 .745 r .32607 .35318 .32751 .36003 .34323 .34145 .34195 .33403 Mtetra .92 .977 .72 r .34195 .33403 .34323 .34145 .35888 .32105 .35775 .313 Mtetra .933 .968 .697 r .35775 .313 .35888 .32105 .37443 .29879 .37345 .29005 Mtetra .943 .959 .675 r .37345 .29005 .37443 .29879 .38987 .27464 .38903 .26514 Mtetra .952 .95 .655 r .38903 .26514 .38987 .27464 .40518 .2486 .40448 .23827 Mtetra .951 .954 .705 r .40448 .23827 .40518 .2486 .42032 .22174 .41965 .21532 Mtetra .518 .816 .999 r .41965 .21532 .42032 .22174 .4348 .22174 .43426 .21532 Mtetra .43426 .21532 .4348 .22174 .44929 .22174 .44887 .21532 Mtetra .44887 .21532 .44929 .22174 .46378 .22174 .46348 .21532 Mtetra .46348 .21532 .46378 .22174 .47827 .22174 .47809 .21532 Mtetra .47809 .21532 .47827 .22174 .49276 .22174 .4927 .21532 Mtetra .4927 .21532 .49276 .22174 .50724 .22174 .5073 .21532 Mtetra .84332 .21532 .84047 .22174 .85495 .22174 .85793 .21532 Mtetra .82872 .21532 .82598 .22174 .84047 .22174 .84332 .21532 Mtetra .81411 .21532 .81149 .22174 .82598 .22174 .82872 .21532 Mtetra .7995 .21532 .797 .22174 .81149 .22174 .81411 .21532 Mtetra .78489 .21532 .78251 .22174 .797 .22174 .7995 .21532 Mtetra .77028 .21532 .76803 .22174 .78251 .22174 .78489 .21532 Mtetra .75567 .21532 .75354 .22174 .76803 .22174 .77028 .21532 Mtetra .74106 .21532 .73905 .22174 .75354 .22174 .75567 .21532 Mtetra .72645 .21532 .72456 .22174 .73905 .22174 .74106 .21532 Mtetra .71184 .21532 .71007 .22174 .72456 .22174 .72645 .21532 Mtetra .69723 .21532 .69559 .22174 .71007 .22174 .71184 .21532 Mtetra .68262 .21532 .6811 .22174 .69559 .22174 .69723 .21532 Mtetra .66801 .21532 .66661 .22174 .6811 .22174 .68262 .21532 Mtetra .6534 .21532 .65212 .22174 .66661 .22174 .66801 .21532 Mtetra .63879 .21532 .63764 .22174 .65212 .22174 .6534 .21532 Mtetra .62418 .21532 .62315 .22174 .63764 .22174 .63879 .21532 Mtetra .60957 .21532 .60866 .22174 .62315 .22174 .62418 .21532 Mtetra .59496 .21532 .59417 .22174 .60866 .22174 .60957 .21532 Mtetra .58035 .21532 .57968 .22174 .59417 .22174 .59496 .21532 Mtetra .56574 .21532 .5652 .22174 .57968 .22174 .58035 .21532 Mtetra .55113 .21532 .55071 .22174 .5652 .22174 .56574 .21532 Mtetra .53652 .21532 .53622 .22174 .55071 .22174 .55113 .21532 Mtetra .52191 .21532 .52173 .22174 .53622 .22174 .53652 .21532 Mtetra .5073 .21532 .50724 .22174 .52173 .22174 .52191 .21532 Mtetra .006 .352 .827 r .12987 .30801 .13282 .31637 .14681 .32775 .14398 .31923 Mtetra 0 .23 .749 r .14398 .31923 .14681 .32775 .16064 .34205 .15794 .3333 Mtetra 0 .066 .628 r .15794 .3333 .16064 .34205 .1742 .36101 .17164 .35186 Mtetra 0 0 .433 r .17164 .35186 .1742 .36101 .18719 .3893 .18481 .37907 Mtetra .76 .519 0 r .18481 .37907 .18719 .3893 .1981 .4491 .19537 .44456 Mtetra .701 .973 .923 r .19537 .44456 .1981 .4491 .2141 .44163 .21152 .43694 Mtetra .733 .983 .907 r .21152 .43694 .2141 .44163 .23011 .43311 .22769 .42824 Mtetra .764 .99 .888 r .22769 .42824 .23011 .43311 .24613 .42342 .24387 .41832 Mtetra .794 .996 .867 r .24387 .41832 .24613 .42342 .26215 .41243 .26005 .40706 Mtetra .823 .998 .843 r .26005 .40706 .26215 .41243 .27816 .40003 .27622 .39432 Mtetra .848 .997 .818 r .27622 .39432 .27816 .40003 .29417 .38609 .29239 .37998 Mtetra .872 .994 .792 r .29239 .37998 .29417 .38609 .31014 .3705 .30852 .36394 Mtetra .892 .989 .765 r .30852 .36394 .31014 .3705 .32607 .35318 .32461 .34608 Mtetra .909 .983 .74 r .32461 .34608 .32607 .35318 .34195 .33403 .34065 .32634 Mtetra .924 .974 .715 r .34065 .32634 .34195 .33403 .35775 .313 .3566 .30463 Mtetra .936 .966 .691 r .3566 .30463 .35775 .313 .37345 .29005 .37246 .28093 Mtetra .947 .956 .669 r .37246 .28093 .37345 .29005 .38903 .26514 .38819 .2552 Mtetra .955 .947 .649 r .38819 .2552 .38903 .26514 .40448 .23827 .40378 .22745 Mtetra .936 .955 .763 r .40378 .22745 .40448 .23827 .41965 .21532 .41897 .20879 Mtetra .518 .816 .999 r .41897 .20879 .41965 .21532 .43426 .21532 .4337 .20879 Mtetra .4337 .20879 .43426 .21532 .44887 .21532 .44843 .20879 Mtetra .44843 .20879 .44887 .21532 .46348 .21532 .46317 .20879 Mtetra .46317 .20879 .46348 .21532 .47809 .21532 .4779 .20879 Mtetra .4779 .20879 .47809 .21532 .4927 .21532 .49263 .20879 Mtetra .49263 .20879 .4927 .21532 .5073 .21532 .50737 .20879 Mtetra .84623 .20879 .84332 .21532 .85793 .21532 .86097 .20879 Mtetra .8315 .20879 .82872 .21532 .84332 .21532 .84623 .20879 Mtetra .81677 .20879 .81411 .21532 .82872 .21532 .8315 .20879 Mtetra .80203 .20879 .7995 .21532 .81411 .21532 .81677 .20879 Mtetra .7873 .20879 .78489 .21532 .7995 .21532 .80203 .20879 Mtetra .77257 .20879 .77028 .21532 .78489 .21532 .7873 .20879 Mtetra .75783 .20879 .75567 .21532 .77028 .21532 .77257 .20879 Mtetra .7431 .20879 .74106 .21532 .75567 .21532 .75783 .20879 Mtetra .72837 .20879 .72645 .21532 .74106 .21532 .7431 .20879 Mtetra .71363 .20879 .71184 .21532 .72645 .21532 .72837 .20879 Mtetra .6989 .20879 .69723 .21532 .71184 .21532 .71363 .20879 Mtetra .68417 .20879 .68262 .21532 .69723 .21532 .6989 .20879 Mtetra .66943 .20879 .66801 .21532 .68262 .21532 .68417 .20879 Mtetra .6547 .20879 .6534 .21532 .66801 .21532 .66943 .20879 Mtetra .63997 .20879 .63879 .21532 .6534 .21532 .6547 .20879 Mtetra .62523 .20879 .62418 .21532 .63879 .21532 .63997 .20879 Mtetra .6105 .20879 .60957 .21532 .62418 .21532 .62523 .20879 Mtetra .59577 .20879 .59496 .21532 .60957 .21532 .6105 .20879 Mtetra .58103 .20879 .58035 .21532 .59496 .21532 .59577 .20879 Mtetra .5663 .20879 .56574 .21532 .58035 .21532 .58103 .20879 Mtetra .55157 .20879 .55113 .21532 .56574 .21532 .5663 .20879 Mtetra .53683 .20879 .53652 .21532 .55113 .21532 .55157 .20879 Mtetra .5221 .20879 .52191 .21532 .53652 .21532 .53683 .20879 Mtetra .50737 .20879 .5073 .21532 .52191 .21532 .5221 .20879 Mtetra .019 .363 .834 r .12687 .29949 .12987 .30801 .14398 .31923 .14111 .31055 Mtetra 0 .244 .759 r .14111 .31055 .14398 .31923 .15794 .3333 .15519 .32441 Mtetra 0 .083 .642 r .15519 .32441 .15794 .3333 .17164 .35186 .16903 .34259 Mtetra 0 0 .455 r .16903 .34259 .17164 .35186 .18481 .37907 .18237 .36887 Mtetra .779 .542 0 r .18237 .36887 .18481 .37907 .19537 .44456 .19258 .43994 Mtetra .703 .974 .921 r .19258 .43994 .19537 .44456 .21152 .43694 .2089 .43217 Mtetra .736 .984 .905 r .2089 .43217 .21152 .43694 .22769 .42824 .22523 .42327 Mtetra .768 .991 .885 r .22523 .42327 .22769 .42824 .24387 .41832 .24157 .4131 Mtetra .798 .996 .863 r .24157 .4131 .24387 .41832 .26005 .40706 .25791 .40154 Mtetra .827 .998 .839 r .25791 .40154 .26005 .40706 .27622 .39432 .27425 .38845 Mtetra .853 .997 .813 r .27425 .38845 .27622 .39432 .29239 .37998 .29058 .37369 Mtetra .876 .994 .787 r .29058 .37369 .29239 .37998 .30852 .36394 .30688 .35715 Mtetra .896 .988 .76 r .30688 .35715 .30852 .36394 .32461 .34608 .32314 .33873 Mtetra .913 .981 .734 r .32314 .33873 .32461 .34608 .34065 .32634 .33933 .31833 Mtetra .928 .972 .709 r .33933 .31833 .34065 .32634 .3566 .30463 .35545 .2959 Mtetra .94 .963 .685 r .35545 .2959 .3566 .30463 .37246 .28093 .37146 .27139 Mtetra .95 .953 .664 r .37146 .27139 .37246 .28093 .38819 .2552 .38734 .24479 Mtetra .958 .943 .644 r .38734 .24479 .38819 .2552 .40378 .22745 .40307 .21608 Mtetra .902 .94 .825 r .40307 .21608 .40378 .22745 .41897 .20879 .41827 .20215 Mtetra .518 .816 .999 r .41827 .20215 .41897 .20879 .4337 .20879 .43313 .20215 Mtetra .43313 .20215 .4337 .20879 .44843 .20879 .44799 .20215 Mtetra .44799 .20215 .44843 .20879 .46317 .20879 .46285 .20215 Mtetra .46285 .20215 .46317 .20879 .4779 .20879 .47771 .20215 Mtetra .47771 .20215 .4779 .20879 .49263 .20879 .49257 .20215 Mtetra .49257 .20215 .49263 .20879 .50737 .20879 .50743 .20215 Mtetra .84919 .20215 .84623 .20879 .86097 .20879 .86405 .20215 Mtetra .83433 .20215 .8315 .20879 .84623 .20879 .84919 .20215 Mtetra .81947 .20215 .81677 .20879 .8315 .20879 .83433 .20215 Mtetra .80461 .20215 .80203 .20879 .81677 .20879 .81947 .20215 Mtetra .78975 .20215 .7873 .20879 .80203 .20879 .80461 .20215 Mtetra .77489 .20215 .77257 .20879 .7873 .20879 .78975 .20215 Mtetra .76003 .20215 .75783 .20879 .77257 .20879 .77489 .20215 Mtetra .74518 .20215 .7431 .20879 .75783 .20879 .76003 .20215 Mtetra .73032 .20215 .72837 .20879 .7431 .20879 .74518 .20215 Mtetra .71546 .20215 .71363 .20879 .72837 .20879 .73032 .20215 Mtetra .7006 .20215 .6989 .20879 .71363 .20879 .71546 .20215 Mtetra .68574 .20215 .68417 .20879 .6989 .20879 .7006 .20215 Mtetra .67088 .20215 .66943 .20879 .68417 .20879 .68574 .20215 Mtetra .65602 .20215 .6547 .20879 .66943 .20879 .67088 .20215 Mtetra .64116 .20215 .63997 .20879 .6547 .20879 .65602 .20215 Mtetra .6263 .20215 .62523 .20879 .63997 .20879 .64116 .20215 Mtetra .61144 .20215 .6105 .20879 .62523 .20879 .6263 .20215 Mtetra .59658 .20215 .59577 .20879 .6105 .20879 .61144 .20215 Mtetra .58173 .20215 .58103 .20879 .59577 .20879 .59658 .20215 Mtetra .56687 .20215 .5663 .20879 .58103 .20879 .58173 .20215 Mtetra .55201 .20215 .55157 .20879 .5663 .20879 .56687 .20215 Mtetra .53715 .20215 .53683 .20879 .55157 .20879 .55201 .20215 Mtetra .52229 .20215 .5221 .20879 .53683 .20879 .53715 .20215 Mtetra .50743 .20215 .50737 .20879 .5221 .20879 .52229 .20215 Mtetra .032 .374 .841 r .12382 .29081 .12687 .29949 .14111 .31055 .13819 .30172 Mtetra 0 .258 .768 r .13819 .30172 .14111 .31055 .15519 .32441 .1524 .31537 Mtetra 0 .1 .655 r .1524 .31537 .15519 .32441 .16903 .34259 .16637 .33321 Mtetra 0 0 .476 r .16637 .33321 .16903 .34259 .18237 .36887 .17988 .35867 Mtetra .706 .447 0 r .17988 .35867 .18237 .36887 .19258 .43994 .1916 .41067 Mtetra .453 .423 .734 r .1916 .41067 .19258 .43994 .2089 .43217 .20623 .4273 Mtetra .739 .985 .903 r .20623 .4273 .2089 .43217 .22523 .42327 .22272 .41819 Mtetra .772 .992 .883 r .22272 .41819 .22523 .42327 .24157 .4131 .23923 .40777 Mtetra .803 .996 .86 r .23923 .40777 .24157 .4131 .25791 .40154 .25574 .39588 Mtetra .832 .998 .835 r .25574 .39588 .25791 .40154 .27425 .38845 .27225 .3824 Mtetra .858 .996 .808 r .27225 .3824 .27425 .38845 .29058 .37369 .28875 .36719 Mtetra .881 .992 .781 r .28875 .36719 .29058 .37369 .30688 .35715 .30522 .35012 Mtetra .901 .986 .754 r .30522 .35012 .30688 .35715 .32314 .33873 .32164 .33108 Mtetra .918 .978 .728 r .32164 .33108 .32314 .33873 .33933 .31833 .33801 .30999 Mtetra .932 .969 .703 r .33801 .30999 .33933 .31833 .35545 .2959 .35428 .28677 Mtetra .944 .959 .679 r .35428 .28677 .35545 .2959 .37146 .27139 .37045 .2614 Mtetra .954 .949 .658 r .37045 .2614 .37146 .27139 .38734 .24479 .38649 .23384 Mtetra .962 .939 .638 r .38649 .23384 .38734 .24479 .40307 .21608 .40237 .20411 Mtetra .837 .897 .882 r .40237 .20411 .40307 .21608 .41827 .20215 .41757 .1954 Mtetra .518 .816 .999 r .41757 .1954 .41827 .20215 .43313 .20215 .43256 .1954 Mtetra .43256 .1954 .43313 .20215 .44799 .20215 .44755 .1954 Mtetra .44755 .1954 .44799 .20215 .46285 .20215 .46253 .1954 Mtetra .46253 .1954 .46285 .20215 .47771 .20215 .47752 .1954 Mtetra .47752 .1954 .47771 .20215 .49257 .20215 .49251 .1954 Mtetra .49251 .1954 .49257 .20215 .50743 .20215 .50749 .1954 Mtetra .8522 .1954 .84919 .20215 .86405 .20215 .86718 .1954 Mtetra .83721 .1954 .83433 .20215 .84919 .20215 .8522 .1954 Mtetra .82222 .1954 .81947 .20215 .83433 .20215 .83721 .1954 Mtetra .80724 .1954 .80461 .20215 .81947 .20215 .82222 .1954 Mtetra .79225 .1954 .78975 .20215 .80461 .20215 .80724 .1954 Mtetra .77726 .1954 .77489 .20215 .78975 .20215 .79225 .1954 Mtetra .76227 .1954 .76003 .20215 .77489 .20215 .77726 .1954 Mtetra .74729 .1954 .74518 .20215 .76003 .20215 .76227 .1954 Mtetra .7323 .1954 .73032 .20215 .74518 .20215 .74729 .1954 Mtetra .71731 .1954 .71546 .20215 .73032 .20215 .7323 .1954 Mtetra .70233 .1954 .7006 .20215 .71546 .20215 .71731 .1954 Mtetra .68734 .1954 .68574 .20215 .7006 .20215 .70233 .1954 Mtetra .67235 .1954 .67088 .20215 .68574 .20215 .68734 .1954 Mtetra .65736 .1954 .65602 .20215 .67088 .20215 .67235 .1954 Mtetra .64238 .1954 .64116 .20215 .65602 .20215 .65736 .1954 Mtetra .62739 .1954 .6263 .20215 .64116 .20215 .64238 .1954 Mtetra .6124 .1954 .61144 .20215 .6263 .20215 .62739 .1954 Mtetra .59742 .1954 .59658 .20215 .61144 .20215 .6124 .1954 Mtetra .58243 .1954 .58173 .20215 .59658 .20215 .59742 .1954 Mtetra .56744 .1954 .56687 .20215 .58173 .20215 .58243 .1954 Mtetra .55245 .1954 .55201 .20215 .56687 .20215 .56744 .1954 Mtetra .53747 .1954 .53715 .20215 .55201 .20215 .55245 .1954 Mtetra .52248 .1954 .52229 .20215 .53715 .20215 .53747 .1954 Mtetra .50749 .1954 .50743 .20215 .52229 .20215 .52248 .1954 Mtetra .045 .385 .847 r .12072 .28196 .12382 .29081 .13819 .30172 .13522 .29273 Mtetra 0 .271 .777 r .13522 .29273 .13819 .30172 .1524 .31537 .14957 .30618 Mtetra 0 .117 .667 r .14957 .30618 .1524 .31537 .16637 .33321 .16368 .3237 Mtetra 0 0 .496 r .16368 .3237 .16637 .33321 .17988 .35867 .17735 .34844 Mtetra 0 0 .193 r .17735 .34844 .17988 .35867 .1916 .41067 .18958 .39461 Mtetra 0 .047 .602 r .18958 .39461 .1916 .41067 .20623 .4273 .20351 .42234 Mtetra .743 .986 .9 r .20351 .42234 .20623 .4273 .22272 .41819 .22017 .41301 Mtetra .776 .993 .88 r .22017 .41301 .22272 .41819 .23923 .40777 .23685 .4023 Mtetra .808 .997 .856 r .23685 .4023 .23923 .40777 .25574 .39588 .25353 .39007 Mtetra .837 .998 .83 r .25353 .39007 .25574 .39588 .27225 .3824 .27022 .37618 Mtetra .863 .996 .803 r .27022 .37618 .27225 .3824 .28875 .36719 .28689 .36047 Mtetra .886 .991 .776 r .28689 .36047 .28875 .36719 .30522 .35012 .30353 .34282 Mtetra .906 .984 .748 r .30353 .34282 .30522 .35012 .32164 .33108 .32013 .32311 Mtetra .922 .976 .721 r .32013 .32311 .32164 .33108 .33801 .30999 .33667 .30126 Mtetra .936 .966 .696 r .33667 .30126 .33801 .30999 .35428 .28677 .35311 .2772 Mtetra .948 .956 .673 r .35311 .2772 .35428 .28677 .37045 .2614 .36944 .25088 Mtetra .957 .946 .652 r .36944 .25088 .37045 .2614 .38649 .23384 .38564 .22229 Mtetra .965 .935 .633 r .38564 .22229 .38649 .23384 .40237 .20411 .40166 .19145 Mtetra .725 .811 .918 r .40166 .19145 .40237 .20411 .41757 .1954 .41685 .18853 Mtetra .518 .816 .999 r .41685 .18853 .41757 .1954 .43256 .1954 .43197 .18853 Mtetra .43197 .18853 .43256 .1954 .44755 .1954 .44709 .18853 Mtetra .44709 .18853 .44755 .1954 .46253 .1954 .46221 .18853 Mtetra .46221 .18853 .46253 .1954 .47752 .1954 .47732 .18853 Mtetra .47732 .18853 .47752 .1954 .49251 .1954 .49244 .18853 Mtetra .49244 .18853 .49251 .1954 .50749 .1954 .50756 .18853 Mtetra .85526 .18853 .8522 .1954 .86718 .1954 .87037 .18853 Mtetra .84014 .18853 .83721 .1954 .8522 .1954 .85526 .18853 Mtetra .82502 .18853 .82222 .1954 .83721 .1954 .84014 .18853 Mtetra .8099 .18853 .80724 .1954 .82222 .1954 .82502 .18853 Mtetra .79479 .18853 .79225 .1954 .80724 .1954 .8099 .18853 Mtetra .77967 .18853 .77726 .1954 .79225 .1954 .79479 .18853 Mtetra .76455 .18853 .76227 .1954 .77726 .1954 .77967 .18853 Mtetra .74944 .18853 .74729 .1954 .76227 .1954 .76455 .18853 Mtetra .73432 .18853 .7323 .1954 .74729 .1954 .74944 .18853 Mtetra .7192 .18853 .71731 .1954 .7323 .1954 .73432 .18853 Mtetra .70408 .18853 .70233 .1954 .71731 .1954 .7192 .18853 Mtetra .68897 .18853 .68734 .1954 .70233 .1954 .70408 .18853 Mtetra .67385 .18853 .67235 .1954 .68734 .1954 .68897 .18853 Mtetra .65873 .18853 .65736 .1954 .67235 .1954 .67385 .18853 Mtetra .64361 .18853 .64238 .1954 .65736 .1954 .65873 .18853 Mtetra .6285 .18853 .62739 .1954 .64238 .1954 .64361 .18853 Mtetra .61338 .18853 .6124 .1954 .62739 .1954 .6285 .18853 Mtetra .59826 .18853 .59742 .1954 .6124 .1954 .61338 .18853 Mtetra .58315 .18853 .58243 .1954 .59742 .1954 .59826 .18853 Mtetra .56803 .18853 .56744 .1954 .58243 .1954 .58315 .18853 Mtetra .55291 .18853 .55245 .1954 .56744 .1954 .56803 .18853 Mtetra .53779 .18853 .53747 .1954 .55245 .1954 .55291 .18853 Mtetra .52268 .18853 .52248 .1954 .53747 .1954 .53779 .18853 Mtetra .50756 .18853 .50749 .1954 .52248 .1954 .52268 .18853 Mtetra .058 .395 .853 r .11758 .27295 .12072 .28196 .13522 .29273 .13221 .28356 Mtetra 0 .284 .785 r .13221 .28356 .13522 .29273 .14957 .30618 .14669 .29682 Mtetra 0 .132 .679 r .14669 .29682 .14957 .30618 .16368 .3237 .16093 .31404 Mtetra 0 0 .514 r .16093 .31404 .16368 .3237 .17735 .34844 .17476 .33815 Mtetra 0 0 .233 r .17476 .33815 .17735 .34844 .18958 .39461 .18737 .38062 Mtetra 0 0 .416 r .18737 .38062 .18958 .39461 .20351 .42234 .20074 .41728 Mtetra .747 .987 .898 r .20074 .41728 .20351 .42234 .22017 .41301 .21757 .4077 Mtetra .78 .994 .876 r .21757 .4077 .22017 .41301 .23685 .4023 .23443 .39669 Mtetra .813 .997 .852 r .23443 .39669 .23685 .4023 .25353 .39007 .25129 .38409 Mtetra .842 .998 .826 r .25129 .38409 .25353 .39007 .27022 .37618 .26815 .36974 Mtetra .868 .995 .798 r .26815 .36974 .27022 .37618 .28689 .36047 .285 .3535 Mtetra .891 .99 .769 r .285 .3535 .28689 .36047 .30353 .34282 .30183 .33522 Mtetra .911 .982 .742 r .30183 .33522 .30353 .34282 .32013 .32311 .3186 .31479 Mtetra .927 .973 .715 r .3186 .31479 .32013 .32311 .33667 .30126 .33531 .29211 Mtetra .941 .963 .69 r .33531 .29211 .33667 .30126 .35311 .2772 .35193 .26713 Mtetra .952 .952 .667 r .35193 .26713 .35311 .2772 .36944 .25088 .36843 .23978 Mtetra .961 .941 .646 r .36843 .23978 .36944 .25088 .38564 .22229 .38479 .21008 Mtetra .966 .938 .661 r .38479 .21008 .38564 .22229 .40166 .19145 .40088 .18153 Mtetra .607 .792 .97 r .40088 .18153 .40166 .19145 .41685 .18853 .41613 .18153 Mtetra .518 .816 .999 r .41613 .18153 .41685 .18853 .43197 .18853 .43138 .18153 Mtetra .43138 .18153 .43197 .18853 .44709 .18853 .44663 .18153 Mtetra .44663 .18153 .44709 .18853 .46221 .18853 .46188 .18153 Mtetra .46188 .18153 .46221 .18853 .47732 .18853 .47713 .18153 Mtetra .47713 .18153 .47732 .18853 .49244 .18853 .49238 .18153 Mtetra .49238 .18153 .49244 .18853 .50756 .18853 .50762 .18153 Mtetra .85837 .18153 .85526 .18853 .87037 .18853 .87362 .18153 Mtetra .84312 .18153 .84014 .18853 .85526 .18853 .85837 .18153 Mtetra .82787 .18153 .82502 .18853 .84014 .18853 .84312 .18153 Mtetra .81262 .18153 .8099 .18853 .82502 .18853 .82787 .18153 Mtetra .79737 .18153 .79479 .18853 .8099 .18853 .81262 .18153 Mtetra .78212 .18153 .77967 .18853 .79479 .18853 .79737 .18153 Mtetra .76687 .18153 .76455 .18853 .77967 .18853 .78212 .18153 Mtetra .75162 .18153 .74944 .18853 .76455 .18853 .76687 .18153 Mtetra .73637 .18153 .73432 .18853 .74944 .18853 .75162 .18153 Mtetra .72112 .18153 .7192 .18853 .73432 .18853 .73637 .18153 Mtetra .70587 .18153 .70408 .18853 .7192 .18853 .72112 .18153 Mtetra .69062 .18153 .68897 .18853 .70408 .18853 .70587 .18153 Mtetra .67537 .18153 .67385 .18853 .68897 .18853 .69062 .18153 Mtetra .66012 .18153 .65873 .18853 .67385 .18853 .67537 .18153 Mtetra .64487 .18153 .64361 .18853 .65873 .18853 .66012 .18153 Mtetra .62962 .18153 .6285 .18853 .64361 .18853 .64487 .18153 Mtetra .61437 .18153 .61338 .18853 .6285 .18853 .62962 .18153 Mtetra .59912 .18153 .59826 .18853 .61338 .18853 .61437 .18153 Mtetra .58387 .18153 .58315 .18853 .59826 .18853 .59912 .18153 Mtetra .56862 .18153 .56803 .18853 .58315 .18853 .58387 .18153 Mtetra .55337 .18153 .55291 .18853 .56803 .18853 .56862 .18153 Mtetra .53812 .18153 .53779 .18853 .55291 .18853 .55337 .18153 Mtetra .52287 .18153 .52268 .18853 .53779 .18853 .53812 .18153 Mtetra .50762 .18153 .50756 .18853 .52268 .18853 .52287 .18153 Mtetra .07 .406 .859 r .11438 .26375 .11758 .27295 .13221 .28356 .12915 .27422 Mtetra 0 .296 .793 r .12915 .27422 .13221 .28356 .14669 .29682 .14376 .28729 Mtetra 0 .148 .691 r .14376 .28729 .14669 .29682 .16093 .31404 .15814 .30424 Mtetra 0 0 .53 r .15814 .30424 .16093 .31404 .17476 .33815 .17213 .32778 Mtetra 0 0 .266 r .17213 .32778 .17476 .33815 .18737 .38062 .18504 .36758 Mtetra 0 0 .289 r .18504 .36758 .18737 .38062 .20074 .41728 .19792 .41212 Mtetra .751 .988 .895 r .19792 .41212 .20074 .41728 .21757 .4077 .21493 .40227 Mtetra .785 .994 .873 r .21493 .40227 .21757 .4077 .23443 .39669 .23196 .39093 Mtetra .818 .998 .848 r .23196 .39093 .23443 .39669 .25129 .38409 .24901 .37793 Mtetra .848 .997 .82 r .24901 .37793 .25129 .38409 .26815 .36974 .26606 .36309 Mtetra .874 .994 .792 r .26606 .36309 .26815 .36974 .285 .3535 .28309 .34626 Mtetra .897 .988 .763 r .28309 .34626 .285 .3535 .30183 .33522 .3001 .32729 Mtetra .916 .979 .735 r .3001 .32729 .30183 .33522 .3186 .31479 .31706 .30607 Mtetra .932 .97 .708 r .31706 .30607 .3186 .31479 .33531 .29211 .33395 .28249 Mtetra .945 .959 .683 r .33395 .28249 .33531 .29211 .35193 .26713 .35075 .25649 Mtetra .956 .948 .66 r .35075 .25649 .35193 .26713 .36843 .23978 .36742 .22803 Mtetra .965 .937 .639 r .36742 .22803 .36843 .23978 .38479 .21008 .38394 .1971 Mtetra .954 .941 .727 r .38394 .1971 .38479 .21008 .40088 .18153 .4 .17442 Mtetra .518 .816 .999 r .4 .17442 .40088 .18153 .41613 .18153 .41538 .17442 Mtetra .41538 .17442 .41613 .18153 .43138 .18153 .43077 .17442 Mtetra .43077 .17442 .43138 .18153 .44663 .18153 .44615 .17442 Mtetra .44615 .17442 .44663 .18153 .46188 .18153 .46154 .17442 Mtetra .46154 .17442 .46188 .18153 .47713 .18153 .47692 .17442 Mtetra .47692 .17442 .47713 .18153 .49238 .18153 .49231 .17442 Mtetra .49231 .17442 .49238 .18153 .50762 .18153 .50769 .17442 Mtetra .86154 .17442 .85837 .18153 .87362 .18153 .87692 .17442 Mtetra .84615 .17442 .84312 .18153 .85837 .18153 .86154 .17442 Mtetra .83077 .17442 .82787 .18153 .84312 .18153 .84615 .17442 Mtetra .81538 .17442 .81262 .18153 .82787 .18153 .83077 .17442 Mtetra .8 .17442 .79737 .18153 .81262 .18153 .81538 .17442 Mtetra .78462 .17442 .78212 .18153 .79737 .18153 .8 .17442 Mtetra .76923 .17442 .76687 .18153 .78212 .18153 .78462 .17442 Mtetra .75385 .17442 .75162 .18153 .76687 .18153 .76923 .17442 Mtetra .73846 .17442 .73637 .18153 .75162 .18153 .75385 .17442 Mtetra .72308 .17442 .72112 .18153 .73637 .18153 .73846 .17442 Mtetra .70769 .17442 .70587 .18153 .72112 .18153 .72308 .17442 Mtetra .69231 .17442 .69062 .18153 .70587 .18153 .70769 .17442 Mtetra .67692 .17442 .67537 .18153 .69062 .18153 .69231 .17442 Mtetra .66154 .17442 .66012 .18153 .67537 .18153 .67692 .17442 Mtetra .64615 .17442 .64487 .18153 .66012 .18153 .66154 .17442 Mtetra .63077 .17442 .62962 .18153 .64487 .18153 .64615 .17442 Mtetra .61538 .17442 .61437 .18153 .62962 .18153 .63077 .17442 Mtetra .6 .17442 .59912 .18153 .61437 .18153 .61538 .17442 Mtetra .58462 .17442 .58387 .18153 .59912 .18153 .6 .17442 Mtetra .56923 .17442 .56862 .18153 .58387 .18153 .58462 .17442 Mtetra .55385 .17442 .55337 .18153 .56862 .18153 .56923 .17442 Mtetra .53846 .17442 .53812 .18153 .55337 .18153 .55385 .17442 Mtetra .52308 .17442 .52287 .18153 .53812 .18153 .53846 .17442 Mtetra .50769 .17442 .50762 .18153 .52287 .18153 .52308 .17442 Mtetra .083 .416 .865 r .11114 .25437 .11438 .26375 .12915 .27422 .12604 .26469 Mtetra 0 .309 .801 r .12604 .26469 .12915 .27422 .14376 .28729 .14078 .27758 Mtetra 0 .162 .702 r .14078 .27758 .14376 .28729 .15814 .30424 .15531 .29427 Mtetra 0 0 .546 r .15531 .29427 .15814 .30424 .17213 .32778 .16944 .31731 Mtetra 0 0 .295 r .16944 .31731 .17213 .32778 .18504 .36758 .18261 .35506 Mtetra 0 0 .203 r .18261 .35506 .18504 .36758 .19792 .41212 .19504 .40685 Mtetra .755 .989 .892 r .19504 .40685 .19792 .41212 .21493 .40227 .21224 .39672 Mtetra .791 .995 .869 r .21224 .39672 .21493 .40227 .23196 .39093 .22946 .38502 Mtetra .824 .998 .843 r .22946 .38502 .23196 .39093 .24901 .37793 .24669 .37157 Mtetra .854 .997 .815 r .24669 .37157 .24901 .37793 .26606 .36309 .26393 .35619 Mtetra .88 .993 .785 r .26393 .35619 .26606 .36309 .28309 .34626 .28116 .33872 Mtetra .902 .986 .756 r .28116 .33872 .28309 .34626 .3001 .32729 .29836 .319 Mtetra .921 .977 .727 r .29836 .319 .3001 .32729 .31706 .30607 .31551 .2969 Mtetra .937 .966 .7 r .31551 .2969 .31706 .30607 .33395 .28249 .33259 .27233 Mtetra .95 .955 .675 r .33259 .27233 .33395 .28249 .35075 .25649 .34957 .24521 Mtetra .96 .943 .653 r .34957 .24521 .35075 .25649 .36742 .22803 .36641 .21552 Mtetra .969 .932 .632 r .36641 .21552 .36742 .22803 .38394 .1971 .3831 .18324 Mtetra .918 .923 .801 r .3831 .18324 .38394 .1971 .4 .17442 .39911 .16718 Mtetra .518 .816 .999 r .39911 .16718 .4 .17442 .41538 .17442 .41463 .16718 Mtetra .41463 .16718 .41538 .17442 .43077 .17442 .43015 .16718 Mtetra .43015 .16718 .43077 .17442 .44615 .17442 .44567 .16718 Mtetra .44567 .16718 .44615 .17442 .46154 .17442 .4612 .16718 Mtetra .4612 .16718 .46154 .17442 .47692 .17442 .47672 .16718 Mtetra .47672 .16718 .47692 .17442 .49231 .17442 .49224 .16718 Mtetra .49224 .16718 .49231 .17442 .50769 .17442 .50776 .16718 Mtetra .86476 .16718 .86154 .17442 .87692 .17442 .88029 .16718 Mtetra .84924 .16718 .84615 .17442 .86154 .17442 .86476 .16718 Mtetra .83372 .16718 .83077 .17442 .84615 .17442 .84924 .16718 Mtetra .8182 .16718 .81538 .17442 .83077 .17442 .83372 .16718 Mtetra .80268 .16718 .8 .17442 .81538 .17442 .8182 .16718 Mtetra .78715 .16718 .78462 .17442 .8 .17442 .80268 .16718 Mtetra .77163 .16718 .76923 .17442 .78462 .17442 .78715 .16718 Mtetra .75611 .16718 .75385 .17442 .76923 .17442 .77163 .16718 Mtetra .74059 .16718 .73846 .17442 .75385 .17442 .75611 .16718 Mtetra .72507 .16718 .72308 .17442 .73846 .17442 .74059 .16718 Mtetra .70955 .16718 .70769 .17442 .72308 .17442 .72507 .16718 Mtetra .69402 .16718 .69231 .17442 .70769 .17442 .70955 .16718 Mtetra .6785 .16718 .67692 .17442 .69231 .17442 .69402 .16718 Mtetra .66298 .16718 .66154 .17442 .67692 .17442 .6785 .16718 Mtetra .64746 .16718 .64615 .17442 .66154 .17442 .66298 .16718 Mtetra .63194 .16718 .63077 .17442 .64615 .17442 .64746 .16718 Mtetra .61641 .16718 .61538 .17442 .63077 .17442 .63194 .16718 Mtetra .60089 .16718 .6 .17442 .61538 .17442 .61641 .16718 Mtetra .58537 .16718 .58462 .17442 .6 .17442 .60089 .16718 Mtetra .56985 .16718 .56923 .17442 .58462 .17442 .58537 .16718 Mtetra .55433 .16718 .55385 .17442 .56923 .17442 .56985 .16718 Mtetra .5388 .16718 .53846 .17442 .55385 .17442 .55433 .16718 Mtetra .52328 .16718 .52308 .17442 .53846 .17442 .5388 .16718 Mtetra .50776 .16718 .50769 .17442 .52308 .17442 .52328 .16718 Mtetra .096 .426 .87 r .10784 .24479 .11114 .25437 .12604 .26469 .12288 .25497 Mtetra 0 .321 .809 r .12288 .25497 .12604 .26469 .14078 .27758 .13776 .26768 Mtetra 0 .177 .712 r .13776 .26768 .14078 .27758 .15531 .29427 .15243 .28412 Mtetra 0 0 .56 r .15243 .28412 .15531 .29427 .16944 .31731 .16671 .30672 Mtetra 0 0 .319 r .16671 .30672 .16944 .31731 .18261 .35506 .18011 .34286 Mtetra .693 .45 0 r .18011 .34286 .18261 .35506 .19504 .40685 .19212 .40146 Mtetra .76 .99 .889 r .19212 .40146 .19504 .40685 .21224 .39672 .2095 .39101 Mtetra .796 .996 .865 r .2095 .39101 .21224 .39672 .22946 .38502 .22691 .37892 Mtetra .83 .998 .838 r .22691 .37892 .22946 .38502 .24669 .37157 .24434 .36498 Mtetra .86 .996 .808 r .24434 .36498 .24669 .37157 .26393 .35619 .26177 .34901 Mtetra .886 .991 .778 r .26177 .34901 .26393 .35619 .28116 .33872 .2792 .33083 Mtetra .909 .983 .748 r .2792 .33083 .28116 .33872 .29836 .319 .2966 .31027 Mtetra .927 .973 .72 r .2966 .31027 .29836 .319 .31551 .2969 .31394 .28721 Mtetra .942 .962 .693 r .31394 .28721 .31551 .2969 .33259 .27233 .33122 .26154 Mtetra .955 .95 .668 r .33122 .26154 .33259 .27233 .34957 .24521 .34839 .23319 Mtetra .965 .938 .646 r .34839 .23319 .34957 .24521 .36641 .21552 .36542 .20214 Mtetra .973 .926 .626 r .36542 .20214 .36641 .21552 .3831 .18324 .38228 .16838 Mtetra .833 .862 .867 r .38228 .16838 .3831 .18324 .39911 .16718 .3982 .1598 Mtetra .518 .816 .999 r .3982 .1598 .39911 .16718 .41463 .16718 .41386 .1598 Mtetra .41386 .1598 .41463 .16718 .43015 .16718 .42952 .1598 Mtetra .42952 .1598 .43015 .16718 .44567 .16718 .44518 .1598 Mtetra .44518 .1598 .44567 .16718 .4612 .16718 .46085 .1598 Mtetra .46085 .1598 .4612 .16718 .47672 .16718 .47651 .1598 Mtetra .47651 .1598 .47672 .16718 .49224 .16718 .49217 .1598 Mtetra .49217 .1598 .49224 .16718 .50776 .16718 .50783 .1598 Mtetra .86805 .1598 .86476 .16718 .88029 .16718 .88371 .1598 Mtetra .85239 .1598 .84924 .16718 .86476 .16718 .86805 .1598 Mtetra .83672 .1598 .83372 .16718 .84924 .16718 .85239 .1598 Mtetra .82106 .1598 .8182 .16718 .83372 .16718 .83672 .1598 Mtetra .8054 .1598 .80268 .16718 .8182 .16718 .82106 .1598 Mtetra .78974 .1598 .78715 .16718 .80268 .16718 .8054 .1598 Mtetra .77408 .1598 .77163 .16718 .78715 .16718 .78974 .1598 Mtetra .75842 .1598 .75611 .16718 .77163 .16718 .77408 .1598 Mtetra .74275 .1598 .74059 .16718 .75611 .16718 .75842 .1598 Mtetra .72709 .1598 .72507 .16718 .74059 .16718 .74275 .1598 Mtetra .71143 .1598 .70955 .16718 .72507 .16718 .72709 .1598 Mtetra .69577 .1598 .69402 .16718 .70955 .16718 .71143 .1598 Mtetra .68011 .1598 .6785 .16718 .69402 .16718 .69577 .1598 Mtetra .66445 .1598 .66298 .16718 .6785 .16718 .68011 .1598 Mtetra .64878 .1598 .64746 .16718 .66298 .16718 .66445 .1598 Mtetra .63312 .1598 .63194 .16718 .64746 .16718 .64878 .1598 Mtetra .61746 .1598 .61641 .16718 .63194 .16718 .63312 .1598 Mtetra .6018 .1598 .60089 .16718 .61641 .16718 .61746 .1598 Mtetra .58614 .1598 .58537 .16718 .60089 .16718 .6018 .1598 Mtetra .57048 .1598 .56985 .16718 .58537 .16718 .58614 .1598 Mtetra .55482 .1598 .55433 .16718 .56985 .16718 .57048 .1598 Mtetra .53915 .1598 .5388 .16718 .55433 .16718 .55482 .1598 Mtetra .52349 .1598 .52328 .16718 .5388 .16718 .53915 .1598 Mtetra .50783 .1598 .50776 .16718 .52328 .16718 .52349 .1598 Mtetra .109 .437 .876 r .10449 .235 .10784 .24479 .12288 .25497 .11967 .24504 Mtetra 0 .332 .816 r .11967 .24504 .12288 .25497 .13776 .26768 .13469 .25758 Mtetra 0 .19 .722 r .13469 .25758 .13776 .26768 .15243 .28412 .1495 .2738 Mtetra 0 0 .574 r .1495 .2738 .15243 .28412 .16671 .30672 .16393 .296 Mtetra 0 0 .341 r .16393 .296 .16671 .30672 .18011 .34286 .17754 .33084 Mtetra .728 .488 0 r .17754 .33084 .18011 .34286 .19212 .40146 .18913 .39595 Mtetra .766 .991 .885 r .18913 .39595 .19212 .40146 .2095 .39101 .20671 .38516 Mtetra .803 .996 .86 r .20671 .38516 .2095 .39101 .22691 .37892 .22432 .37263 Mtetra .837 .998 .832 r .22432 .37263 .22691 .37892 .24434 .36498 .24195 .35815 Mtetra .867 .995 .802 r .24195 .35815 .24434 .36498 .26177 .34901 .25958 .34152 Mtetra .893 .989 .771 r .25958 .34152 .26177 .34901 .2792 .33083 .27722 .32255 Mtetra .915 .98 .74 r .27722 .32255 .2792 .33083 .2966 .31027 .29482 .30107 Mtetra .933 .969 .711 r .29482 .30107 .2966 .31027 .31394 .28721 .31237 .27693 Mtetra .948 .957 .684 r .31237 .27693 .31394 .28721 .33122 .26154 .32985 .25003 Mtetra .96 .945 .66 r .32985 .25003 .33122 .26154 .34839 .23319 .34721 .22031 Mtetra .969 .932 .638 r .34721 .22031 .34839 .23319 .36542 .20214 .36443 .18774 Mtetra .976 .92 .619 r .36443 .18774 .36542 .20214 .38228 .16838 .38147 .15233 Mtetra .672 .729 .892 r .38147 .15233 .38228 .16838 .3982 .1598 .39728 .1523 Mtetra .518 .816 .999 r .39728 .1523 .3982 .1598 .41386 .1598 .41308 .1523 Mtetra .41308 .1523 .41386 .1598 .42952 .1598 .42888 .1523 Mtetra .42888 .1523 .42952 .1598 .44518 .1598 .44469 .1523 Mtetra .44469 .1523 .44518 .1598 .46085 .1598 .46049 .1523 Mtetra .46049 .1523 .46085 .1598 .47651 .1598 .47629 .1523 Mtetra .47629 .1523 .47651 .1598 .49217 .1598 .4921 .1523 Mtetra .4921 .1523 .49217 .1598 .50783 .1598 .5079 .1523 Mtetra .87139 .1523 .86805 .1598 .88371 .1598 .88719 .1523 Mtetra .85559 .1523 .85239 .1598 .86805 .1598 .87139 .1523 Mtetra .83978 .1523 .83672 .1598 .85239 .1598 .85559 .1523 Mtetra .82398 .1523 .82106 .1598 .83672 .1598 .83978 .1523 Mtetra .80817 .1523 .8054 .1598 .82106 .1598 .82398 .1523 Mtetra .79237 .1523 .78974 .1598 .8054 .1598 .80817 .1523 Mtetra .77657 .1523 .77408 .1598 .78974 .1598 .79237 .1523 Mtetra .76076 .1523 .75842 .1598 .77408 .1598 .77657 .1523 Mtetra .74496 .1523 .74275 .1598 .75842 .1598 .76076 .1523 Mtetra .72916 .1523 .72709 .1598 .74275 .1598 .74496 .1523 Mtetra .71335 .1523 .71143 .1598 .72709 .1598 .72916 .1523 Mtetra .69755 .1523 .69577 .1598 .71143 .1598 .71335 .1523 Mtetra .68174 .1523 .68011 .1598 .69577 .1598 .69755 .1523 Mtetra .66594 .1523 .66445 .1598 .68011 .1598 .68174 .1523 Mtetra .65014 .1523 .64878 .1598 .66445 .1598 .66594 .1523 Mtetra .63433 .1523 .63312 .1598 .64878 .1598 .65014 .1523 Mtetra .61853 .1523 .61746 .1598 .63312 .1598 .63433 .1523 Mtetra .60272 .1523 .6018 .1598 .61746 .1598 .61853 .1523 Mtetra .58692 .1523 .58614 .1598 .6018 .1598 .60272 .1523 Mtetra .57112 .1523 .57048 .1598 .58614 .1598 .58692 .1523 Mtetra .55531 .1523 .55482 .1598 .57048 .1598 .57112 .1523 Mtetra .53951 .1523 .53915 .1598 .55482 .1598 .55531 .1523 Mtetra .52371 .1523 .52349 .1598 .53915 .1598 .53951 .1523 Mtetra .5079 .1523 .50783 .1598 .52349 .1598 .52371 .1523 Mtetra .123 .447 .881 r .10109 .22501 .10449 .235 .11967 .24504 .11641 .23489 Mtetra .014 .344 .823 r .11641 .23489 .11967 .24504 .13469 .25758 .13157 .24727 Mtetra 0 .203 .731 r .13157 .24727 .13469 .25758 .1495 .2738 .14652 .26328 Mtetra 0 .013 .586 r .14652 .26328 .1495 .2738 .16393 .296 .1611 .28514 Mtetra 0 0 .36 r .1611 .28514 .16393 .296 .17754 .33084 .1749 .31893 Mtetra .753 .516 0 r .1749 .31893 .17754 .33084 .18913 .39595 .18609 .3903 Mtetra .772 .992 .881 r .18609 .3903 .18913 .39595 .20671 .38516 .20387 .37913 Mtetra .809 .997 .855 r .20387 .37913 .20671 .38516 .22432 .37263 .22168 .36612 Mtetra .844 .997 .825 r .22168 .36612 .22432 .37263 .24195 .35815 .23952 .35104 Mtetra .874 .994 .794 r .23952 .35104 .24195 .35815 .25958 .34152 .25737 .33368 Mtetra .9 .986 .763 r .25737 .33368 .25958 .34152 .27722 .32255 .27522 .31382 Mtetra .922 .976 .732 r .27522 .31382 .27722 .32255 .29482 .30107 .29304 .29129 Mtetra .939 .965 .703 r .29304 .29129 .29482 .30107 .31237 .27693 .3108 .26595 Mtetra .953 .952 .676 r .3108 .26595 .31237 .27693 .32985 .25003 .32849 .23768 Mtetra .965 .939 .652 r .32849 .23768 .32985 .25003 .34721 .22031 .34605 .20642 Mtetra .973 .926 .63 r .34605 .20642 .34721 .22031 .36443 .18774 .36347 .17214 Mtetra .969 .924 .692 r .36347 .17214 .36443 .18774 .38147 .15233 .38038 .14465 Mtetra .519 .816 .999 r .38038 .14465 .38147 .15233 .39728 .1523 .39633 .14465 Mtetra .518 .816 .999 r .39633 .14465 .39728 .1523 .41308 .1523 .41228 .14465 Mtetra .41228 .14465 .41308 .1523 .42888 .1523 .42823 .14465 Mtetra .42823 .14465 .42888 .1523 .44469 .1523 .44418 .14465 Mtetra .44418 .14465 .44469 .1523 .46049 .1523 .46013 .14465 Mtetra .46013 .14465 .46049 .1523 .47629 .1523 .47608 .14465 Mtetra .47608 .14465 .47629 .1523 .4921 .1523 .49203 .14465 Mtetra .49203 .14465 .4921 .1523 .5079 .1523 .50797 .14465 Mtetra .87479 .14465 .87139 .1523 .88719 .1523 .89074 .14465 Mtetra .85885 .14465 .85559 .1523 .87139 .1523 .87479 .14465 Mtetra .8429 .14465 .83978 .1523 .85559 .1523 .85885 .14465 Mtetra .82695 .14465 .82398 .1523 .83978 .1523 .8429 .14465 Mtetra .811 .14465 .80817 .1523 .82398 .1523 .82695 .14465 Mtetra .79505 .14465 .79237 .1523 .80817 .1523 .811 .14465 Mtetra .7791 .14465 .77657 .1523 .79237 .1523 .79505 .14465 Mtetra .76315 .14465 .76076 .1523 .77657 .1523 .7791 .14465 Mtetra .7472 .14465 .74496 .1523 .76076 .1523 .76315 .14465 Mtetra .73126 .14465 .72916 .1523 .74496 .1523 .7472 .14465 Mtetra .71531 .14465 .71335 .1523 .72916 .1523 .73126 .14465 Mtetra .69936 .14465 .69755 .1523 .71335 .1523 .71531 .14465 Mtetra .68341 .14465 .68174 .1523 .69755 .1523 .69936 .14465 Mtetra .66746 .14465 .66594 .1523 .68174 .1523 .68341 .14465 Mtetra .65151 .14465 .65014 .1523 .66594 .1523 .66746 .14465 Mtetra .63556 .14465 .63433 .1523 .65014 .1523 .65151 .14465 Mtetra .61962 .14465 .61853 .1523 .63433 .1523 .63556 .14465 Mtetra .60367 .14465 .60272 .1523 .61853 .1523 .61962 .14465 Mtetra .58772 .14465 .58692 .1523 .60272 .1523 .60367 .14465 Mtetra .57177 .14465 .57112 .1523 .58692 .1523 .58772 .14465 Mtetra .55582 .14465 .55531 .1523 .57112 .1523 .57177 .14465 Mtetra .53987 .14465 .53951 .1523 .55531 .1523 .55582 .14465 Mtetra .52392 .14465 .52371 .1523 .53951 .1523 .53987 .14465 Mtetra .50797 .14465 .5079 .1523 .52371 .1523 .52392 .14465 Mtetra .136 .457 .886 r .09763 .21478 .10109 .22501 .11641 .23489 .11309 .22453 Mtetra .028 .355 .83 r .11309 .22453 .11641 .23489 .13157 .24727 .1284 .23674 Mtetra 0 .216 .74 r .1284 .23674 .13157 .24727 .14652 .26328 .14349 .25256 Mtetra 0 .027 .598 r .14349 .25256 .14652 .26328 .1611 .28514 .15822 .27411 Mtetra 0 0 .377 r .15822 .27411 .1611 .28514 .1749 .31893 .1722 .30706 Mtetra .772 .538 0 r .1722 .30706 .1749 .31893 .18609 .3903 .18299 .38451 Mtetra .779 .994 .876 r .18299 .38451 .18609 .3903 .20387 .37913 .20098 .37292 Mtetra .817 .997 .849 r .20098 .37292 .20387 .37913 .22168 .36612 .21901 .35936 Mtetra .852 .997 .818 r .21901 .35936 .22168 .36612 .23952 .35104 .23706 .34361 Mtetra .882 .992 .786 r .23706 .34361 .23952 .35104 .25737 .33368 .25513 .32541 Mtetra .908 .983 .754 r .25513 .32541 .25737 .33368 .27522 .31382 .2732 .30456 Mtetra .929 .972 .722 r .2732 .30456 .27522 .31382 .29304 .29129 .29124 .28085 Mtetra .946 .959 .693 r .29124 .28085 .29304 .29129 .3108 .26595 .30923 .25414 Mtetra .959 .946 .667 r .30923 .25414 .3108 .26595 .32849 .23768 .32714 .22431 Mtetra .97 .932 .643 r .32714 .22431 .32849 .23768 .34605 .20642 .34492 .19131 Mtetra .978 .918 .622 r .34492 .19131 .34605 .20642 .36347 .17214 .36253 .15511 Mtetra .928 .899 .777 r .36253 .15511 .36347 .17214 .38038 .14465 .37928 .13686 Mtetra .518 .816 .999 r .37928 .13686 .38038 .14465 .39633 .14465 .39537 .13686 Mtetra .39537 .13686 .39633 .14465 .41228 .14465 .41147 .13686 Mtetra .41147 .13686 .41228 .14465 .42823 .14465 .42757 .13686 Mtetra .42757 .13686 .42823 .14465 .44418 .14465 .44366 .13686 Mtetra .44366 .13686 .44418 .14465 .46013 .14465 .45976 .13686 Mtetra .45976 .13686 .46013 .14465 .47608 .14465 .47586 .13686 Mtetra .47586 .13686 .47608 .14465 .49203 .14465 .49195 .13686 Mtetra .49195 .13686 .49203 .14465 .50797 .14465 .50805 .13686 Mtetra .87826 .13686 .87479 .14465 .89074 .14465 .89436 .13686 Mtetra .86216 .13686 .85885 .14465 .87479 .14465 .87826 .13686 Mtetra .84607 .13686 .8429 .14465 .85885 .14465 .86216 .13686 Mtetra .82997 .13686 .82695 .14465 .8429 .14465 .84607 .13686 Mtetra .81388 .13686 .811 .14465 .82695 .14465 .82997 .13686 Mtetra .79778 .13686 .79505 .14465 .811 .14465 .81388 .13686 Mtetra .78168 .13686 .7791 .14465 .79505 .14465 .79778 .13686 Mtetra .76559 .13686 .76315 .14465 .7791 .14465 .78168 .13686 Mtetra .74949 .13686 .7472 .14465 .76315 .14465 .76559 .13686 Mtetra .7334 .13686 .73126 .14465 .7472 .14465 .74949 .13686 Mtetra .7173 .13686 .71531 .14465 .73126 .14465 .7334 .13686 Mtetra .7012 .13686 .69936 .14465 .71531 .14465 .7173 .13686 Mtetra .68511 .13686 .68341 .14465 .69936 .14465 .7012 .13686 Mtetra .66901 .13686 .66746 .14465 .68341 .14465 .68511 .13686 Mtetra .65291 .13686 .65151 .14465 .66746 .14465 .66901 .13686 Mtetra .63682 .13686 .63556 .14465 .65151 .14465 .65291 .13686 Mtetra .62072 .13686 .61962 .14465 .63556 .14465 .63682 .13686 Mtetra .60463 .13686 .60367 .14465 .61962 .14465 .62072 .13686 Mtetra .58853 .13686 .58772 .14465 .60367 .14465 .60463 .13686 Mtetra .57243 .13686 .57177 .14465 .58772 .14465 .58853 .13686 Mtetra .55634 .13686 .55582 .14465 .57177 .14465 .57243 .13686 Mtetra .54024 .13686 .53987 .14465 .55582 .14465 .55634 .13686 Mtetra .52414 .13686 .52392 .14465 .53987 .14465 .54024 .13686 Mtetra .50805 .13686 .50797 .14465 .52392 .14465 .52414 .13686 Mtetra .15 .467 .891 r .09412 .20432 .09763 .21478 .11309 .22453 .10973 .21392 Mtetra .042 .367 .836 r .10973 .21392 .11309 .22453 .1284 .23674 .12519 .22598 Mtetra 0 .228 .749 r .12519 .22598 .1284 .23674 .14349 .25256 .14042 .24161 Mtetra 0 .04 .608 r .14042 .24161 .14349 .25256 .15822 .27411 .15529 .26292 Mtetra 0 0 .391 r .15529 .26292 .15822 .27411 .1722 .30706 .16943 .29521 Mtetra .787 .556 0 r .16943 .29521 .1722 .30706 .18299 .38451 .17984 .37856 Mtetra .786 .995 .871 r .17984 .37856 .18299 .38451 .20098 .37292 .19804 .36649 Mtetra .825 .998 .842 r .19804 .36649 .20098 .37292 .21901 .35936 .21629 .35233 Mtetra .86 .996 .81 r .21629 .35233 .21901 .35936 .23706 .34361 .23457 .3358 Mtetra .891 .989 .777 r .23457 .3358 .23706 .34361 .25513 .32541 .25287 .31666 Mtetra .916 .98 .744 r .25287 .31666 .25513 .32541 .2732 .30456 .27118 .29466 Mtetra .936 .967 .712 r .27118 .29466 .2732 .30456 .29124 .28085 .28946 .2696 Mtetra .953 .953 .683 r .28946 .2696 .29124 .28085 .30923 .25414 .30768 .24133 Mtetra .965 .939 .657 r .30768 .24133 .30923 .25414 .32714 .22431 .32581 .20972 Mtetra .975 .924 .634 r .32581 .20972 .32714 .22431 .34492 .19131 .34381 .17472 Mtetra .982 .91 .614 r .34381 .17472 .34492 .19131 .36253 .15511 .36164 .13632 Mtetra .811 .807 .847 r .36164 .13632 .36253 .15511 .37928 .13686 .37815 .12893 Mtetra .518 .816 .999 r .37815 .12893 .37928 .13686 .39537 .13686 .3944 .12893 Mtetra .3944 .12893 .39537 .13686 .41147 .13686 .41064 .12893 Mtetra .41064 .12893 .41147 .13686 .42757 .13686 .42689 .12893 Mtetra .42689 .12893 .42757 .13686 .44366 .13686 .44314 .12893 Mtetra .44314 .12893 .44366 .13686 .45976 .13686 .45938 .12893 Mtetra .45938 .12893 .45976 .13686 .47586 .13686 .47563 .12893 Mtetra .47563 .12893 .47586 .13686 .49195 .13686 .49188 .12893 Mtetra .49188 .12893 .49195 .13686 .50805 .13686 .50812 .12893 Mtetra .88179 .12893 .87826 .13686 .89436 .13686 .89804 .12893 Mtetra .86555 .12893 .86216 .13686 .87826 .13686 .88179 .12893 Mtetra .8493 .12893 .84607 .13686 .86216 .13686 .86555 .12893 Mtetra .83305 .12893 .82997 .13686 .84607 .13686 .8493 .12893 Mtetra .81681 .12893 .81388 .13686 .82997 .13686 .83305 .12893 Mtetra .80056 .12893 .79778 .13686 .81388 .13686 .81681 .12893 Mtetra .78431 .12893 .78168 .13686 .79778 .13686 .80056 .12893 Mtetra .76807 .12893 .76559 .13686 .78168 .13686 .78431 .12893 Mtetra .75182 .12893 .74949 .13686 .76559 .13686 .76807 .12893 Mtetra .73557 .12893 .7334 .13686 .74949 .13686 .75182 .12893 Mtetra .71933 .12893 .7173 .13686 .7334 .13686 .73557 .12893 Mtetra .70308 .12893 .7012 .13686 .7173 .13686 .71933 .12893 Mtetra .68683 .12893 .68511 .13686 .7012 .13686 .70308 .12893 Mtetra .67059 .12893 .66901 .13686 .68511 .13686 .68683 .12893 Mtetra .65434 .12893 .65291 .13686 .66901 .13686 .67059 .12893 Mtetra .6381 .12893 .63682 .13686 .65291 .13686 .65434 .12893 Mtetra .62185 .12893 .62072 .13686 .63682 .13686 .6381 .12893 Mtetra .6056 .12893 .60463 .13686 .62072 .13686 .62185 .12893 Mtetra .58936 .12893 .58853 .13686 .60463 .13686 .6056 .12893 Mtetra .57311 .12893 .57243 .13686 .58853 .13686 .58936 .12893 Mtetra .55686 .12893 .55634 .13686 .57243 .13686 .57311 .12893 Mtetra .54062 .12893 .54024 .13686 .55634 .13686 .55686 .12893 Mtetra .52437 .12893 .52414 .13686 .54024 .13686 .54062 .12893 Mtetra .50812 .12893 .50805 .13686 .52414 .13686 .52437 .12893 Mtetra .163 .477 .896 r .09056 .19362 .09412 .20432 .10973 .21392 .10631 .20306 Mtetra .057 .378 .843 r .10631 .20306 .10973 .21392 .12519 .22598 .12192 .21497 Mtetra 0 .24 .756 r .12192 .21497 .12519 .22598 .14042 .24161 .13729 .23044 Mtetra 0 .052 .618 r .13729 .23044 .14042 .24161 .15529 .26292 .1523 .25154 Mtetra 0 0 .402 r .1523 .25154 .15529 .26292 .16943 .29521 .1666 .28334 Mtetra .799 .571 .007 r .1666 .28334 .16943 .29521 .17984 .37856 .17662 .37244 Mtetra .794 .996 .865 r .17662 .37244 .17984 .37856 .19804 .36649 .19505 .35982 Mtetra .834 .998 .834 r .19505 .35982 .19804 .36649 .21629 .35233 .21353 .34496 Mtetra .87 .994 .801 r .21353 .34496 .21629 .35233 .23457 .3358 .23205 .32754 Mtetra .9 .986 .767 r .23205 .32754 .23457 .3358 .25287 .31666 .2506 .30731 Mtetra .925 .975 .733 r .2506 .30731 .25287 .31666 .27118 .29466 .26915 .28399 Mtetra .944 .961 .701 r .26915 .28399 .27118 .29466 .28946 .2696 .28768 .25738 Mtetra .959 .946 .672 r .28768 .25738 .28946 .2696 .30768 .24133 .30615 .22729 Mtetra .971 .93 .647 r .30615 .22729 .30768 .24133 .32581 .20972 .32452 .19362 Mtetra .98 .915 .624 r .32452 .19362 .32581 .20972 .34381 .17472 .34276 .15632 Mtetra .983 .905 .642 r .34276 .15632 .34381 .17472 .36164 .13632 .3606 .12085 Mtetra .66 .746 .914 r .3606 .12085 .36164 .13632 .37815 .12893 .377 .12085 Mtetra .518 .816 .999 r .377 .12085 .37815 .12893 .3944 .12893 .3934 .12085 Mtetra .3934 .12085 .3944 .12893 .41064 .12893 .4098 .12085 Mtetra .4098 .12085 .41064 .12893 .42689 .12893 .4262 .12085 Mtetra .4262 .12085 .42689 .12893 .44314 .12893 .4426 .12085 Mtetra .4426 .12085 .44314 .12893 .45938 .12893 .459 .12085 Mtetra .459 .12085 .45938 .12893 .47563 .12893 .4754 .12085 Mtetra .4754 .12085 .47563 .12893 .49188 .12893 .4918 .12085 Mtetra .4918 .12085 .49188 .12893 .50812 .12893 .5082 .12085 Mtetra .88539 .12085 .88179 .12893 .89804 .12893 .90179 .12085 Mtetra .86899 .12085 .86555 .12893 .88179 .12893 .88539 .12085 Mtetra .85259 .12085 .8493 .12893 .86555 .12893 .86899 .12085 Mtetra .83619 .12085 .83305 .12893 .8493 .12893 .85259 .12085 Mtetra .81979 .12085 .81681 .12893 .83305 .12893 .83619 .12085 Mtetra .80339 .12085 .80056 .12893 .81681 .12893 .81979 .12085 Mtetra .78699 .12085 .78431 .12893 .80056 .12893 .80339 .12085 Mtetra .77059 .12085 .76807 .12893 .78431 .12893 .78699 .12085 Mtetra .75419 .12085 .75182 .12893 .76807 .12893 .77059 .12085 Mtetra .73779 .12085 .73557 .12893 .75182 .12893 .75419 .12085 Mtetra .72139 .12085 .71933 .12893 .73557 .12893 .73779 .12085 Mtetra .705 .12085 .70308 .12893 .71933 .12893 .72139 .12085 Mtetra .6886 .12085 .68683 .12893 .70308 .12893 .705 .12085 Mtetra .6722 .12085 .67059 .12893 .68683 .12893 .6886 .12085 Mtetra .6558 .12085 .65434 .12893 .67059 .12893 .6722 .12085 Mtetra .6394 .12085 .6381 .12893 .65434 .12893 .6558 .12085 Mtetra .623 .12085 .62185 .12893 .6381 .12893 .6394 .12085 Mtetra .6066 .12085 .6056 .12893 .62185 .12893 .623 .12085 Mtetra .5902 .12085 .58936 .12893 .6056 .12893 .6066 .12085 Mtetra .5738 .12085 .57311 .12893 .58936 .12893 .5902 .12085 Mtetra .5574 .12085 .55686 .12893 .57311 .12893 .5738 .12085 Mtetra .541 .12085 .54062 .12893 .55686 .12893 .5574 .12085 Mtetra .5246 .12085 .52437 .12893 .54062 .12893 .541 .12085 Mtetra .5082 .12085 .50812 .12893 .52437 .12893 .5246 .12085 Mtetra .177 .487 .9 r .08693 .18264 .09056 .19362 .10631 .20306 .10284 .19194 Mtetra .071 .388 .849 r .10284 .19194 .10631 .20306 .12192 .21497 .1186 .2037 Mtetra 0 .251 .764 r .1186 .2037 .12192 .21497 .13729 .23044 .13412 .21903 Mtetra 0 .062 .626 r .13412 .21903 .13729 .23044 .1523 .25154 .14927 .23997 Mtetra 0 0 .411 r .14927 .23997 .1523 .25154 .1666 .28334 .16371 .27145 Mtetra .769 .529 0 r .16371 .27145 .1666 .28334 .17662 .37244 .17499 .34573 Mtetra .577 .568 .807 r .17499 .34573 .17662 .37244 .19505 .35982 .19201 .35287 Mtetra .845 .997 .826 r .19201 .35287 .19505 .35982 .21353 .34496 .21074 .33719 Mtetra .88 .992 .791 r .21074 .33719 .21353 .34496 .23205 .32754 .22951 .31874 Mtetra .91 .982 .755 r .22951 .31874 .23205 .32754 .2506 .30731 .24832 .29723 Mtetra .934 .969 .721 r .24832 .29723 .2506 .30731 .26915 .28399 .26713 .27237 Mtetra .952 .954 .689 r .26713 .27237 .26915 .28399 .28768 .25738 .28592 .24392 Mtetra .967 .937 .661 r .28592 .24392 .28768 .25738 .30615 .22729 .30466 .21171 Mtetra .977 .921 .636 r .30466 .21171 .30615 .22729 .32452 .19362 .32329 .17562 Mtetra .985 .905 .615 r .32329 .17562 .32452 .19362 .34276 .15632 .34177 .1356 Mtetra .947 .881 .736 r .34177 .1356 .34276 .15632 .3606 .12085 .35928 .11262 Mtetra .518 .816 .999 r .35928 .11262 .3606 .12085 .377 .12085 .37583 .11262 Mtetra .37583 .11262 .377 .12085 .3934 .12085 .39239 .11262 Mtetra .39239 .11262 .3934 .12085 .4098 .12085 .40894 .11262 Mtetra .40894 .11262 .4098 .12085 .4262 .12085 .4255 .11262 Mtetra .4255 .11262 .4262 .12085 .4426 .12085 .44206 .11262 Mtetra .44206 .11262 .4426 .12085 .459 .12085 .45861 .11262 Mtetra .45861 .11262 .459 .12085 .4754 .12085 .47517 .11262 Mtetra .47517 .11262 .4754 .12085 .4918 .12085 .49172 .11262 Mtetra .49172 .11262 .4918 .12085 .5082 .12085 .50828 .11262 Mtetra .88906 .11262 .88539 .12085 .90179 .12085 .90561 .11262 Mtetra .8725 .11262 .86899 .12085 .88539 .12085 .88906 .11262 Mtetra .85595 .11262 .85259 .12085 .86899 .12085 .8725 .11262 Mtetra .83939 .11262 .83619 .12085 .85259 .12085 .85595 .11262 Mtetra .82284 .11262 .81979 .12085 .83619 .12085 .83939 .11262 Mtetra .80628 .11262 .80339 .12085 .81979 .12085 .82284 .11262 Mtetra .78972 .11262 .78699 .12085 .80339 .12085 .80628 .11262 Mtetra .77317 .11262 .77059 .12085 .78699 .12085 .78972 .11262 Mtetra .75661 .11262 .75419 .12085 .77059 .12085 .77317 .11262 Mtetra .74006 .11262 .73779 .12085 .75419 .12085 .75661 .11262 Mtetra .7235 .11262 .72139 .12085 .73779 .12085 .74006 .11262 Mtetra .70695 .11262 .705 .12085 .72139 .12085 .7235 .11262 Mtetra .69039 .11262 .6886 .12085 .705 .12085 .70695 .11262 Mtetra .67383 .11262 .6722 .12085 .6886 .12085 .69039 .11262 Mtetra .65728 .11262 .6558 .12085 .6722 .12085 .67383 .11262 Mtetra .64072 .11262 .6394 .12085 .6558 .12085 .65728 .11262 Mtetra .62417 .11262 .623 .12085 .6394 .12085 .64072 .11262 Mtetra .60761 .11262 .6066 .12085 .623 .12085 .62417 .11262 Mtetra .59106 .11262 .5902 .12085 .6066 .12085 .60761 .11262 Mtetra .5745 .11262 .5738 .12085 .5902 .12085 .59106 .11262 Mtetra .55794 .11262 .5574 .12085 .5738 .12085 .5745 .11262 Mtetra .54139 .11262 .541 .12085 .5574 .12085 .55794 .11262 Mtetra .52483 .11262 .5246 .12085 .541 .12085 .54139 .11262 Mtetra .50828 .11262 .5082 .12085 .5246 .12085 .52483 .11262 Mtetra .192 .497 .905 r .08326 .17139 .08693 .18264 .10284 .19194 .09932 .18053 Mtetra .085 .399 .854 r .09932 .18053 .10284 .19194 .1186 .2037 .11522 .19215 Mtetra 0 .261 .771 r .11522 .19215 .1186 .2037 .13412 .21903 .13089 .20736 Mtetra 0 .07 .633 r .13089 .20736 .13412 .21903 .14927 .23997 .14618 .22821 Mtetra 0 0 .417 r .14618 .22821 .14927 .23997 .16371 .27145 .16075 .25954 Mtetra .755 .508 0 r .16075 .25954 .16371 .27145 .17499 .34573 .17256 .32828 Mtetra .148 .326 .787 r .17256 .32828 .17499 .34573 .19201 .35287 .18893 .34557 Mtetra .856 .996 .816 r .18893 .34557 .19201 .35287 .21074 .33719 .20791 .32893 Mtetra .892 .989 .779 r .20791 .32893 .21074 .33719 .22951 .31874 .22695 .30926 Mtetra .921 .977 .743 r .22695 .30926 .22951 .31874 .24832 .29723 .24604 .28623 Mtetra .944 .962 .708 r .24604 .28623 .24832 .29723 .26713 .27237 .26514 .25953 Mtetra .961 .945 .676 r .26514 .25953 .26713 .27237 .28592 .24392 .28422 .2289 Mtetra .974 .927 .648 r .28422 .2289 .28592 .24392 .30466 .21171 .30324 .19414 Mtetra .983 .909 .625 r .30324 .19414 .30466 .21171 .32329 .17562 .32215 .15516 Mtetra .989 .892 .605 r .32215 .15516 .32329 .17562 .34177 .1356 .34089 .11189 Mtetra .808 .763 .811 r .34089 .11189 .34177 .1356 .35928 .11262 .35793 .10422 Mtetra .518 .816 .999 r .35793 .10422 .35928 .11262 .37583 .11262 .37464 .10422 Mtetra .37464 .10422 .37583 .11262 .39239 .11262 .39135 .10422 Mtetra .39135 .10422 .39239 .11262 .40894 .11262 .40807 .10422 Mtetra .40807 .10422 .40894 .11262 .4255 .11262 .42478 .10422 Mtetra .42478 .10422 .4255 .11262 .44206 .11262 .4415 .10422 Mtetra .4415 .10422 .44206 .11262 .45861 .11262 .45821 .10422 Mtetra .45821 .10422 .45861 .11262 .47517 .11262 .47493 .10422 Mtetra .47493 .10422 .47517 .11262 .49172 .11262 .49164 .10422 Mtetra .49164 .10422 .49172 .11262 .50828 .11262 .50836 .10422 Mtetra .8928 .10422 .88906 .11262 .90561 .11262 .90951 .10422 Mtetra .87608 .10422 .8725 .11262 .88906 .11262 .8928 .10422 Mtetra .85937 .10422 .85595 .11262 .8725 .11262 .87608 .10422 Mtetra .84265 .10422 .83939 .11262 .85595 .11262 .85937 .10422 Mtetra .82594 .10422 .82284 .11262 .83939 .11262 .84265 .10422 Mtetra .80922 .10422 .80628 .11262 .82284 .11262 .82594 .10422 Mtetra .79251 .10422 .78972 .11262 .80628 .11262 .80922 .10422 Mtetra .77579 .10422 .77317 .11262 .78972 .11262 .79251 .10422 Mtetra .75908 .10422 .75661 .11262 .77317 .11262 .77579 .10422 Mtetra .74236 .10422 .74006 .11262 .75661 .11262 .75908 .10422 Mtetra .72565 .10422 .7235 .11262 .74006 .11262 .74236 .10422 Mtetra .70893 .10422 .70695 .11262 .7235 .11262 .72565 .10422 Mtetra .69222 .10422 .69039 .11262 .70695 .11262 .70893 .10422 Mtetra .6755 .10422 .67383 .11262 .69039 .11262 .69222 .10422 Mtetra .65879 .10422 .65728 .11262 .67383 .11262 .6755 .10422 Mtetra .64207 .10422 .64072 .11262 .65728 .11262 .65879 .10422 Mtetra .62536 .10422 .62417 .11262 .64072 .11262 .64207 .10422 Mtetra .60865 .10422 .60761 .11262 .62417 .11262 .62536 .10422 Mtetra .59193 .10422 .59106 .11262 .60761 .11262 .60865 .10422 Mtetra .57522 .10422 .5745 .11262 .59106 .11262 .59193 .10422 Mtetra .5585 .10422 .55794 .11262 .5745 .11262 .57522 .10422 Mtetra .54179 .10422 .54139 .11262 .55794 .11262 .5585 .10422 Mtetra .52507 .10422 .52483 .11262 .54139 .11262 .54179 .10422 Mtetra .50836 .10422 .50828 .11262 .52483 .11262 .52507 .10422 Mtetra .207 .507 .909 r .07953 .15984 .08326 .17139 .09932 .18053 .09575 .16882 Mtetra .1 .409 .86 r .09575 .16882 .09932 .18053 .11522 .19215 .1118 .18031 Mtetra 0 .271 .777 r .1118 .18031 .11522 .19215 .13089 .20736 .12761 .19542 Mtetra 0 .076 .638 r .12761 .19542 .13089 .20736 .14618 .22821 .14303 .21625 Mtetra 0 0 .419 r .14303 .21625 .14618 .22821 .16075 .25954 .15772 .24763 Mtetra .75 .5 0 r .15772 .24763 .16075 .25954 .17256 .32828 .1698 .31421 Mtetra 0 .082 .642 r .1698 .31421 .17256 .32828 .18893 .34557 .18581 .33785 Mtetra .869 .994 .804 r .18581 .33785 .18893 .34557 .20791 .32893 .20507 .32005 Mtetra .904 .984 .766 r .20507 .32005 .20791 .32893 .22695 .30926 .2244 .2989 Mtetra .932 .97 .728 r .2244 .2989 .22695 .30926 .24604 .28623 .24378 .27403 Mtetra .954 .952 .693 r .24378 .27403 .24604 .28623 .26514 .25953 .26319 .24508 Mtetra .969 .933 .662 r .26319 .24508 .26514 .25953 .28422 .2289 .28258 .21178 Mtetra .98 .914 .635 r .28258 .21178 .28422 .2289 .30324 .19414 .30191 .17393 Mtetra .988 .895 .613 r .30191 .17393 .30324 .19414 .32215 .15516 .32112 .1314 Mtetra .981 .878 .657 r .32112 .1314 .32215 .15516 .34089 .11189 .33967 .09567 Mtetra .659 .747 .915 r .33967 .09567 .34089 .11189 .35793 .10422 .35655 .09567 Mtetra .518 .816 .999 r .35655 .09567 .35793 .10422 .37464 .10422 .37342 .09567 Mtetra .37342 .09567 .37464 .10422 .39135 .10422 .3903 .09567 Mtetra .3903 .09567 .39135 .10422 .40807 .10422 .40718 .09567 Mtetra .40718 .09567 .40807 .10422 .42478 .10422 .42405 .09567 Mtetra .42405 .09567 .42478 .10422 .4415 .10422 .44093 .09567 Mtetra .44093 .09567 .4415 .10422 .45821 .10422 .45781 .09567 Mtetra .45781 .09567 .45821 .10422 .47493 .10422 .47468 .09567 Mtetra .47468 .09567 .47493 .10422 .49164 .10422 .49156 .09567 Mtetra .49156 .09567 .49164 .10422 .50836 .10422 .50844 .09567 Mtetra .89661 .09567 .8928 .10422 .90951 .10422 .91348 .09567 Mtetra .87973 .09567 .87608 .10422 .8928 .10422 .89661 .09567 Mtetra .86285 .09567 .85937 .10422 .87608 .10422 .87973 .09567 Mtetra .84597 .09567 .84265 .10422 .85937 .10422 .86285 .09567 Mtetra .8291 .09567 .82594 .10422 .84265 .10422 .84597 .09567 Mtetra .81222 .09567 .80922 .10422 .82594 .10422 .8291 .09567 Mtetra .79534 .09567 .79251 .10422 .80922 .10422 .81222 .09567 Mtetra .77847 .09567 .77579 .10422 .79251 .10422 .79534 .09567 Mtetra .76159 .09567 .75908 .10422 .77579 .10422 .77847 .09567 Mtetra .74471 .09567 .74236 .10422 .75908 .10422 .76159 .09567 Mtetra .72784 .09567 .72565 .10422 .74236 .10422 .74471 .09567 Mtetra .71096 .09567 .70893 .10422 .72565 .10422 .72784 .09567 Mtetra .69408 .09567 .69222 .10422 .70893 .10422 .71096 .09567 Mtetra .67721 .09567 .6755 .10422 .69222 .10422 .69408 .09567 Mtetra .66033 .09567 .65879 .10422 .6755 .10422 .67721 .09567 Mtetra .64345 .09567 .64207 .10422 .65879 .10422 .66033 .09567 Mtetra .62658 .09567 .62536 .10422 .64207 .10422 .64345 .09567 Mtetra .6097 .09567 .60865 .10422 .62536 .10422 .62658 .09567 Mtetra .59282 .09567 .59193 .10422 .60865 .10422 .6097 .09567 Mtetra .57595 .09567 .57522 .10422 .59193 .10422 .59282 .09567 Mtetra .55907 .09567 .5585 .10422 .57522 .10422 .57595 .09567 Mtetra .54219 .09567 .54179 .10422 .5585 .10422 .55907 .09567 Mtetra .52532 .09567 .52507 .10422 .54179 .10422 .54219 .09567 Mtetra .50844 .09567 .50836 .10422 .52507 .10422 .52532 .09567 Mtetra .222 .516 .913 r .07574 .14796 .07953 .15984 .09575 .16882 .09212 .15678 Mtetra .115 .419 .865 r .09212 .15678 .09575 .16882 .1118 .18031 .10833 .16814 Mtetra 0 .279 .782 r .10833 .16814 .1118 .18031 .12761 .19542 .12428 .1832 Mtetra 0 .08 .64 r .12428 .1832 .12761 .19542 .14303 .21625 .13982 .2041 Mtetra 0 0 .416 r .13982 .2041 .14303 .21625 .15772 .24763 .15461 .23578 Mtetra .753 .5 0 r .15461 .23578 .15772 .24763 .1698 .31421 .16678 .30231 Mtetra 0 0 .522 r .16678 .30231 .1698 .31421 .18581 .33785 .18265 .32957 Mtetra .884 .991 .79 r .18265 .32957 .18581 .33785 .20507 .32005 .20221 .31034 Mtetra .918 .978 .75 r .20221 .31034 .20507 .32005 .2244 .2989 .22186 .28737 Mtetra .945 .96 .711 r .22186 .28737 .2244 .2989 .24378 .27403 .24158 .2602 Mtetra .964 .94 .677 r .24158 .2602 .24378 .27403 .26319 .24508 .26133 .22845 Mtetra .978 .919 .647 r .26133 .22845 .26319 .24508 .28258 .21178 .28107 .19181 Mtetra .987 .899 .621 r .28107 .19181 .28258 .21178 .30191 .17393 .30075 .15006 Mtetra .992 .879 .6 r .30075 .15006 .30191 .17393 .32112 .1314 .32029 .10308 Mtetra .881 .789 .755 r .32029 .10308 .32112 .1314 .33967 .09567 .3381 .08694 Mtetra .518 .816 .999 r .3381 .08694 .33967 .09567 .35655 .09567 .35514 .08694 Mtetra .35514 .08694 .35655 .09567 .37342 .09567 .37218 .08694 Mtetra .37218 .08694 .37342 .09567 .3903 .09567 .38923 .08694 Mtetra .38923 .08694 .3903 .09567 .40718 .09567 .40627 .08694 Mtetra .40627 .08694 .40718 .09567 .42405 .09567 .42331 .08694 Mtetra .42331 .08694 .42405 .09567 .44093 .09567 .44035 .08694 Mtetra .44035 .08694 .44093 .09567 .45781 .09567 .45739 .08694 Mtetra .45739 .08694 .45781 .09567 .47468 .09567 .47444 .08694 Mtetra .47444 .08694 .47468 .09567 .49156 .09567 .49148 .08694 Mtetra .49148 .08694 .49156 .09567 .50844 .09567 .50852 .08694 Mtetra .90049 .08694 .89661 .09567 .91348 .09567 .91753 .08694 Mtetra .88345 .08694 .87973 .09567 .89661 .09567 .90049 .08694 Mtetra .86641 .08694 .86285 .09567 .87973 .09567 .88345 .08694 Mtetra .514 .832 1 r .84941 .08749 .84597 .09567 .86285 .09567 .86641 .08694 Mtetra .502 .8 .999 r .83232 .08694 .8291 .09567 .84597 .09567 .84941 .08749 Mtetra .518 .816 .999 r .81528 .08694 .81222 .09567 .8291 .09567 .83232 .08694 Mtetra .79824 .08694 .79534 .09567 .81222 .09567 .81528 .08694 Mtetra .78119 .08694 .77847 .09567 .79534 .09567 .79824 .08694 Mtetra .76415 .08694 .76159 .09567 .77847 .09567 .78119 .08694 Mtetra .74711 .08694 .74471 .09567 .76159 .09567 .76415 .08694 Mtetra .73007 .08694 .72784 .09567 .74471 .09567 .74711 .08694 Mtetra .71303 .08694 .71096 .09567 .72784 .09567 .73007 .08694 Mtetra .69598 .08694 .69408 .09567 .71096 .09567 .71303 .08694 Mtetra .67894 .08694 .67721 .09567 .69408 .09567 .69598 .08694 Mtetra .6619 .08694 .66033 .09567 .67721 .09567 .67894 .08694 Mtetra .64486 .08694 .64345 .09567 .66033 .09567 .6619 .08694 Mtetra .62782 .08694 .62658 .09567 .64345 .09567 .64486 .08694 Mtetra .61077 .08694 .6097 .09567 .62658 .09567 .62782 .08694 Mtetra .59373 .08694 .59282 .09567 .6097 .09567 .61077 .08694 Mtetra .57669 .08694 .57595 .09567 .59282 .09567 .59373 .08694 Mtetra .55965 .08694 .55907 .09567 .57595 .09567 .57669 .08694 Mtetra .54261 .08694 .54219 .09567 .55907 .09567 .55965 .08694 Mtetra .52556 .08694 .52532 .09567 .54219 .09567 .54261 .08694 Mtetra .50852 .08694 .50844 .09567 .52532 .09567 .52556 .08694 Mtetra .238 .526 .917 r .0719 .13573 .07574 .14796 .09212 .15678 .08844 .14439 Mtetra .129 .429 .87 r .08844 .14439 .09212 .15678 .10833 .16814 .1048 .15564 Mtetra 0 .285 .786 r .1048 .15564 .10833 .16814 .12428 .1832 .12089 .17068 Mtetra 0 .079 .64 r .12089 .17068 .12428 .1832 .13982 .2041 .13656 .19178 Mtetra 0 0 .407 r .13656 .19178 .13982 .2041 .15461 .23578 .15141 .2241 Mtetra .763 .511 0 r .15141 .2241 .15461 .23578 .16678 .30231 .1635 .29274 Mtetra 0 0 .451 r .1635 .29274 .16678 .30231 .18265 .32957 .17948 .32054 Mtetra .901 .986 .773 r .17948 .32054 .18265 .32957 .20221 .31034 .19937 .2995 Mtetra .934 .969 .731 r .19937 .2995 .20221 .31034 .22186 .28737 .21938 .27418 Mtetra .958 .948 .692 r .21938 .27418 .22186 .28737 .24158 .2602 .23948 .24405 Mtetra .974 .925 .658 r .23948 .24405 .24158 .2602 .26133 .22845 .25962 .20868 Mtetra .985 .902 .63 r .25962 .20868 .26133 .22845 .28107 .19181 .27976 .16771 Mtetra .991 .879 .606 r .27976 .16771 .28107 .19181 .30075 .15006 .29983 .12089 Mtetra .985 .855 .63 r .29983 .12089 .30075 .15006 .32029 .10308 .31929 .07805 Mtetra .695 .674 .825 r .31929 .07805 .32029 .10308 .3381 .08694 .3365 .07805 Mtetra .518 .816 .999 r .3365 .07805 .3381 .08694 .35514 .08694 .35371 .07805 Mtetra .35371 .07805 .35514 .08694 .37218 .08694 .37092 .07805 Mtetra .37092 .07805 .37218 .08694 .38923 .08694 .38813 .07805 Mtetra .38813 .07805 .38923 .08694 .40627 .08694 .40534 .07805 Mtetra .40534 .07805 .40627 .08694 .42331 .08694 .42255 .07805 Mtetra .42255 .07805 .42331 .08694 .44035 .08694 .43976 .07805 Mtetra .43976 .07805 .44035 .08694 .45739 .08694 .45697 .07805 Mtetra .45697 .07805 .45739 .08694 .47444 .08694 .47418 .07805 Mtetra .47418 .07805 .47444 .08694 .49148 .08694 .49139 .07805 Mtetra .49139 .07805 .49148 .08694 .50852 .08694 .50861 .07805 Mtetra .90445 .07805 .90049 .08694 .91753 .08694 .92166 .07805 Mtetra .88724 .07805 .88345 .08694 .90049 .08694 .90445 .07805 Mtetra .87003 .07805 .86641 .08694 .88345 .08694 .88724 .07805 Mtetra .536 .814 .997 r .85282 .07805 .84941 .08749 .86641 .08694 .87003 .07805 Mtetra .518 .816 .999 r .83561 .07805 .83232 .08694 .84941 .08749 .85282 .07805 Mtetra .8184 .07805 .81528 .08694 .83232 .08694 .83561 .07805 Mtetra .80119 .07805 .79824 .08694 .81528 .08694 .8184 .07805 Mtetra .78398 .07805 .78119 .08694 .79824 .08694 .80119 .07805 Mtetra .515 .832 1 r .7668 .0786 .76415 .08694 .78119 .08694 .78398 .07805 Mtetra .502 .8 .999 r .74955 .07805 .74711 .08694 .76415 .08694 .7668 .0786 Mtetra .518 .816 .999 r .73234 .07805 .73007 .08694 .74711 .08694 .74955 .07805 Mtetra .71513 .07805 .71303 .08694 .73007 .08694 .73234 .07805 Mtetra .69792 .07805 .69598 .08694 .71303 .08694 .71513 .07805 Mtetra .68071 .07805 .67894 .08694 .69598 .08694 .69792 .07805 Mtetra .6635 .07805 .6619 .08694 .67894 .08694 .68071 .07805 Mtetra .64629 .07805 .64486 .08694 .6619 .08694 .6635 .07805 Mtetra .62908 .07805 .62782 .08694 .64486 .08694 .64629 .07805 Mtetra .61187 .07805 .61077 .08694 .62782 .08694 .62908 .07805 Mtetra .59466 .07805 .59373 .08694 .61077 .08694 .61187 .07805 Mtetra .57745 .07805 .57669 .08694 .59373 .08694 .59466 .07805 Mtetra .56024 .07805 .55965 .08694 .57669 .08694 .57745 .07805 Mtetra .54303 .07805 .54261 .08694 .55965 .08694 .56024 .07805 Mtetra .52582 .07805 .52556 .08694 .54261 .08694 .54303 .07805 Mtetra .50861 .07805 .50852 .08694 .52556 .08694 .52582 .07805 Mtetra .255 .536 .92 r .06801 .12312 .0719 .13573 .08844 .14439 .08472 .13161 Mtetra .144 .437 .874 r .08472 .13161 .08844 .14439 .1048 .15564 .10123 .14276 Mtetra 0 .289 .788 r .10123 .14276 .1048 .15564 .12089 .17068 .11746 .15787 Mtetra 0 .073 .636 r .11746 .15787 .12089 .17068 .13656 .19178 .13322 .17934 Mtetra 0 0 .389 r .13322 .17934 .13656 .19178 .15141 .2241 .1481 .21277 Mtetra .784 .534 0 r .1481 .21277 .15141 .2241 .1635 .29274 .15983 .28678 Mtetra 0 0 .426 r .15983 .28678 .1635 .29274 .17948 .32054 .17631 .31042 Mtetra .92 .977 .752 r .17631 .31042 .17948 .32054 .19937 .2995 .19659 .28698 Mtetra .95 .955 .709 r .19659 .28698 .19937 .2995 .21938 .27418 .21702 .25852 Mtetra .971 .93 .671 r .21702 .25852 .21938 .27418 .23948 .24405 .23755 .22442 Mtetra .983 .904 .638 r .23755 .22442 .23948 .24405 .25962 .20868 .25816 .18414 Mtetra .991 .879 .611 r .25816 .18414 .25962 .20868 .27976 .16771 .27878 .13726 Mtetra .994 .855 .59 r .27878 .13726 .27976 .16771 .29983 .12089 .29933 .08352 Mtetra .844 .719 .726 r .29933 .08352 .29983 .12089 .31929 .07805 .31748 .06897 Mtetra .518 .816 .999 r .31748 .06897 .31929 .07805 .3365 .07805 .33487 .06897 Mtetra .33487 .06897 .3365 .07805 .35371 .07805 .35225 .06897 Mtetra .35225 .06897 .35371 .07805 .37092 .07805 .36963 .06897 Mtetra .36963 .06897 .37092 .07805 .38813 .07805 .38701 .06897 Mtetra .38701 .06897 .38813 .07805 .40534 .07805 .4044 .06897 Mtetra .4044 .06897 .40534 .07805 .42255 .07805 .42178 .06897 Mtetra .42178 .06897 .42255 .07805 .43976 .07805 .43916 .06897 Mtetra .43916 .06897 .43976 .07805 .45697 .07805 .45654 .06897 Mtetra .45654 .06897 .45697 .07805 .47418 .07805 .47393 .06897 Mtetra .47393 .06897 .47418 .07805 .49139 .07805 .49131 .06897 Mtetra .49131 .06897 .49139 .07805 .50861 .07805 .50869 .06897 Mtetra .90849 .06897 .90445 .07805 .92166 .07805 .92587 .06897 Mtetra .89111 .06897 .88724 .07805 .90445 .07805 .90849 .06897 Mtetra .87373 .06897 .87003 .07805 .88724 .07805 .89111 .06897 Mtetra .85634 .06897 .85282 .07805 .87003 .07805 .87373 .06897 Mtetra .83896 .06897 .83561 .07805 .85282 .07805 .85634 .06897 Mtetra .82158 .06897 .8184 .07805 .83561 .07805 .83896 .06897 Mtetra .8042 .06897 .80119 .07805 .8184 .07805 .82158 .06897 Mtetra .78681 .06897 .78398 .07805 .80119 .07805 .8042 .06897 Mtetra .535 .814 .997 r .76943 .06897 .7668 .0786 .78398 .07805 .78681 .06897 Mtetra .518 .816 .999 r .75205 .06897 .74955 .07805 .7668 .0786 .76943 .06897 Mtetra .73467 .06897 .73234 .07805 .74955 .07805 .75205 .06897 Mtetra .71728 .06897 .71513 .07805 .73234 .07805 .73467 .06897 Mtetra .6999 .06897 .69792 .07805 .71513 .07805 .71728 .06897 Mtetra .516 .832 1 r .68254 .06953 .68071 .07805 .69792 .07805 .6999 .06897 Mtetra .501 .8 .999 r .66513 .06897 .6635 .07805 .68071 .07805 .68254 .06953 Mtetra .518 .816 .999 r .64775 .06897 .64629 .07805 .6635 .07805 .66513 .06897 Mtetra .63037 .06897 .62908 .07805 .64629 .07805 .64775 .06897 Mtetra .61299 .06897 .61187 .07805 .62908 .07805 .63037 .06897 Mtetra .5956 .06897 .59466 .07805 .61187 .07805 .61299 .06897 Mtetra .57822 .06897 .57745 .07805 .59466 .07805 .5956 .06897 Mtetra .56084 .06897 .56024 .07805 .57745 .07805 .57822 .06897 Mtetra .54346 .06897 .54303 .07805 .56024 .07805 .56084 .06897 Mtetra .52607 .06897 .52582 .07805 .54303 .07805 .54346 .06897 Mtetra .50869 .06897 .50861 .07805 .52582 .07805 .52607 .06897 Mtetra .273 .546 .924 r .06406 .11008 .06801 .12312 .08472 .13161 .08094 .1184 Mtetra .158 .445 .877 r .08094 .1184 .08472 .13161 .10123 .14276 .09761 .12948 Mtetra 0 .29 .788 r .09761 .12948 .10123 .14276 .11746 .15787 .11396 .14475 Mtetra 0 .059 .624 r .11396 .14475 .11746 .15787 .13322 .17934 .1298 .16688 Mtetra 0 0 .357 r .1298 .16688 .13322 .17934 .1481 .21277 .14464 .20222 Mtetra .818 .574 .018 r .14464 .20222 .1481 .21277 .15983 .28678 .15535 .2891 Mtetra .521 0 0 r .15535 .2891 .15983 .28678 .17631 .31042 .17321 .2986 Mtetra .94 .963 .726 r .17321 .2986 .17631 .31042 .19659 .28698 .19395 .27179 Mtetra .966 .936 .683 r .19395 .27179 .19659 .28698 .21702 .25852 .21488 .23888 Mtetra .982 .906 .645 r .21488 .23888 .21702 .25852 .23755 .22442 .23597 .19907 Mtetra .99 .877 .615 r .23597 .19907 .23755 .22442 .25816 .18414 .25717 .15169 Mtetra .993 .849 .592 r .25717 .15169 .25816 .18414 .27878 .13726 .27839 .09622 Mtetra .944 .788 .657 r .27839 .09622 .27878 .13726 .29933 .08352 .29808 .05972 Mtetra .69 .689 .844 r .29808 .05972 .29933 .08352 .31748 .06897 .31564 .05972 Mtetra .518 .816 .999 r .31564 .05972 .31748 .06897 .33487 .06897 .3332 .05972 Mtetra .3332 .05972 .33487 .06897 .35225 .06897 .35076 .05972 Mtetra .35076 .05972 .35225 .06897 .36963 .06897 .36831 .05972 Mtetra .36831 .05972 .36963 .06897 .38701 .06897 .38587 .05972 Mtetra .38587 .05972 .38701 .06897 .4044 .06897 .40343 .05972 Mtetra .40343 .05972 .4044 .06897 .42178 .06897 .42099 .05972 Mtetra .42099 .05972 .42178 .06897 .43916 .06897 .43855 .05972 Mtetra .43855 .05972 .43916 .06897 .45654 .06897 .4561 .05972 Mtetra .4561 .05972 .45654 .06897 .47393 .06897 .47366 .05972 Mtetra .47366 .05972 .47393 .06897 .49131 .06897 .49122 .05972 Mtetra .49122 .05972 .49131 .06897 .50869 .06897 .50878 .05972 Mtetra .91261 .05972 .90849 .06897 .92587 .06897 .93017 .05972 Mtetra .89506 .05972 .89111 .06897 .90849 .06897 .91261 .05972 Mtetra .8775 .05972 .87373 .06897 .89111 .06897 .89506 .05972 Mtetra .85994 .05972 .85634 .06897 .87373 .06897 .8775 .05972 Mtetra .84238 .05972 .83896 .06897 .85634 .06897 .85994 .05972 Mtetra .82482 .05972 .82158 .06897 .83896 .06897 .84238 .05972 Mtetra .80727 .05972 .8042 .06897 .82158 .06897 .82482 .05972 Mtetra .78971 .05972 .78681 .06897 .8042 .06897 .80727 .05972 Mtetra .77215 .05972 .76943 .06897 .78681 .06897 .78971 .05972 Mtetra .75459 .05972 .75205 .06897 .76943 .06897 .77215 .05972 Mtetra .73703 .05972 .73467 .06897 .75205 .06897 .75459 .05972 Mtetra .71948 .05972 .71728 .06897 .73467 .06897 .73703 .05972 Mtetra .70192 .05972 .6999 .06897 .71728 .06897 .71948 .05972 Mtetra .535 .814 .997 r .68436 .05972 .68254 .06953 .6999 .06897 .70192 .05972 Mtetra .518 .816 .999 r .6668 .05972 .66513 .06897 .68254 .06953 .68436 .05972 Mtetra .64924 .05972 .64775 .06897 .66513 .06897 .6668 .05972 Mtetra .63169 .05972 .63037 .06897 .64775 .06897 .64924 .05972 Mtetra .61413 .05972 .61299 .06897 .63037 .06897 .63169 .05972 Mtetra .518 .832 1 r .59658 .06028 .5956 .06897 .61299 .06897 .61413 .05972 Mtetra .5 .8 .999 r .57901 .05972 .57822 .06897 .5956 .06897 .59658 .06028 Mtetra .518 .816 .999 r .56145 .05972 .56084 .06897 .57822 .06897 .57901 .05972 Mtetra .5439 .05972 .54346 .06897 .56084 .06897 .56145 .05972 Mtetra .52634 .05972 .52607 .06897 .54346 .06897 .5439 .05972 Mtetra .50878 .05972 .50869 .06897 .52607 .06897 .52634 .05972 Mtetra .292 .556 .926 r .06008 .09655 .06406 .11008 .08094 .1184 .07713 .1047 Mtetra .172 .451 .879 r .07713 .1047 .08094 .1184 .09761 .12948 .09394 .11577 Mtetra 0 .284 .784 r .09394 .11577 .09761 .12948 .11396 .14475 .1104 .13139 Mtetra 0 .029 .6 r .1104 .13139 .11396 .14475 .1298 .16688 .12627 .15465 Mtetra 0 0 .301 r .12627 .15465 .1298 .16688 .14464 .20222 .14093 .19334 Mtetra .86 .628 .092 r .14093 .19334 .14464 .20222 .15535 .2891 .14921 .30911 Mtetra 0 0 0 r .14921 .30911 .15535 .2891 .17321 .2986 .17026 .28383 Mtetra .962 .94 .693 r .17026 .28383 .17321 .2986 .19395 .27179 .1916 .25187 Mtetra .981 .906 .65 r .1916 .25187 .19395 .27179 .21488 .23888 .21321 .21204 Mtetra .99 .872 .616 r .21321 .21204 .21488 .23888 .23597 .19907 .23506 .16324 Mtetra .992 .84 .59 r .23506 .16324 .23597 .19907 .25717 .15169 .25709 .10449 Mtetra .971 .795 .608 r .25709 .10449 .25717 .15169 .27839 .09622 .27829 .05027 Mtetra .707 .583 .713 r .27829 .05027 .27839 .09622 .29808 .05972 .29602 .05027 Mtetra .518 .816 .999 r .29602 .05027 .29808 .05972 .31564 .05972 .31376 .05027 Mtetra .31376 .05027 .31564 .05972 .3332 .05972 .3315 .05027 Mtetra .3315 .05027 .3332 .05972 .35076 .05972 .34924 .05027 Mtetra .34924 .05027 .35076 .05972 .36831 .05972 .36697 .05027 Mtetra .36697 .05027 .36831 .05972 .38587 .05972 .38471 .05027 Mtetra .38471 .05027 .38587 .05972 .40343 .05972 .40245 .05027 Mtetra .40245 .05027 .40343 .05972 .42099 .05972 .42018 .05027 Mtetra .42018 .05027 .42099 .05972 .43855 .05972 .43792 .05027 Mtetra .43792 .05027 .43855 .05972 .4561 .05972 .45566 .05027 Mtetra .45566 .05027 .4561 .05972 .47366 .05972 .47339 .05027 Mtetra .47339 .05027 .47366 .05972 .49122 .05972 .49113 .05027 Mtetra .499 .8 .999 r .49113 .05027 .49122 .05972 .50878 .05972 .50887 .05084 Mtetra .518 .816 .999 r .91682 .05027 .91261 .05972 .93017 .05972 .93456 .05027 Mtetra .89908 .05027 .89506 .05972 .91261 .05972 .91682 .05027 Mtetra .88135 .05027 .8775 .05972 .89506 .05972 .89908 .05027 Mtetra .86361 .05027 .85994 .05972 .8775 .05972 .88135 .05027 Mtetra .84587 .05027 .84238 .05972 .85994 .05972 .86361 .05027 Mtetra .82813 .05027 .82482 .05972 .84238 .05972 .84587 .05027 Mtetra .8104 .05027 .80727 .05972 .82482 .05972 .82813 .05027 Mtetra .79266 .05027 .78971 .05972 .80727 .05972 .8104 .05027 Mtetra .77492 .05027 .77215 .05972 .78971 .05972 .79266 .05027 Mtetra .75719 .05027 .75459 .05972 .77215 .05972 .77492 .05027 Mtetra .73945 .05027 .73703 .05972 .75459 .05972 .75719 .05027 Mtetra .72171 .05027 .71948 .05972 .73703 .05972 .73945 .05027 Mtetra .70398 .05027 .70192 .05972 .71948 .05972 .72171 .05027 Mtetra .68624 .05027 .68436 .05972 .70192 .05972 .70398 .05027 Mtetra .6685 .05027 .6668 .05972 .68436 .05972 .68624 .05027 Mtetra .65076 .05027 .64924 .05972 .6668 .05972 .6685 .05027 Mtetra .63303 .05027 .63169 .05972 .64924 .05972 .65076 .05027 Mtetra .61529 .05027 .61413 .05972 .63169 .05972 .63303 .05027 Mtetra .535 .814 .997 r .59755 .05027 .59658 .06028 .61413 .05972 .61529 .05027 Mtetra .518 .816 .999 r .57982 .05027 .57901 .05972 .59658 .06028 .59755 .05027 Mtetra .56208 .05027 .56145 .05972 .57901 .05972 .57982 .05027 Mtetra .54434 .05027 .5439 .05972 .56145 .05972 .56208 .05027 Mtetra .52661 .05027 .52634 .05972 .5439 .05972 .54434 .05027 Mtetra .519 .832 1 r .50887 .05084 .50878 .05972 .52634 .05972 .52661 .05027 Mtetra .312 .565 .928 r .05606 .08244 .06008 .09655 .07713 .1047 .07328 .09043 Mtetra .182 .453 .879 r .07328 .09043 .07713 .1047 .09394 .11577 .09023 .10161 Mtetra 0 .266 .772 r .09023 .10161 .09394 .11577 .1104 .13139 .10676 .11792 Mtetra 0 0 .552 r .10676 .11792 .1104 .13139 .12627 .15465 .12256 .14329 Mtetra .683 .384 0 r .12256 .14329 .12627 .15465 .14093 .19334 .13674 .18857 Mtetra .88 .63 .107 r .13674 .18857 .14093 .19334 .14921 .30911 .14597 .29464 Mtetra .959 .944 .7 r .14597 .29464 .14921 .30911 .17026 .28383 .16775 .26307 Mtetra .982 .903 .65 r .16775 .26307 .17026 .28383 .1916 .25187 .18998 .22209 Mtetra .991 .861 .611 r .18998 .22209 .1916 .25187 .21321 .21204 .21265 .16978 Mtetra .99 .823 .582 r .21265 .16978 .21321 .21204 .23506 .16324 .23574 .10426 Mtetra .965 .772 .593 r .23574 .10426 .23506 .16324 .25709 .10449 .25808 .04063 Mtetra .706 .544 .666 r .25808 .04063 .25709 .10449 .27829 .05027 .276 .04063 Mtetra .518 .816 .999 r .276 .04063 .27829 .05027 .29602 .05027 .29392 .04063 Mtetra .29392 .04063 .29602 .05027 .31376 .05027 .31184 .04063 Mtetra .31184 .04063 .31376 .05027 .3315 .05027 .32976 .04063 Mtetra .32976 .04063 .3315 .05027 .34924 .05027 .34768 .04063 Mtetra .34768 .04063 .34924 .05027 .36697 .05027 .3656 .04063 Mtetra .3656 .04063 .36697 .05027 .38471 .05027 .38352 .04063 Mtetra .38352 .04063 .38471 .05027 .40245 .05027 .40144 .04063 Mtetra .498 .8 .999 r .40144 .04063 .40245 .05027 .42018 .05027 .41935 .0412 Mtetra .52 .832 1 r .41935 .0412 .42018 .05027 .43792 .05027 .43728 .04063 Mtetra .518 .816 .999 r .43728 .04063 .43792 .05027 .45566 .05027 .4552 .04063 Mtetra .4552 .04063 .45566 .05027 .47339 .05027 .47312 .04063 Mtetra .47312 .04063 .47339 .05027 .49113 .05027 .49104 .04063 Mtetra .49104 .04063 .49113 .05027 .50887 .05084 .50896 .04063 Mtetra .92111 .04063 .91682 .05027 .93456 .05027 .93903 .04063 Mtetra .90319 .04063 .89908 .05027 .91682 .05027 .92111 .04063 Mtetra .88527 .04063 .88135 .05027 .89908 .05027 .90319 .04063 Mtetra .86735 .04063 .86361 .05027 .88135 .05027 .88527 .04063 Mtetra .84943 .04063 .84587 .05027 .86361 .05027 .86735 .04063 Mtetra .83151 .04063 .82813 .05027 .84587 .05027 .84943 .04063 Mtetra .81359 .04063 .8104 .05027 .82813 .05027 .83151 .04063 Mtetra .79567 .04063 .79266 .05027 .8104 .05027 .81359 .04063 Mtetra .77775 .04063 .77492 .05027 .79266 .05027 .79567 .04063 Mtetra .75984 .04063 .75719 .05027 .77492 .05027 .77775 .04063 Mtetra .74192 .04063 .73945 .05027 .75719 .05027 .75984 .04063 Mtetra .724 .04063 .72171 .05027 .73945 .05027 .74192 .04063 Mtetra .70608 .04063 .70398 .05027 .72171 .05027 .724 .04063 Mtetra .68816 .04063 .68624 .05027 .70398 .05027 .70608 .04063 Mtetra .67024 .04063 .6685 .05027 .68624 .05027 .68816 .04063 Mtetra .65232 .04063 .65076 .05027 .6685 .05027 .67024 .04063 Mtetra .6344 .04063 .63303 .05027 .65076 .05027 .65232 .04063 Mtetra .61648 .04063 .61529 .05027 .63303 .05027 .6344 .04063 Mtetra .59856 .04063 .59755 .05027 .61529 .05027 .61648 .04063 Mtetra .58064 .04063 .57982 .05027 .59755 .05027 .59856 .04063 Mtetra .56272 .04063 .56208 .05027 .57982 .05027 .58064 .04063 Mtetra .5448 .04063 .54434 .05027 .56208 .05027 .56272 .04063 Mtetra .52688 .04063 .52661 .05027 .54434 .05027 .5448 .04063 Mtetra .535 .814 .997 r .50896 .04063 .50887 .05084 .52661 .05027 .52688 .04063 Mtetra .333 .572 .928 r .05202 .06763 .05606 .08244 .07328 .09043 .0694 .0755 Mtetra .185 .447 .874 r .0694 .0755 .07328 .09043 .09023 .10161 .08647 .08703 Mtetra 0 .219 .741 r .08647 .08703 .09023 .10161 .10676 .11792 .10299 .10484 Mtetra 0 0 .446 r .10299 .10484 .10676 .11792 .12256 .14329 .11847 .13478 Mtetra .808 .522 0 r .11847 .13478 .12256 .14329 .13674 .18857 .13117 .19726 Mtetra .936 .618 .167 r .13117 .19726 .13674 .18857 .14597 .29464 .14341 .27157 Mtetra .986 .891 .638 r .14341 .27157 .14597 .29464 .16775 .26307 .16652 .22646 Mtetra .991 .84 .593 r .16652 .22646 .16775 .26307 .18998 .22209 .19051 .16484 Mtetra .987 .796 .562 r .19051 .16484 .18998 .22209 .21265 .16978 .21551 .08193 Mtetra .894 .68 .606 r .21551 .08193 .21265 .16978 .23574 .10426 .23746 .03079 Mtetra .705 .53 .649 r .23746 .03079 .23574 .10426 .25808 .04063 .25557 .03079 Mtetra .518 .816 .999 r .25557 .03079 .25808 .04063 .276 .04063 .27367 .03079 Mtetra .27367 .03079 .276 .04063 .29392 .04063 .29178 .03079 Mtetra .29178 .03079 .29392 .04063 .31184 .04063 .30989 .03079 Mtetra .497 .8 .999 r .30989 .03079 .31184 .04063 .32976 .04063 .32797 .03137 Mtetra .521 .832 1 r .32797 .03137 .32976 .04063 .34768 .04063 .3461 .03079 Mtetra .518 .816 .999 r .3461 .03079 .34768 .04063 .3656 .04063 .3642 .03079 Mtetra .3642 .03079 .3656 .04063 .38352 .04063 .38231 .03079 Mtetra .38231 .03079 .38352 .04063 .40144 .04063 .40042 .03079 Mtetra .40042 .03079 .40144 .04063 .41935 .0412 .41852 .03079 Mtetra .535 .814 .997 r .41852 .03079 .41935 .0412 .43728 .04063 .43663 .03079 Mtetra .518 .816 .999 r .43663 .03079 .43728 .04063 .4552 .04063 .45473 .03079 Mtetra .45473 .03079 .4552 .04063 .47312 .04063 .47284 .03079 Mtetra .47284 .03079 .47312 .04063 .49104 .04063 .49095 .03079 Mtetra .49095 .03079 .49104 .04063 .50896 .04063 .50905 .03079 Mtetra .92549 .03079 .92111 .04063 .93903 .04063 .9436 .03079 Mtetra .90739 .03079 .90319 .04063 .92111 .04063 .92549 .03079 Mtetra .88928 .03079 .88527 .04063 .90319 .04063 .90739 .03079 Mtetra .87118 .03079 .86735 .04063 .88527 .04063 .88928 .03079 Mtetra .85307 .03079 .84943 .04063 .86735 .04063 .87118 .03079 Mtetra .83496 .03079 .83151 .04063 .84943 .04063 .85307 .03079 Mtetra .81686 .03079 .81359 .04063 .83151 .04063 .83496 .03079 Mtetra .79875 .03079 .79567 .04063 .81359 .04063 .81686 .03079 Mtetra .78065 .03079 .77775 .04063 .79567 .04063 .79875 .03079 Mtetra .76254 .03079 .75984 .04063 .77775 .04063 .78065 .03079 Mtetra .74443 .03079 .74192 .04063 .75984 .04063 .76254 .03079 Mtetra .72633 .03079 .724 .04063 .74192 .04063 .74443 .03079 Mtetra .70822 .03079 .70608 .04063 .724 .04063 .72633 .03079 Mtetra .69011 .03079 .68816 .04063 .70608 .04063 .70822 .03079 Mtetra .67201 .03079 .67024 .04063 .68816 .04063 .69011 .03079 Mtetra .6539 .03079 .65232 .04063 .67024 .04063 .67201 .03079 Mtetra .6358 .03079 .6344 .04063 .65232 .04063 .6539 .03079 Mtetra .61769 .03079 .61648 .04063 .6344 .04063 .6358 .03079 Mtetra .59958 .03079 .59856 .04063 .61648 .04063 .61769 .03079 Mtetra .58148 .03079 .58064 .04063 .59856 .04063 .59958 .03079 Mtetra .56337 .03079 .56272 .04063 .58064 .04063 .58148 .03079 Mtetra .54527 .03079 .5448 .04063 .56272 .04063 .56337 .03079 Mtetra .52716 .03079 .52688 .04063 .5448 .04063 .54527 .03079 Mtetra .50905 .03079 .50896 .04063 .52688 .04063 .52716 .03079 Mtetra .353 .575 .924 r .04798 .05189 .05202 .06763 .0694 .0755 .06552 .05979 Mtetra .16 .414 .856 r .06552 .05979 .0694 .0755 .08647 .08703 .08261 .07244 Mtetra 0 .078 .639 r .08261 .07244 .08647 .08703 .10299 .10484 .09883 .09446 Mtetra .719 .405 0 r .09883 .09446 .10299 .10484 .11847 .13478 .11297 .13929 Mtetra .932 .679 .199 r .11297 .13929 .11847 .13478 .13117 .19726 .11898 .27341 Mtetra .193 0 .27 r .11898 .27341 .13117 .19726 .14341 .27157 .1441 .21206 Mtetra .993 .801 .544 r .1441 .21206 .14341 .27157 .16652 .22646 .17192 .11238 Mtetra .932 .703 .569 r .17192 .11238 .16652 .22646 .19051 .16484 .19811 .02074 Mtetra .699 .481 .589 r .19811 .02074 .19051 .16484 .21551 .08193 .2164 .02074 Mtetra .706 .55 .674 r .2164 .02074 .21551 .08193 .23746 .03079 .2347 .02074 Mtetra .518 .816 .999 r .2347 .02074 .23746 .03079 .25557 .03079 .253 .02074 Mtetra .253 .02074 .25557 .03079 .27367 .03079 .27129 .02074 Mtetra .27129 .02074 .27367 .03079 .29178 .03079 .28959 .02074 Mtetra .28959 .02074 .29178 .03079 .30989 .03079 .30789 .02074 Mtetra .30789 .02074 .30989 .03079 .32797 .03137 .32618 .02074 Mtetra .535 .814 .997 r .32618 .02074 .32797 .03137 .3461 .03079 .34448 .02074 Mtetra .518 .816 .999 r .34448 .02074 .3461 .03079 .3642 .03079 .36278 .02074 Mtetra .36278 .02074 .3642 .03079 .38231 .03079 .38107 .02074 Mtetra .38107 .02074 .38231 .03079 .40042 .03079 .39937 .02074 Mtetra .39937 .02074 .40042 .03079 .41852 .03079 .41767 .02074 Mtetra .41767 .02074 .41852 .03079 .43663 .03079 .43596 .02074 Mtetra .43596 .02074 .43663 .03079 .45473 .03079 .45426 .02074 Mtetra .45426 .02074 .45473 .03079 .47284 .03079 .47256 .02074 Mtetra .47256 .02074 .47284 .03079 .49095 .03079 .49085 .02074 Mtetra .49085 .02074 .49095 .03079 .50905 .03079 .50915 .02074 Mtetra .92997 .02074 .92549 .03079 .9436 .03079 .94826 .02074 Mtetra .91167 .02074 .90739 .03079 .92549 .03079 .92997 .02074 Mtetra .89338 .02074 .88928 .03079 .90739 .03079 .91167 .02074 Mtetra .87508 .02074 .87118 .03079 .88928 .03079 .89338 .02074 Mtetra .85678 .02074 .85307 .03079 .87118 .03079 .87508 .02074 Mtetra .83849 .02074 .83496 .03079 .85307 .03079 .85678 .02074 Mtetra .82019 .02074 .81686 .03079 .83496 .03079 .83849 .02074 Mtetra .80189 .02074 .79875 .03079 .81686 .03079 .82019 .02074 Mtetra .7836 .02074 .78065 .03079 .79875 .03079 .80189 .02074 Mtetra .7653 .02074 .76254 .03079 .78065 .03079 .7836 .02074 Mtetra .747 .02074 .74443 .03079 .76254 .03079 .7653 .02074 Mtetra .72871 .02074 .72633 .03079 .74443 .03079 .747 .02074 Mtetra .71041 .02074 .70822 .03079 .72633 .03079 .72871 .02074 Mtetra .69211 .02074 .69011 .03079 .70822 .03079 .71041 .02074 Mtetra .67382 .02074 .67201 .03079 .69011 .03079 .69211 .02074 Mtetra .65552 .02074 .6539 .03079 .67201 .03079 .67382 .02074 Mtetra .63722 .02074 .6358 .03079 .6539 .03079 .65552 .02074 Mtetra .61893 .02074 .61769 .03079 .6358 .03079 .63722 .02074 Mtetra .60063 .02074 .59958 .03079 .61769 .03079 .61893 .02074 Mtetra .58233 .02074 .58148 .03079 .59958 .03079 .60063 .02074 Mtetra .56404 .02074 .56337 .03079 .58148 .03079 .58233 .02074 Mtetra .54574 .02074 .54527 .03079 .56337 .03079 .56404 .02074 Mtetra .52744 .02074 .52716 .03079 .54527 .03079 .54574 .02074 Mtetra .50915 .02074 .50905 .03079 .52716 .03079 .52744 .02074 Mtetra .348 .549 .907 r .04401 .03475 .04798 .05189 .06552 .05979 .06158 .04358 Mtetra 0 .2 .727 r .06158 .04358 .06552 .05979 .08261 .07244 .07812 .06251 Mtetra .798 .504 0 r .07812 .06251 .08261 .07244 .09883 .09446 .09077 .11938 Mtetra .968 .647 .285 r .09077 .11938 .09883 .09446 .11297 .13929 .10118 .20376 Mtetra 0 0 0 r .10118 .20376 .11297 .13929 .11898 .27341 .13943 .01048 Mtetra .694 .456 .558 r .13943 .01048 .11898 .27341 .1441 .21206 .15792 .01048 Mtetra .696 .465 .569 r .15792 .01048 .1441 .21206 .17192 .11238 .17641 .01048 Mtetra .702 .502 .615 r .17641 .01048 .17192 .11238 .19811 .02074 .1949 .01048 Mtetra .518 .816 .999 r .1949 .01048 .19811 .02074 .2164 .02074 .21339 .01048 Mtetra .21339 .01048 .2164 .02074 .2347 .02074 .23188 .01048 Mtetra .23188 .01048 .2347 .02074 .253 .02074 .25037 .01048 Mtetra .25037 .01048 .253 .02074 .27129 .02074 .26886 .01048 Mtetra .26886 .01048 .27129 .02074 .28959 .02074 .28735 .01048 Mtetra .28735 .01048 .28959 .02074 .30789 .02074 .30584 .01048 Mtetra .30584 .01048 .30789 .02074 .32618 .02074 .32434 .01048 Mtetra .32434 .01048 .32618 .02074 .34448 .02074 .34283 .01048 Mtetra .34283 .01048 .34448 .02074 .36278 .02074 .36132 .01048 Mtetra .36132 .01048 .36278 .02074 .38107 .02074 .37981 .01048 Mtetra .37981 .01048 .38107 .02074 .39937 .02074 .3983 .01048 Mtetra .3983 .01048 .39937 .02074 .41767 .02074 .41679 .01048 Mtetra .41679 .01048 .41767 .02074 .43596 .02074 .43528 .01048 Mtetra .43528 .01048 .43596 .02074 .45426 .02074 .45377 .01048 Mtetra .45377 .01048 .45426 .02074 .47256 .02074 .47226 .01048 Mtetra .47226 .01048 .47256 .02074 .49085 .02074 .49075 .01048 Mtetra .49075 .01048 .49085 .02074 .50915 .02074 .50925 .01048 Mtetra .93454 .01048 .92997 .02074 .94826 .02074 .95303 .01048 Mtetra .91605 .01048 .91167 .02074 .92997 .02074 .93454 .01048 Mtetra .89756 .01048 .89338 .02074 .91167 .02074 .91605 .01048 Mtetra .87906 .01048 .87508 .02074 .89338 .02074 .89756 .01048 Mtetra .86057 .01048 .85678 .02074 .87508 .02074 .87906 .01048 Mtetra .84208 .01048 .83849 .02074 .85678 .02074 .86057 .01048 Mtetra .82359 .01048 .82019 .02074 .83849 .02074 .84208 .01048 Mtetra .8051 .01048 .80189 .02074 .82019 .02074 .82359 .01048 Mtetra .78661 .01048 .7836 .02074 .80189 .02074 .8051 .01048 Mtetra .76812 .01048 .7653 .02074 .7836 .02074 .78661 .01048 Mtetra .74963 .01048 .747 .02074 .7653 .02074 .76812 .01048 Mtetra .73114 .01048 .72871 .02074 .747 .02074 .74963 .01048 Mtetra .71265 .01048 .71041 .02074 .72871 .02074 .73114 .01048 Mtetra .69416 .01048 .69211 .02074 .71041 .02074 .71265 .01048 Mtetra .67566 .01048 .67382 .02074 .69211 .02074 .69416 .01048 Mtetra .65717 .01048 .65552 .02074 .67382 .02074 .67566 .01048 Mtetra .63868 .01048 .63722 .02074 .65552 .02074 .65717 .01048 Mtetra .62019 .01048 .61893 .02074 .63722 .02074 .63868 .01048 Mtetra .6017 .01048 .60063 .02074 .61893 .02074 .62019 .01048 Mtetra .58321 .01048 .58233 .02074 .60063 .02074 .6017 .01048 Mtetra .56472 .01048 .56404 .02074 .58233 .02074 .58321 .01048 Mtetra .54623 .01048 .54574 .02074 .56404 .02074 .56472 .01048 Mtetra .52774 .01048 .52744 .02074 .54574 .02074 .54623 .01048 Mtetra .50925 .01048 .50915 .02074 .52744 .02074 .52774 .01048 Mtetra .703 .637 .78 r .04211 0 .04401 .03475 .06158 .04358 .06079 0 Mtetra .707 .599 .733 r .06079 0 .06158 .04358 .07812 .06251 .07948 0 Mtetra .706 .549 .673 r .07948 0 .07812 .06251 .09077 .11938 .09817 0 Mtetra .7 .491 .601 r .09817 0 .09077 .11938 .10118 .20376 .11686 0 Mtetra .695 .463 .568 r .11686 0 .10118 .20376 .13943 .01048 .13555 0 Mtetra .518 .816 .999 r .13555 0 .13943 .01048 .15792 .01048 .15424 0 Mtetra .15424 0 .15792 .01048 .17641 .01048 .17293 0 Mtetra .17293 0 .17641 .01048 .1949 .01048 .19162 0 Mtetra .19162 0 .1949 .01048 .21339 .01048 .21031 0 Mtetra .21031 0 .21339 .01048 .23188 .01048 .229 0 Mtetra .229 0 .23188 .01048 .25037 .01048 .24769 0 Mtetra .24769 0 .25037 .01048 .26886 .01048 .26638 0 Mtetra .26638 0 .26886 .01048 .28735 .01048 .28507 0 Mtetra .28507 0 .28735 .01048 .30584 .01048 .30376 0 Mtetra .30376 0 .30584 .01048 .32434 .01048 .32245 0 Mtetra .32245 0 .32434 .01048 .34283 .01048 .34114 0 Mtetra .34114 0 .34283 .01048 .36132 .01048 .35983 0 Mtetra .35983 0 .36132 .01048 .37981 .01048 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