(*********************************************************************** Mathematica-Compatible Notebook This notebook can be used on any computer system with Mathematica 3.0, MathReader 3.0, or any compatible application. The data for the notebook starts with the line of stars above. To get the notebook into a Mathematica-compatible application, do one of the following: * Save the data starting with the line of stars above into a file with a name ending in .nb, then open the file inside the application; * Copy the data starting with the line of stars above to the clipboard, then use the Paste menu command inside the application. Data for notebooks contains only printable 7-bit ASCII and can be sent directly in email or through ftp in text mode. Newlines can be CR, LF or CRLF (Unix, Macintosh or MS-DOS style). NOTE: If you modify the data for this notebook not in a Mathematica- compatible application, you must delete the line below containing the word CacheID, otherwise Mathematica-compatible applications may try to use invalid cache data. For more information on notebooks and Mathematica-compatible applications, contact Wolfram Research: web: http://www.wolfram.com email: info@wolfram.com phone: +1-217-398-0700 (U.S.) Notebook reader applications are available free of charge from Wolfram Research. ***********************************************************************) (*CacheID: 232*) (*NotebookFileLineBreakTest NotebookFileLineBreakTest*) (*NotebookOptionsPosition[ 153135, 4620]*) (*NotebookOutlinePosition[ 154030, 4649]*) (* CellTagsIndexPosition[ 153986, 4645]*) (*WindowFrame->Normal*) Notebook[{ Cell[CellGroupData[{ Cell[BoxData[ \(summaryForm[1, 4]\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .25 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.952381 0.125 0.119048 [ [ 0 0 0 0 ] [ 1 .25 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .25 L 0 .25 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .02381 .125 m .97619 .125 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 72}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc"], ImageRangeCache->{{{0, 287}, {71, 0}} -> {-0.0305511, -1.05001, 0.00369722, 0.0295777}}], Cell[BoxData[ TagBox[ StyleBox[ TagBox[GridBox[{ {\("Source:"\), \("HIREFS"\)}, {\("Grating:"\), \("SA"\)}, {\("Energy Setting:"\), TagBox[ InterpretationBox[\("0.486"\), 0.48599999999999999, AutoDelete->True], (NumberForm[ #, 4]&)]}, {\("# of Tests:"\), "1"}, {\("Energies included in fits:"\), TagBox[ RowBox[{"{", RowBox[{ InterpretationBox[\("0.486"\), 0.48599999999999999, AutoDelete->True], ",", InterpretationBox[\("0.972"\), 0.97199999999999998, AutoDelete->True], ",", InterpretationBox[\("1.458"\), 1.458, AutoDelete->True], ",", InterpretationBox[\("1.774"\), 1.774, AutoDelete->True], ",", InterpretationBox[\("1.944"\), 1.9439999999999991, AutoDelete->True]}], "}"}], (NumberForm[ #, 4]&)]}, {\("# of maps within 10 eV:"\), "0"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #]&)], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[BoxData[ \(""\)], "Print"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .25 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.952381 0.125 0.119048 [ [ 0 0 0 0 ] [ 1 .25 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .25 L 0 .25 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .02381 .125 m .97619 .125 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 72}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc"], ImageRangeCache->{{{0, 287}, {71, 0}} -> {-0.0305511, -1.05001, 0.00369722, 0.0295777}}], Cell[BoxData[ TagBox[ StyleBox[\("Trends"\), FontWeight->"Bold"], (StyleForm[ #, FontWeight -> "Bold"]&)]], "Print"], Cell[BoxData[ TagBox[ StyleBox[\("Not enough tests for trends"\), FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .25 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.952381 0.125 0.119048 [ [ 0 0 0 0 ] [ 1 .25 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .25 L 0 .25 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .02381 .125 m .97619 .125 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 72}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc"], ImageRangeCache->{{{0, 287}, {71, 0}} -> {-0.0305511, -1.05001, 0.00369722, 0.0295777}}], Cell[BoxData[ TagBox[ StyleBox[\("Normalization"\), FontWeight->"Bold"], (StyleForm[ #, FontWeight -> "Bold"]&)]], "Print"], Cell[BoxData[ TagBox[ StyleBox[\("BND-H"\), FontWeight->"Bold"], (StyleForm[ #, FontWeight -> "Bold"]&)]], "Print"], Cell[BoxData[ \("Relative norms from uniformity model:"\)], "Print"], Cell[BoxData[ TagBox[ StyleBox[ TagBox[GridBox[{ {\(""\), \("B"\), \("N"\), \("S"\), \("T"\)}, {\("0.486 keV"\), "0.900999999999999978`", "0.925999999999999978`", "1.131`", "1.04200000000000003`"}, {\("0.972 keV"\), "0.875999999999999978`", "1.08800000000000007`", "1.03699999999999992`", "0.999000000000000021`"}, {\("1.458 keV"\), "0.842999999999999971`", "1.25700000000000011`", "0.952999999999999936`", "0.948000000000000042`"}, {\("1.774 keV"\), "0.907000000000000028`", "0.869999999999999928`", "1.16799999999999992`", "1.05499999999999993`"}, {\("1.944 keV"\), "0.906000000000000049`", "0.883999999999999985`", "1.15900000000000003`", "1.05200000000000004`"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #, TableHeadings -> {{"0.486 keV", "0.972 keV", "1.458 keV", "1.774 keV", "1.944 keV"}, {"B", "N", "S", "T"}}]&)], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[BoxData[ \("EXCLUDE the following detectors \n due to partial out-of-beam \ condition:"\)], "Print"], Cell[BoxData[ TagBox[ StyleBox[ InterpretationBox[\("None"\), TableForm[ {"None"}]], FontSize->12], (StyleForm[ #, FontSize -> 12]&)]], "Print"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .25 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.952381 0.125 0.119048 [ [ 0 0 0 0 ] [ 1 .25 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .25 L 0 .25 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .02381 .125 m .97619 .125 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 72}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc"], ImageRangeCache->{{{0, 287}, {71, 0}} -> {-0.0305511, -1.05001, 0.00369722, 0.0295777}}], Cell[BoxData[ TagBox[ StyleBox[\("HRMA"\), FontWeight->"Bold"], (StyleForm[ #, FontWeight -> "Bold"]&)]], "Print"], Cell[BoxData[ \("Shell-Quadrant relative norms:"\)], "Print"], Cell[BoxData[ TagBox[ StyleBox[ InterpretationBox[GridBox[{ {\(""\), \("S1"\), \("S3"\), \("S4"\), \("S6"\)}, {\("0.486 keV"\), GridBox[{ {\("S"\), "1.08776717179497861`"}, {\("T"\), "1.04659252216383746`"}, {\("N"\), "0.954755748431350426`"}, {\("B"\), "0.922392848871419346`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.05939620047724991`"}, {"1.03347720733315262`"}, {"0.953424516329310733`"}, {"0.927818162642749477`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.04596060838773974`"}, {"1.02616114108545852`"}, {"0.952274824814260334`"}, {"0.930452020439724591`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.02159372792092351`"}, {"1.01139587586504653`"}, {"0.951214825136299246`"}, {"0.936985170496417119`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]}, {\("0.972 keV"\), GridBox[{ {\("S"\), "0.995206024259735499`"}, {\("T"\), "1.02751658827091518`"}, {\("N"\), "1.09559292986893996`"}, {\("B"\), "0.907080902489794027`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0.972966264988481555`"}, {"1.01288728609422284`"}, {"1.05317132261970036`"}, {"0.90422123304297024`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0.96280585626941928`"}, {"1.00389627852905638`"}, {"1.03196306840491791`"}, {"0.90297371985389887`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0.946316497469299378`"}, {"0.985473377607587686`"}, {"0.994323729852733784`"}, {"0.903785374477321035`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]}, {\("1.458 keV"\), GridBox[{ {\("S"\), "0.916670418936693032`"}, {\("T"\), "0.996921969730502866`"}, {\("N"\), "1.22477291487461803`"}, {\("B"\), "0.893239470491579545`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0.899493585670292183`"}, {"0.978086855310350777`"}, {"1.1227831125493326`"}, {"0.877514478500953032`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0.891792744063077691`"}, {"0.966933992225194494`"}, {"1.07777531273645532`"}, {"0.871167291411030042`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0.880411933064663188`"}, {"0.945152165103477237`"}, {"1.00394152921594859`"}, {"0.864998240594168876`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]}, {\("1.774 keV"\), GridBox[{ {\("S"\), "1.12230012619222363`"}, {\("T"\), "1.05188626376422611`"}, {\("N"\), "0.905497539679318741`"}, {\("B"\), "0.926702112197020255`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.09061748146592707`"}, {"1.03900315926855957`"}, {"0.917491256493955553`"}, {"0.934592532504053785`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.07552527390410657`"}, {"1.03213861152201435`"}, {"0.922906756916882464`"}, {"0.938397969165609957`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.04750748938505933`"}, {"1.01844520941031069`"}, {"0.933981535369745863`"}, {"0.946651581683775944`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]}, {\("1.944 keV"\), GridBox[{ {\("S"\), "1.1138045388585005`"}, {\("T"\), "1.05067147412738082`"}, {\("N"\), "0.917447506690479386`"}, {\("B"\), "0.92574408333250755`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.08299320309888024`"}, {"1.03774760084786121`"}, {"0.926268712178712583`"}, {"0.933053241468024907`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.06833225501256712`"}, {"1.03078078397775763`"}, {"0.930115432619570725`"}, {"0.936581261686135846`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"1.04125049384505596`"}, {"1.0168393827624349`"}, {"0.938279896349255615`"}, {"0.944426894190713639`"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Center}], TableForm[ {{{1.0877671717949786, 1.0465925221638375, 0.95475574843135047, 0.92239284887141937}, {1.0593962004772499, 1.0334772073331526, 0.95342451632931069, 0.92781816264274952}, {1.0459606083877397, 1.0261611410854585, 0.9522748248142604, 0.93045202043972453}, { 1.0215937279209235, 1.0113958758650465, 0.95121482513629918, 0.93698517049641705}}, {{0.99520602425973559, 1.0275165882709152, 1.09559292986894, 0.90708090248979401}, {0.9729662649884816, 1.0128872860942228, 1.0531713226197004, 0.90422123304297031}, { 0.96280585626941928, 1.0038962785290564, 1.0319630684049179, 0.90297371985389896}, {0.94631649746929936, 0.98547337760758769, 0.99432372985273376, 0.90378537447732099}}, {{0.91667041893669299, 0.99692196973050284, 1.224772914874618, 0.89323947049157959}, { 0.89949358567029225, 0.97808685531035078, 1.1227831125493326, 0.87751447850095299}, {0.89179274406307762, 0.96693399222519449, 1.0777753127364553, 0.87116729141103011}, {0.88041193306466314, 0.94515216510347722, 1.0039415292159486, 0.86499824059416885}}, {{ 1.1223001261922236, 1.0518862637642261, 0.90549753967931879, 0.92670211219702026}, {1.0906174814659271, 1.0390031592685596, 0.91749125649395558, 0.93459253250405372}, {1.0755252739041066, 1.0321386115220144, 0.92290675691688251, 0.93839796916561002}, { 1.0475074893850593, 1.0184452094103107, 0.93398153536974593, 0.94665158168377594}}, {{1.1138045388585005, 1.0506714741273808, 0.91744750669047936, 0.92574408333250757}, {1.0829932030988803, 1.0377476008478612, 0.92626871217871265, 0.93305324146802493}, { 1.0683322550125671, 1.0307807839777576, 0.93011543261957064, 0.93658126168613587}, {1.041250493845056, 1.0168393827624349, 0.93827989634925568, 0.94442689419071357}}}, TableHeadings -> {{ "0.486 keV", "0.972 keV", "1.458 keV", "1.774 keV", "1.944 keV"}, {"S1", "S3", "S4", "S6"}, {"S", "T", "N", "B"}}]], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[BoxData[ \("Shell relative norms:"\)], "Print"], Cell[BoxData[ TagBox[ StyleBox[ TagBox[GridBox[{ {\(""\), \("S1"\), \("S3"\), \("S4"\), \("S6"\)}, {\("0.486 keV"\), "1.00287707281539639`", "0.993529021695615632`", "0.98871214868179571`", "0.980297399854671525`"}, {\("0.972 keV"\), "1.00634911122234615`", "0.985811526686343775`", "0.975409730764323157`", "0.957474744851735515`"}, {\("1.458 keV"\), "1.00790119350834839`", "0.969469508007732194`", "0.951917335108939433`", "0.923625966994564429`"}, {\("1.774 keV"\), "1.00159651045819719`", "0.995426107433124052`", "0.992242152877153316`", "0.986646453962223013`"}, {\("1.944 keV"\), "1.00191690075221706`", "0.995015689398369751`", "0.991452433324007742`", "0.985199166786865099`"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #, TableHeadings -> {{"0.486 keV", "0.972 keV", "1.458 keV", "1.774 keV", "1.944 keV"}, {"S1", "S3", "S4", "S6"}}]&)], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[BoxData[ \("Whole-HRMA, geometrically-weighted-average, relative norms:"\)], "Print"], Cell[BoxData[ TagBox[ StyleBox[ InterpretationBox[GridBox[{ {\("0.486 keV"\), "0.994850623677820777`"}, {\("0.972 keV"\), "0.988836788972019853`"}, {\("1.458 keV"\), "0.976352559637384409`"}, {\("1.774 keV"\), "0.996292276225872974`"}, {\("1.944 keV"\), "0.99598432917433719`"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], TableForm[ {0.99485062367782084, 0.98883678897201988, 0.97635255963738443, 0.99629227622587291, 0.9959843291743371}, TableHeadings -> {{ "0.486 keV", "0.972 keV", "1.458 keV", "1.774 keV", "1.944 keV"}}]], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .25 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.952381 0.125 0.119048 [ [ 0 0 0 0 ] [ 1 .25 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .25 L 0 .25 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .02381 .125 m .97619 .125 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 72}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc"], ImageRangeCache->{{{0, 287}, {71, 0}} -> {-0.0305511, -1.05001, 0.00369722, 0.0295777}}], Cell[BoxData[ TagBox[ StyleBox[\("Test Norms"\), FontSize->14, FontWeight->"Bold"], (StyleForm[ #, FontWeight -> "Bold", FontSize -> 14]&)]], "Print"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .25 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.952381 0.125 0.119048 [ [ 0 0 0 0 ] [ 1 .25 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .25 L 0 .25 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .02381 .125 m .97619 .125 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 72}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc"], ImageRangeCache->{{{0, 287}, {71, 0}} -> {-0.0305511, -1.05001, 0.00369722, 0.0295777}}], Cell[BoxData[ TagBox[ StyleBox[ TagBox[GridBox[{ {\("test ID"\), \("time in days"\), \("current(mA)"\)}, {\("H-HAS-EA-10.002"\), TagBox[ InterpretationBox[\("116.225"\), 116.2249795138888, AutoDelete->True], (NumberForm[ #, 6]&)], "91"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #, TableHeadings -> {None, {"test ID", "time in days", "current(mA)"}}]&)], FontSize->12], (StyleForm[ #, FontSize -> 12]&)]], "Print"], Cell[BoxData[ \("Normalization reference value:"\)], "Print"], Cell[BoxData[ TagBox[ StyleBox[ TagBox[GridBox[{ {\(""\), \("norm specific flux"\), \("err"\)}, {\("0.486 keV"\), "0.000743958710176631399`", "0.0000831265870953060215`"}, {\("0.972 keV"\), "0.000986632091238041653`", "0.0000353518484555295309`"}, {\("1.458 keV"\), "0.000411802484937442336`", "8.31945679771144064`*^-6"}, {\("1.774 keV"\), "0.000115500572072170504`", "0.0000222030757523806121`"}, {\("1.944 keV"\), \(-1.44957818642316782`*^-17\), "0.0000255582178505983037`"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #, TableHeadings -> {{"0.486 keV", "0.972 keV", "1.458 keV", "1.774 keV", "1.944 keV"}, {"norm specific flux", "err"}}]&)], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[BoxData[ \("Individual detector specific fluxes:"\)], "Print"], Cell[BoxData[ TagBox[ StyleBox[ InterpretationBox[GridBox[{ {\(""\), \("B"\), \("N"\), \("S"\), \("T"\)}, {\("bnd fluxes"\), GridBox[{ {\("0.486 keV"\), TagBox[ InterpretationBox[\("0.00056"\), 0.00056010989010989002, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("0.972 keV"\), TagBox[ InterpretationBox[\("0.000895"\), 0.00089494505494505487, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("1.458 keV"\), TagBox[ InterpretationBox[\("0.000331"\), 0.00033054945054945053, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("1.774 keV"\), TagBox[ InterpretationBox[\("0.000135"\), 0.00013549450549450549, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("1.944 keV"\), TagBox[ InterpretationBox[\("0.0000186"\), 1.8571428571428568*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ { TagBox[ InterpretationBox[\("0.00057"\), 0.00057021978021978012, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000946"\), 0.00094604395604395595, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000493"\), 0.00049307692307692312, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000144"\), 0.0001438461538461538, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000584"\), 5.8395604395604378*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ { TagBox[ InterpretationBox[\("0.00109"\), 0.0010886813186813181, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.00105"\), 0.0010453846153846149, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0004"\), 0.00039967032967032969, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000891"\), 8.9131868131868134*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000214"\), 2.1406593406593399*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ { TagBox[ InterpretationBox[\("0.000759"\), 0.00075945054945054935, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.00103"\), 0.0010342857142857139, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000404"\), 0.00040428571428571418, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000155"\), 0.00015494505494505491, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0"\), 0, Editable->False], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]}, {\("errors"\), GridBox[{ {\("0.486 keV"\), TagBox[ InterpretationBox[\("0.0000916"\), 9.1626373626373621*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("0.972 keV"\), TagBox[ InterpretationBox[\("0.000216"\), 0.00021604395604395599, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("1.458 keV"\), TagBox[ InterpretationBox[\("0.0000841"\), 8.4120879120879095*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("1.774 keV"\), TagBox[ InterpretationBox[\("0.0000441"\), 4.4065934065934062*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, {\("1.944 keV"\), TagBox[ InterpretationBox[\("0.0000246"\), 2.4571428571428569*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ { TagBox[ InterpretationBox[\("0.0000827"\), 8.2747252747252732*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000202"\), 0.0002021978021978021, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000111"\), 0.00011109890109890099, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000042"\), 4.1989010989010992*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000268"\), 2.68021978021978*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ { TagBox[ InterpretationBox[\("0.0000717"\), 7.1736263736263737*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000105"\), 0.0001052857142857142, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000452"\), 4.5197802197802192*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000293"\), 2.9340659340659331*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.00002"\), 2.0000000000000002*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ { TagBox[ InterpretationBox[\("0.0000865"\), 8.6505494505494495*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.000175"\), 0.00017483516483516481, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000715"\), 7.1483516483516484*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0.0000319"\), 3.1879120879120872*^-05, AutoDelete->True], (NumberForm[ #, 3]&)]}, { TagBox[ InterpretationBox[\("0"\), 0, Editable->False], (NumberForm[ #, 3]&)]} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]}, {\("based-on code"\), GridBox[{ {\("0.486 keV"\), "0"}, {\("0.972 keV"\), "0"}, {\("1.458 keV"\), "0"}, {\("1.774 keV"\), "0"}, {\("1.944 keV"\), "0"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0"}, {"0"}, {"0"}, {"0"}, {"0"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0"}, {"0"}, {"0"}, {"0"}, {"0"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}], GridBox[{ {"0"}, {"0"}, {"0"}, {"0"}, {"0"} }, RowSpacings->0.25, ColumnSpacings->1, RowAlignments->Baseline, ColumnAlignments->{Left}]} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Center}], TableForm[ {{{ NumberForm[ 0.00056010989010989002, 3], NumberForm[ 0.00089494505494505487, 3], NumberForm[ 0.00033054945054945053, 3], NumberForm[ 0.00013549450549450549, 3], NumberForm[ 1.8571428571428568*^-05, 3]}, { NumberForm[ 0.00057021978021978012, 3], NumberForm[ 0.00094604395604395595, 3], NumberForm[ 0.00049307692307692312, 3], NumberForm[ 0.0001438461538461538, 3], NumberForm[ 5.8395604395604378*^-05, 3]}, { NumberForm[ 0.0010886813186813181, 3], NumberForm[ 0.0010453846153846149, 3], NumberForm[ 0.00039967032967032969, 3], NumberForm[ 8.9131868131868134*^-05, 3], NumberForm[ 2.1406593406593399*^-05, 3]}, { NumberForm[ 0.00075945054945054935, 3], NumberForm[ 0.0010342857142857139, 3], NumberForm[ 0.00040428571428571418, 3], NumberForm[ 0.00015494505494505491, 3], NumberForm[ 0, 3]}}, {{ NumberForm[ 9.1626373626373621*^-05, 3], NumberForm[ 0.00021604395604395599, 3], NumberForm[ 8.4120879120879095*^-05, 3], NumberForm[ 4.4065934065934062*^-05, 3], NumberForm[ 2.4571428571428569*^-05, 3]}, { NumberForm[ 8.2747252747252732*^-05, 3], NumberForm[ 0.0002021978021978021, 3], NumberForm[ 0.00011109890109890099, 3], NumberForm[ 4.1989010989010992*^-05, 3], NumberForm[ 2.68021978021978*^-05, 3]}, { NumberForm[ 7.1736263736263737*^-05, 3], NumberForm[ 0.0001052857142857142, 3], NumberForm[ 4.5197802197802192*^-05, 3], NumberForm[ 2.9340659340659331*^-05, 3], NumberForm[ 2.0000000000000002*^-05, 3]}, { NumberForm[ 8.6505494505494495*^-05, 3], NumberForm[ 0.00017483516483516481, 3], NumberForm[ 7.1483516483516484*^-05, 3], NumberForm[ 3.1879120879120872*^-05, 3], NumberForm[ 0, 3]}}, {{0, 0, 0, 0, 0}, {0, 0, 0, 0, 0}, {0, 0, 0, 0, 0}, {0, 0, 0, 0, 0}}}, TableHeadings -> {{"bnd fluxes", "errors", "based-on code"}, {"B", "N", "S", "T"}, {"0.486 keV", "0.972 keV", "1.458 keV", "1.774 keV", "1.944 keV"}}]], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .61803 %%ImageSize: 288 177.994 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations -0.293651 0.653211 5.55112e-17 563.182 [ [.09828 -0.0125 -9 -9 ] [.09828 -0.0125 9 0 ] [.22892 -0.0125 -9 -9 ] [.22892 -0.0125 9 0 ] [.35956 -0.0125 -3 -9 ] [.35956 -0.0125 3 0 ] [.4902 -0.0125 -9 -9 ] [.4902 -0.0125 9 0 ] [.62084 -0.0125 -9 -9 ] [.62084 -0.0125 9 0 ] [.75149 -0.0125 -9 -9 ] [.75149 -0.0125 9 0 ] [.88213 -0.0125 -9 -9 ] [.88213 -0.0125 9 0 ] [ 0 0 -0.125 0 ] [.5 -0.0125 -5 -24 ] [.5 -0.0125 5 -9 ] [-0.0125 .11264 -36 -4.5 ] [-0.0125 .11264 0 4.5 ] [-0.0125 .22527 -36 -4.5 ] [-0.0125 .22527 0 4.5 ] [-0.0125 .33791 -36 -4.5 ] [-0.0125 .33791 0 4.5 ] [-0.0125 .45055 -36 -4.5 ] [-0.0125 .45055 0 4.5 ] [-0.0125 .56318 -30 -4.5 ] [-0.0125 .56318 0 4.5 ] [ 0 0 -0.125 0 ] [-0.01875 .30902 -51 -41 ] [-0.01875 .30902 -36 41 ] [ 0 .61803 .125 0 ] [ 1 0 .125 0 ] [.5 .63053 -104 0 ] [.5 .63053 104 15 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .09828 0 m .09828 .00625 L s [(0.6)] .09828 -0.0125 0 1 Mshowa .22892 0 m .22892 .00625 L s [(0.8)] .22892 -0.0125 0 1 Mshowa .35956 0 m .35956 .00625 L s [(1)] .35956 -0.0125 0 1 Mshowa .4902 0 m .4902 .00625 L s [(1.2)] .4902 -0.0125 0 1 Mshowa .62084 0 m .62084 .00625 L s [(1.4)] .62084 -0.0125 0 1 Mshowa .75149 0 m .75149 .00625 L s [(1.6)] .75149 -0.0125 0 1 Mshowa .88213 0 m .88213 .00625 L s [(1.8)] .88213 -0.0125 0 1 Mshowa .125 Mabswid .13094 0 m .13094 .00375 L s .1636 0 m .1636 .00375 L s .19626 0 m .19626 .00375 L s .26158 0 m .26158 .00375 L s .29424 0 m .29424 .00375 L s .3269 0 m .3269 .00375 L s .39222 0 m .39222 .00375 L s .42488 0 m .42488 .00375 L s .45754 0 m .45754 .00375 L s .52286 0 m .52286 .00375 L s .55552 0 m .55552 .00375 L s .58818 0 m .58818 .00375 L s .6535 0 m .6535 .00375 L s .68617 0 m .68617 .00375 L s .71883 0 m .71883 .00375 L s .78415 0 m .78415 .00375 L s .81681 0 m .81681 .00375 L s .84947 0 m .84947 .00375 L s .06561 0 m .06561 .00375 L s .03295 0 m .03295 .00375 L s .00029 0 m .00029 .00375 L s .91479 0 m .91479 .00375 L s .94745 0 m .94745 .00375 L s .98011 0 m .98011 .00375 L s .25 Mabswid 0 0 m 1 0 L s gsave .5 -0.0125 -66 -28 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (E) show 69.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore 0 .11264 m .00625 .11264 L s [(0.0002)] -0.0125 .11264 1 0 Mshowa 0 .22527 m .00625 .22527 L s [(0.0004)] -0.0125 .22527 1 0 Mshowa 0 .33791 m .00625 .33791 L s [(0.0006)] -0.0125 .33791 1 0 Mshowa 0 .45055 m .00625 .45055 L s [(0.0008)] -0.0125 .45055 1 0 Mshowa 0 .56318 m .00625 .56318 L s [(0.001)] -0.0125 .56318 1 0 Mshowa .125 Mabswid 0 .02816 m .00375 .02816 L s 0 .05632 m .00375 .05632 L s 0 .08448 m .00375 .08448 L s 0 .1408 m .00375 .1408 L s 0 .16895 m .00375 .16895 L s 0 .19711 m .00375 .19711 L s 0 .25343 m .00375 .25343 L s 0 .28159 m .00375 .28159 L s 0 .30975 m .00375 .30975 L s 0 .36607 m .00375 .36607 L s 0 .39423 m .00375 .39423 L s 0 .42239 m .00375 .42239 L s 0 .4787 m .00375 .4787 L s 0 .50686 m .00375 .50686 L s 0 .53502 m .00375 .53502 L s 0 .59134 m .00375 .59134 L s .25 Mabswid 0 0 m 0 .61803 L s gsave -0.01875 .30902 -145.5 -11.5 Mabsadd m 1 1 Mabs scale currentpoint translate 102 11.5 translate 90 rotate -102 -11.5 translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (Specific) show 117.000000 15.000000 moveto (Flux) show 141.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore .09828 .61178 m .09828 .61803 L s .22892 .61178 m .22892 .61803 L s .35956 .61178 m .35956 .61803 L s .4902 .61178 m .4902 .61803 L s .62084 .61178 m .62084 .61803 L s .75149 .61178 m .75149 .61803 L s .88213 .61178 m .88213 .61803 L s .125 Mabswid .13094 .61428 m .13094 .61803 L s .1636 .61428 m .1636 .61803 L s .19626 .61428 m .19626 .61803 L s .26158 .61428 m .26158 .61803 L s .29424 .61428 m .29424 .61803 L s .3269 .61428 m .3269 .61803 L s .39222 .61428 m .39222 .61803 L s .42488 .61428 m .42488 .61803 L s .45754 .61428 m .45754 .61803 L s .52286 .61428 m .52286 .61803 L s .55552 .61428 m .55552 .61803 L s .58818 .61428 m .58818 .61803 L s .6535 .61428 m .6535 .61803 L s .68617 .61428 m .68617 .61803 L s .71883 .61428 m .71883 .61803 L s .78415 .61428 m .78415 .61803 L s .81681 .61428 m .81681 .61803 L s .84947 .61428 m .84947 .61803 L s .06561 .61428 m .06561 .61803 L s .03295 .61428 m .03295 .61803 L s .00029 .61428 m .00029 .61803 L s .91479 .61428 m .91479 .61803 L s .94745 .61428 m .94745 .61803 L s .98011 .61428 m .98011 .61803 L s .25 Mabswid 0 .61803 m 1 .61803 L s .99375 0 m 1 0 L s .99375 .11264 m 1 .11264 L s .99375 .22527 m 1 .22527 L s .99375 .33791 m 1 .33791 L s .99375 .45055 m 1 .45055 L s .99375 .56318 m 1 .56318 L s .125 Mabswid .99625 .02816 m 1 .02816 L s .99625 .05632 m 1 .05632 L s .99625 .08448 m 1 .08448 L s .99625 .1408 m 1 .1408 L s .99625 .16895 m 1 .16895 L s .99625 .19711 m 1 .19711 L s .99625 .25343 m 1 .25343 L s .99625 .28159 m 1 .28159 L s .99625 .30975 m 1 .30975 L s .99625 .36607 m 1 .36607 L s .99625 .39423 m 1 .39423 L s .99625 .42239 m 1 .42239 L s .99625 .4787 m 1 .4787 L s .99625 .50686 m 1 .50686 L s .99625 .53502 m 1 .53502 L s .99625 .59134 m 1 .59134 L s .25 Mabswid 1 0 m 1 .61803 L s 0 0 m 1 0 L s gsave .5 .63053 -165 -4 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (Specific) show 117.000000 15.000000 moveto (Flux) show 147.000000 15.000000 moveto (at) show 165.000000 15.000000 moveto (Included) show 219.000000 15.000000 moveto (Energies) show 267.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .001 w .02381 .45027 m .02381 .38844 L s .02381 .45027 1.5 0 Mabsadd m .02381 .45027 -1.5 0 Mabsadd L s .02381 .38844 1.5 0 Mabsadd m .02381 .38844 -1.5 0 Mabsadd L s .34127 .60296 m .34127 .50106 L s .34127 .60296 1.5 0 Mabsadd m .34127 .60296 -1.5 0 Mabsadd L s .34127 .50106 1.5 0 Mabsadd m .34127 .50106 -1.5 0 Mabsadd L s .65873 .25274 m .65873 .20558 L s .65873 .25274 1.5 0 Mabsadd m .65873 .25274 -1.5 0 Mabsadd L s .65873 .20558 1.5 0 Mabsadd m .65873 .20558 -1.5 0 Mabsadd L s .86514 .08447 m .86514 .06292 L s .86514 .08447 1.5 0 Mabsadd m .86514 .08447 -1.5 0 Mabsadd L s .86514 .06292 1.5 0 Mabsadd m .86514 .06292 -1.5 0 Mabsadd L s .97619 .02002 m .97619 .00768 L s .97619 .02002 1.5 0 Mabsadd m .97619 .02002 -1.5 0 Mabsadd L s .97619 .00768 1.5 0 Mabsadd m .97619 .00768 -1.5 0 Mabsadd L s .0001 w .02381 .41935 -1.875 0 Mabsadd m .02381 .41935 0 2.5 Mabsadd L .02381 .41935 1.875 0 Mabsadd L .02381 .41935 0 -2.5 Mabsadd L .02381 .41935 -1.875 0 Mabsadd L closepath F .34127 .55201 -1.875 0 Mabsadd m .34127 .55201 0 2.5 Mabsadd L .34127 .55201 1.875 0 Mabsadd L .34127 .55201 0 -2.5 Mabsadd L .34127 .55201 -1.875 0 Mabsadd L closepath F .65873 .22916 -1.875 0 Mabsadd m .65873 .22916 0 2.5 Mabsadd L .65873 .22916 1.875 0 Mabsadd L .65873 .22916 0 -2.5 Mabsadd L .65873 .22916 -1.875 0 Mabsadd L closepath F .86514 .07369 -1.875 0 Mabsadd m .86514 .07369 0 2.5 Mabsadd L .86514 .07369 1.875 0 Mabsadd L .86514 .07369 0 -2.5 Mabsadd L .86514 .07369 -1.875 0 Mabsadd L closepath F .97619 .01385 -1.875 0 Mabsadd m .97619 .01385 0 2.5 Mabsadd L .97619 .01385 1.875 0 Mabsadd L .97619 .01385 0 -2.5 Mabsadd L .97619 .01385 -1.875 0 Mabsadd L closepath F % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc00;o10000ol0 000300;o4`05oa401Ol20003o`0000801?l<00Go0P000ol000040003o`0000/01Ol20003o`0000<0 0_l=00Go0P000ol0000300;o7@0004`000Co003o20001?l00?l<0004o`00o`P000Co003o50000ol0 000C0003o`0000L000Co003o3P000ol000090003o`0000d000?o00001`001?l00?l>0003o`0000L0 00Co003o700004`000Co003o20001?l00?l<0004o`00o`P000Co003o50000ol0000C0003o`0000P0 00?o00003P000ol0000600Go3P000ol000070004o`00o`h000?o00001`001?l00?lL0000C0001?l0 0?l800?o3@001?l00?l900;o5@000ol0000C0003o`0000T000?o00003@000ol000060004o`00o`l0 00?o00001`03o`l000?o00002002oad0001<0004o`00o`P000?o00003@001?l00?l80004o`00oa@0 00?o00004`000ol0000:0003o`0000`000?o00001`000ol0o`0?0003o`0000L000?o00003`000ol0 00070004o`00oa`0001<0004o`00o`T000?o000030001?l00?l80004o`00oa800olC00?o2@001?l0 0?l<00?o2P02o`d00ol:0003o`0000`00ol90004o`00oa`0001=00;o2`02o`d00_l:00;o5@000ol0 000C0003o`0000P00_l?0003o`0000T000?o00003@000ol0000900;o3P000ol0000800;o7@000?l0 8@000?l08@000?l08@0003l0f?l90000?`000ol000040003o`0000@000?o000010000ol000040003 o`0000@000?o000010000ol000040003o`0000@000?o000010000ol000040003o`0000@000?o0000 10000ol000040003o`0000@000?o000010000ol000040003o`0000@000?o000010000ol000040003 o`0000@000?o000010000ol000040003o`0000@000?o000010000ol000040003o`0000@000?o0000 10000ol000040003o`0000@000?o000010000ol000020003o`0000L0000o0003o`00018000?o0000 6@000ol0000I0003o`0001T000?o00006@000ol0000I0003o`0001T000?o00004004o`<000?o0000 1`0003l000?o0000cP02o`@000?o00001`0003l000?o0000c@03o`@000?o00001`0003l000?o0000 c@04o`<000?o00001`0003l00_oD00;o2@0003l000?o0000e0000ol000070000?`000ol0003D0003 o`0000L0000o0003o`000=@000?o00001`0003l000?o0000e0000ol000070000?`000ol0003D0003 o`0000L0000o00;oe002o`T0000o0003o`000=@000?o00001`0003l000?o0000]@04oa/000?o0000 1`0003l000?o0000]`000ol0000J0003o`0000L0000o0003o`000;H00olK0003o`0000L0000o0003 o`000;D01?lK0003o`0000L0000o00;o]P04oaX00_l90000?`000ol0002g0003o`0001X000?o0000 1`0003l000?o0000e0000ol000070000?`000ol0003D0003o`0000L0000K00;o10000ol0000300;o 1002o`@00_l300Co0`000ol0003D0003o`0000L0000J0004o`00o`P000Co003o0P001?l00?l20004 o`00o`8000Co003o0`000ol0003D0003o`0000L0000J0004o`00o`P000Co003o0P001?l00?l20004 o`00o`<000?o00000`03om800ol900006P001?l00?l80004o`00o`8000Co003o0P001?l00?l40003 o`00008000?o0000e0000ol0000700006P001?l00?l80004o`00o`8000Co003o0P001?l00?l50005 o`000?l0eP000ol0000700006P001?l00?l80004o`00o`8000Co003o0P001?l00?l20004o`00o`<0 00?o0000e0000ol0000700006`02o`X00_l400;o1002o`@00_l40003o`000=@000?o00001`0001@0 0olX0003o`000=@000?o00001`0001@000Co003o9`02om@00_l900005P02obL000?o0000e0000ol0 000700004`04obP000?o0000e0000ol00007000050001?l00?lW0003o`000=@000?o00001`0001@0 1?lW0003o`000=@000?o00001`0001@00_l20003o`0002@000?o0000e0000ol00007000050001Ol0 003o02H00_oD00;o2@0001@00_l20003o`0002@000?o0000e0000ol0000700004`02o`030?oo02L0 00?o0000e0000ol000070000?`000ol0003D0003o`0000L0000E00Co9P000ol0003D0003o`0000L0 000D0003o`0002P000?o0000e0000ol0000700005005obH000?o0000e0000ol00007000050001Ol0 003o02H00_oD00;o2@0001D00olW0003o`0008T01?m70003o`0000L0000o0003o`0008X000?o0000 A`000ol0000700005@03o`<00_l40003o`0000<00_l400;o1002o`D000?o00000P000ol0002:0003 o`0004L000?o00001`0001@000Oo0000o`3o008000?o00001P001?l00?l20004o`00o`8000Co003o 10000ol000020003o`0008X000?o0000A`000ol00007000050000ol000030004o`00o`P000Co003o 0P001?l00?l20005o`00o`001Ol30003o`0008X000?o0000A`000ol00007000050001ol0003o0?l0 0P000ol000060004o`00o`8000Co003o0P001_l00?l0o`8000?o00000P03ohX00_m600?o2@0001D0 1?l01@3o003o00P000Co003o0P001?l00?l20004o`00o`8000?o0?l010000ol0002900?oB0000ol0 000700006P001?l00?l80004o`00o`8000Co003o0P001?l00?l300;o10000ol0002:00;oB0000ol0 000700005005o`800_l:00;o1002o`@00_l50003o`00008000?o0000RP000ol000170003o`0000L0 000F0003o`0002H000?o0000RP000ol000170003o`0000L0000F0003o`0002H000?o0000R@04odL0 00?o00001`0001H000?o00009P02om@00_l900005@02obP000?o0000e0000ol000070000?`000ol0 003D0003o`0000L0000D00Co9`000ol0003D0003o`0000L0000E0003o`0002L000?o0000e0000ol0 000700005@000ol0000W0003o`000=@000?o00001`0001D000?o00009`02om@00_l900005004obL0 00?o0000e0000ol0000700005@000ol0000W0003o`000=@000?o00001`0001@01OlV0003o`000=@0 00?o00001`0001H000?o00009P000ol0003D0003o`0000L0000F0003o`0002H000?o0000e0000ol0 000700005P000ol0000V00;oe002o`T0000E00;o:0000ol0003D0003o`0000L0000o0003o`000=@0 00?o00001`0001D00ol300;o10000ol0000300;o1002o`@00_l400;o10000ol0003D0003o`0000L0 000D0007o`000?l0o`020003o`0000H000Co003o0P001?l00?l20004o`00o`8000Co003o0`000ol0 003D0003o`0000L0000D0003o`0000<000Co003o20001?l00?l20004o`00o`8000Co003o0P001?l0 0?l30003o`000=@000?o00001`0001@000Oo0000o`3o008000?o00001P001?l00?l20004o`00o`80 00Co003o0P03o`@00ooB00?o2@0001D01?l01@3o003o00P000Co003o0P001?l00?l20004o`00o`80 00?o000010000ol0003D0003o`0000L0000J0004o`00o`P000Co003o0P001?l00?l20004o`00o`<0 00?o00000`000ol0003D0003o`0000L0000K00;o2P02o`@00_l400;o1@02o`<000?o0000e0000ol0 00070000?`000ol0003D0003o`0000L0000o0003o`000=@000?o00001`0003l00_oD00;o2@0003l0 00?o0000e0000ol000070000?`000ol0003D0003o`0000L0000o0003o`000=@000?o00001`0001<0 0olY0003o`000=@000?o00001`0001@000?o0000:0001?l00004oll000?o00001`0001@000?o0?l0 :002o`<000?o0000cP02o`T0000D00?o:0000ol000020003o`000"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.00501535, -0.000220863, 0.00713674, 8.2776*^-6}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.75 %%ImageSize: 288 504 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.271889 0.00230415 -1.75 1.75 [ [.04147 -0.0125 -12 -9 ] [.04147 -0.0125 12 0 ] [.27189 -0.0125 -3 -9 ] [.27189 -0.0125 3 0 ] [.5023 -0.0125 -9 -9 ] [.5023 -0.0125 9 0 ] [.73272 -0.0125 -9 -9 ] [.73272 -0.0125 9 0 ] [.96313 -0.0125 -9 -9 ] [.96313 -0.0125 9 0 ] [ 0 0 -0.125 0 ] [.5 -0.0125 -62 -24 ] [.5 -0.0125 62 -9 ] [ 0 0 -0.125 0 ] [-0.01875 .875 -15 -5 ] [-0.01875 .875 0 5 ] [ 0 1.75 .125 0 ] [ 1 0 .125 0 ] [.5 1.7625 -98 0 ] [.5 1.7625 98 15 ] [ 0 0 0 0 ] [ 1 1.75 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .04147 0 m .04147 .00625 L s [(-100)] .04147 -0.0125 0 1 Mshowa .27189 0 m .27189 .00625 L s [(0)] .27189 -0.0125 0 1 Mshowa .5023 0 m .5023 .00625 L s [(100)] .5023 -0.0125 0 1 Mshowa .73272 0 m .73272 .00625 L s [(200)] .73272 -0.0125 0 1 Mshowa .96313 0 m .96313 .00625 L s [(300)] .96313 -0.0125 0 1 Mshowa .125 Mabswid .08756 0 m .08756 .00375 L s .13364 0 m .13364 .00375 L s .17972 0 m .17972 .00375 L s .22581 0 m .22581 .00375 L s .31797 0 m .31797 .00375 L s .36406 0 m .36406 .00375 L s .41014 0 m .41014 .00375 L s .45622 0 m .45622 .00375 L s .54839 0 m .54839 .00375 L s .59447 0 m .59447 .00375 L s .64055 0 m .64055 .00375 L s .68664 0 m .68664 .00375 L s .7788 0 m .7788 .00375 L s .82488 0 m .82488 .00375 L s .87097 0 m .87097 .00375 L s .91705 0 m .91705 .00375 L s .25 Mabswid 0 0 m 1 0 L s gsave .5 -0.0125 -123 -28 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (polar) show 99.000000 15.000000 moveto (angle) show 129.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (,) show 141.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (degrees) show 183.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore 0 0 m 0 1.75 L s gsave -0.01875 .875 -73.5 -11.5 Mabsadd m 1 1 Mabs scale currentpoint translate 66 11.5 translate 90 rotate -66 -11.5 translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Math1Mono %%IncludeFont: Math1Mono /Math1Mono findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (D) show 69.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Math1Mono %%+ font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Math1Mono %%+ Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Math1Mono %%+ font Courier grestore 0 1.75 m 1 1.75 L s 1 0 m 1 1.75 L s gsave .5 1.7625 -159 -4 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (Beam) show 93.000000 15.000000 moveto (Fractional) show 159.000000 15.000000 moveto %%IncludeResource: font Math1Mono %%IncludeFont: Math1Mono /Math1Mono findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (D) show 171.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (from) show 201.000000 15.000000 moveto (Mean) show 231.000000 15.000000 moveto (Flux) show 255.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Math1Mono %%+ font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Math1Mono %%+ Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Math1Mono %%+ font Courier grestore 0 0 m 1 0 L 1 1.75 L 0 1.75 L closepath clip newpath % Start of sub-graphic p -0.0182166 -0.0875 1.02293 1.8375 MathSubStart %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.952381 0.0416667 0.952381 [ [ 0 0 0 0 ] [ 1 1.75 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.75 L 0 1.75 L closepath clip newpath % Start of sub-graphic p 0.0238095 0.0416667 0.97619 0.375 MathSubStart %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.270833 0.00231481 0.111622 0.0795078 [ [ 0 0 -1 0 ] [ 0 0 -1 0 ] [ 0 .35 1 0 ] [ 1 0 1 0 ] [.15417 .07187 -24 -4.5 ] [.15417 .07187 0 4.5 ] [.15417 .16728 -18 -4.5 ] [.15417 .16728 0 4.5 ] [ 0 0 0 0 ] [ 1 .35 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g 2 Mabswid [ ] 0 setdash 0 0 m 1 0 L s 0 0 m 0 .35 L s 0 .35 m 1 .35 L s 1 0 m 1 .35 L s .25 Mabswid 0 .11162 m 1 .11162 L s .16667 .07187 m .17292 .07187 L s [(-0.5)] .15417 .07187 1 0 Mshowa .16667 .16728 m .17292 .16728 L s [(0.7)] .15417 .16728 1 0 Mshowa .16667 0 m .16667 .35 L s 0 0 m 1 0 L 1 .35 L 0 .35 L closepath clip newpath .001 w .89583 .17597 m .89583 .00833 L s .89583 .17597 1.5 0 Mabsadd m .89583 .17597 -1.5 0 Mabsadd L s .89583 .00833 1.5 0 Mabsadd m .89583 .00833 -1.5 0 Mabsadd L s .6875 .34167 m .6875 .10014 L s .6875 .34167 1.5 0 Mabsadd m .6875 .34167 -1.5 0 Mabsadd L s .6875 .10014 1.5 0 Mabsadd m .6875 .10014 -1.5 0 Mabsadd L s .27083 .17295 m .27083 .02968 L s .27083 .17295 1.5 0 Mabsadd m .27083 .17295 -1.5 0 Mabsadd L s .27083 .02968 1.5 0 Mabsadd m .27083 .02968 -1.5 0 Mabsadd L s .01 w .89583 .09215 Mdot .6875 .2209 Mdot .27083 .10132 Mdot .47917 .03211 Mdot .0001 w .89583 .10415 0 2.5 Mabsadd m .89583 .10415 -0.56518 .7779 Mabsadd L .89583 .10415 -2.37764 .77254 Mabsadd L .89583 .10415 -0.91448 -0.29713 Mabsadd L .89583 .10415 -1.46946 -2.02254 Mabsadd L .89583 .10415 0 -0.96154 Mabsadd L .89583 .10415 1.46946 -2.02254 Mabsadd L .89583 .10415 .91448 -0.29713 Mabsadd L .89583 .10415 2.37764 .77254 Mabsadd L .89583 .10415 .56518 .7779 Mabsadd L .89583 .10415 0 2.5 Mabsadd L closepath F .6875 .1024 0 2.5 Mabsadd m .6875 .1024 -0.56518 .7779 Mabsadd L .6875 .1024 -2.37764 .77254 Mabsadd L .6875 .1024 -0.91448 -0.29713 Mabsadd L .6875 .1024 -1.46946 -2.02254 Mabsadd L .6875 .1024 0 -0.96154 Mabsadd L .6875 .1024 1.46946 -2.02254 Mabsadd L .6875 .1024 .91448 -0.29713 Mabsadd L .6875 .1024 2.37764 .77254 Mabsadd L .6875 .1024 .56518 .7779 Mabsadd L .6875 .1024 0 2.5 Mabsadd L closepath F .27083 .12426 0 2.5 Mabsadd m .27083 .12426 -0.56518 .7779 Mabsadd L .27083 .12426 -2.37764 .77254 Mabsadd L .27083 .12426 -0.91448 -0.29713 Mabsadd L .27083 .12426 -1.46946 -2.02254 Mabsadd L .27083 .12426 0 -0.96154 Mabsadd L .27083 .12426 1.46946 -2.02254 Mabsadd L .27083 .12426 .91448 -0.29713 Mabsadd L .27083 .12426 2.37764 .77254 Mabsadd L .27083 .12426 .56518 .7779 Mabsadd L .27083 .12426 0 2.5 Mabsadd L closepath F .47917 .11576 0 2.5 Mabsadd m .47917 .11576 -0.56518 .7779 Mabsadd L .47917 .11576 -2.37764 .77254 Mabsadd L .47917 .11576 -0.91448 -0.29713 Mabsadd L .47917 .11576 -1.46946 -2.02254 Mabsadd L .47917 .11576 0 -0.96154 Mabsadd L .47917 .11576 1.46946 -2.02254 Mabsadd L .47917 .11576 .91448 -0.29713 Mabsadd L .47917 .11576 2.37764 .77254 Mabsadd L .47917 .11576 .56518 .7779 Mabsadd L .47917 .11576 0 2.5 Mabsadd L closepath F .001 w [ .5 4 5 4 ] 0 Mabsdash .17477 .11354 m .1956 .11629 L .21644 .11868 L .23727 .12058 L .2581 .12198 L .27894 .12294 L .29977 .12349 L .3206 .1236 L .34144 .12323 L .36227 .12239 L .3831 .12118 L .40394 .11979 L .42477 .1184 L .4456 .1171 L .46644 .11588 L .48727 .11474 L .5081 .11372 L .52894 .11282 L .54977 .11195 L .5706 .11094 L .59144 .10964 L .61227 .10809 L .6331 .10645 L .65394 .10496 L .67477 .10383 L .6956 .1032 L .71644 .10307 L .73727 .10335 L .7581 .10381 L .77894 .10419 L .79977 .10434 L .8206 .10428 L .84144 .10417 L .86227 .10417 L .8831 .10437 L .90394 .10476 L .92477 .10543 L .9456 .10657 L .96644 .10834 L .98727 .11076 L s [ 5 2 ] 0 Mabsdash .17477 .11261 m .1956 .11464 L .21644 .11649 L .23727 .11804 L .2581 .11922 L .27894 .12005 L .29977 .1205 L .3206 .12059 L .34144 .12033 L .36227 .11974 L .3831 .1189 L .40394 .11791 L .42477 .11688 L .4456 .11587 L .46644 .11493 L .48727 .11406 L .5081 .11323 L .52894 .11241 L .54977 .11153 L .5706 .11053 L .59144 .10939 L .61227 .10815 L .6331 .10692 L .65394 .10582 L .67477 .10498 L .6956 .10446 L .71644 .10427 L .73727 .10434 L .7581 .10454 L .77894 .10474 L .79977 .10487 L .8206 .1049 L .84144 .10489 L .86227 .10493 L .8831 .10511 L .90394 .10551 L .92477 .1062 L .9456 .10727 L .96644 .10875 L .98727 .11058 L s [ .5 4 5 4 .5 3 ] 0 Mabsdash .17477 .11218 m .1956 .1139 L .21644 .11548 L .23727 .11683 L .2581 .11788 L .27894 .11863 L .29977 .11905 L .3206 .11916 L .34144 .11896 L .36227 .11849 L .3831 .11781 L .40394 .117 L .42477 .11613 L .4456 .11526 L .46644 .11443 L .48727 .11363 L .5081 .11285 L .52894 .11206 L .54977 .11122 L .5706 .11029 L .59144 .10926 L .61227 .10818 L .6331 .10713 L .65394 .1062 L .67477 .10548 L .6956 .105 L .71644 .10478 L .73727 .10476 L .7581 .10486 L .77894 .10499 L .79977 .10509 L .8206 .10515 L .84144 .1052 L .86227 .10529 L .8831 .10552 L .90394 .10594 L .92477 .10662 L .9456 .10761 L .96644 .10891 L .98727 .11047 L s [ ] 0 setdash .17477 .11144 m .1956 .11259 L .21644 .11367 L .23727 .11463 L .2581 .1154 L .27894 .11597 L .29977 .11633 L .3206 .11646 L .34144 .11639 L .36227 .11614 L .3831 .11573 L .40394 .11522 L .42477 .11463 L .4456 .11401 L .46644 .11337 L .48727 .11271 L .5081 .11205 L .52894 .11136 L .54977 .11064 L .5706 .10989 L .59144 .10911 L .61227 .10833 L .6331 .1076 L .65394 .10695 L .67477 .10642 L .6956 .10603 L .71644 .10578 L .73727 .10566 L .7581 .10563 L .77894 .10565 L .79977 .10571 L .8206 .1058 L .84144 .10593 L .86227 .10612 L .8831 .10642 L .90394 .10686 L .92477 .10747 L .9456 .10825 L .96644 .1092 L .98727 .11028 L s gsave .85 .0245 -90 -11.5 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (1.944) show 99.000000 15.000000 moveto (keV) show 117.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.0238095 0.375 0.97619 0.708333 MathSubStart %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.270833 0.00231481 0.187922 0.318302 [ [ 0 0 -1 0 ] [ 0 0 -1 0 ] [ 0 .35 1 0 ] [ 1 0 1 0 ] [.15417 .12426 -24 -4.5 ] [.15417 .12426 0 4.5 ] [.15417 .21975 -18 -4.5 ] [.15417 .21975 0 4.5 ] [ 0 0 0 0 ] [ 1 .35 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g 2 Mabswid [ ] 0 setdash 0 0 m 1 0 L s 0 0 m 0 .35 L s 0 .35 m 1 .35 L s 1 0 m 1 .35 L s .25 Mabswid 0 .18792 m 1 .18792 L s .16667 .12426 m .17292 .12426 L s [(-0.2)] .15417 .12426 1 0 Mshowa .16667 .21975 m .17292 .21975 L s [(0.1)] .15417 .21975 1 0 Mshowa .16667 0 m .16667 .35 L s 0 0 m 1 0 L 1 .35 L 0 .35 L closepath clip newpath .001 w .89583 .31674 m .89583 .08168 L s .89583 .31674 1.5 0 Mabsadd m .89583 .31674 -1.5 0 Mabsadd L s .89583 .08168 1.5 0 Mabsadd m .89583 .08168 -1.5 0 Mabsadd L s .6875 .33377 m .6875 .10528 L s .6875 .33377 1.5 0 Mabsadd m .6875 .33377 -1.5 0 Mabsadd L s .6875 .10528 1.5 0 Mabsadd m .6875 .10528 -1.5 0 Mabsadd L s .27083 .16453 m .27083 .00833 L s .27083 .16453 1.5 0 Mabsadd m .27083 .16453 -1.5 0 Mabsadd L s .27083 .00833 1.5 0 Mabsadd m .27083 .00833 -1.5 0 Mabsadd L s .47917 .34167 m .47917 .15138 L s .47917 .34167 1.5 0 Mabsadd m .47917 .34167 -1.5 0 Mabsadd L s .47917 .15138 1.5 0 Mabsadd m .47917 .15138 -1.5 0 Mabsadd L s .01 w .89583 .19921 Mdot .6875 .21952 Mdot .27083 .08643 Mdot .47917 .24652 Mdot .0001 w .89583 .15832 0 2.5 Mabsadd m .89583 .15832 -0.56518 .7779 Mabsadd L .89583 .15832 -2.37764 .77254 Mabsadd L .89583 .15832 -0.91448 -0.29713 Mabsadd L .89583 .15832 -1.46946 -2.02254 Mabsadd L .89583 .15832 0 -0.96154 Mabsadd L .89583 .15832 1.46946 -2.02254 Mabsadd L .89583 .15832 .91448 -0.29713 Mabsadd L .89583 .15832 2.37764 .77254 Mabsadd L .89583 .15832 .56518 .7779 Mabsadd L .89583 .15832 0 2.5 Mabsadd L closepath F .6875 .14654 0 2.5 Mabsadd m .6875 .14654 -0.56518 .7779 Mabsadd L .6875 .14654 -2.37764 .77254 Mabsadd L .6875 .14654 -0.91448 -0.29713 Mabsadd L .6875 .14654 -1.46946 -2.02254 Mabsadd L .6875 .14654 0 -0.96154 Mabsadd L .6875 .14654 1.46946 -2.02254 Mabsadd L .6875 .14654 .91448 -0.29713 Mabsadd L .6875 .14654 2.37764 .77254 Mabsadd L .6875 .14654 .56518 .7779 Mabsadd L .6875 .14654 0 2.5 Mabsadd L closepath F .27083 .2414 0 2.5 Mabsadd m .27083 .2414 -0.56518 .7779 Mabsadd L .27083 .2414 -2.37764 .77254 Mabsadd L .27083 .2414 -0.91448 -0.29713 Mabsadd L .27083 .2414 -1.46946 -2.02254 Mabsadd L .27083 .2414 0 -0.96154 Mabsadd L .27083 .2414 1.46946 -2.02254 Mabsadd L .27083 .2414 .91448 -0.29713 Mabsadd L .27083 .2414 2.37764 .77254 Mabsadd L .27083 .2414 .56518 .7779 Mabsadd L .27083 .2414 0 2.5 Mabsadd L closepath F .47917 .20543 0 2.5 Mabsadd m .47917 .20543 -0.56518 .7779 Mabsadd L .47917 .20543 -2.37764 .77254 Mabsadd L .47917 .20543 -0.91448 -0.29713 Mabsadd L .47917 .20543 -1.46946 -2.02254 Mabsadd L .47917 .20543 0 -0.96154 Mabsadd L .47917 .20543 1.46946 -2.02254 Mabsadd L .47917 .20543 .91448 -0.29713 Mabsadd L .47917 .20543 2.37764 .77254 Mabsadd L .47917 .20543 .56518 .7779 Mabsadd L .47917 .20543 0 2.5 Mabsadd L closepath F .001 w [ .5 4 5 4 ] 0 Mabsdash .17477 .19847 m .1956 .20933 L .21644 .21882 L .23727 .22639 L .2581 .23203 L .27894 .23591 L .29977 .23813 L .3206 .23858 L .34144 .23711 L .36227 .23373 L .3831 .22885 L .40394 .22314 L .42477 .21728 L .4456 .21159 L .46644 .20609 L .48727 .20081 L .5081 .1959 L .52894 .19142 L .54977 .18706 L .5706 .18224 L .59144 .17653 L .61227 .17004 L .6331 .16341 L .65394 .15748 L .67477 .15301 L .6956 .15043 L .71644 .14981 L .73727 .15078 L .7581 .15259 L .77894 .15433 L .79977 .15543 L .8206 .15593 L .84144 .15638 L .86227 .15734 L .8831 .15904 L .90394 .16151 L .92477 .165 L .9456 .17017 L .96644 .17767 L .98727 .18743 L s [ 5 2 ] 0 Mabsdash .17477 .19445 m .1956 .20253 L .21644 .20986 L .23727 .21601 L .2581 .22075 L .27894 .22404 L .29977 .22587 L .3206 .22624 L .34144 .22516 L .36227 .22275 L .3831 .2193 L .40394 .21518 L .42477 .21077 L .4456 .20637 L .46644 .2021 L .48727 .19801 L .5081 .19405 L .52894 .19011 L .54977 .18598 L .5706 .18148 L .59144 .17655 L .61227 .17136 L .6331 .1663 L .65394 .16186 L .67477 .15847 L .6956 .15636 L .71644 .15555 L .73727 .15579 L .7581 .15665 L .77894 .15768 L .79977 .15857 L .8206 .15925 L .84144 .1599 L .86227 .1608 L .8831 .16226 L .90394 .16453 L .92477 .16791 L .9456 .17265 L .96644 .17885 L .98727 .18631 L s [ .5 4 5 4 .5 3 ] 0 Mabsdash .17477 .19257 m .1956 .19941 L .21644 .2057 L .23727 .21106 L .2581 .21528 L .27894 .21824 L .29977 .21993 L .3206 .22034 L .34144 .21951 L .36227 .21758 L .3831 .21477 L .40394 .21135 L .42477 .20762 L .4456 .2038 L .46644 .20002 L .48727 .19633 L .5081 .19268 L .52894 .18897 L .54977 .18508 L .5706 .18092 L .59144 .1765 L .61227 .17198 L .6331 .16765 L .65394 .16386 L .67477 .16092 L .6956 .159 L .71644 .1581 L .73727 .15804 L .7581 .15853 L .77894 .15925 L .79977 .15999 L .8206 .16069 L .84144 .16145 L .86227 .16247 L .8831 .16399 L .90394 .16625 L .92477 .16948 L .9456 .17383 L .96644 .1793 L .98727 .18569 L s [ ] 0 setdash .17477 .18921 m .1956 .19387 L .21644 .19821 L .23727 .20201 L .2581 .2051 L .27894 .20736 L .29977 .20874 L .3206 .20924 L .34144 .2089 L .36227 .2078 L .3831 .20607 L .40394 .20385 L .42477 .2013 L .4456 .19855 L .46644 .19567 L .48727 .19272 L .5081 .1897 L .52894 .1866 L .54977 .18339 L .5706 .18009 L .59144 .17674 L .61227 .17347 L .6331 .17042 L .65394 .16774 L .67477 .16558 L .6956 .16401 L .71644 .16304 L .73727 .16261 L .7581 .16259 L .77894 .16288 L .79977 .16338 L .8206 .16405 L .84144 .16495 L .86227 .16614 L .8831 .16774 L .90394 .16988 L .92477 .17264 L .9456 .17605 L .96644 .18006 L .98727 .18452 L s gsave .85 .0245 -90 -11.5 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (1.774) show 99.000000 15.000000 moveto (keV) show 117.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.0238095 0.708333 0.97619 1.04167 MathSubStart %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.270833 0.00231481 0.156693 0.361297 [ [ 0 0 -1 0 ] [ 0 0 -1 0 ] [ 0 .35 1 0 ] [ 1 0 1 0 ] [.15417 .12056 -24 -4.5 ] [.15417 .12056 0 4.5 ] [.15417 .19282 -18 -4.5 ] [.15417 .19282 0 4.5 ] [ 0 0 0 0 ] [ 1 .35 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g 2 Mabswid [ ] 0 setdash 0 0 m 1 0 L s 0 0 m 0 .35 L s 0 .35 m 1 .35 L s 1 0 m 1 .35 L s .25 Mabswid 0 .15669 m 1 .15669 L s .16667 .12056 m .17292 .12056 L s [(-0.1)] .15417 .12056 1 0 Mshowa .16667 .19282 m .17292 .19282 L s [(0.1)] .15417 .19282 1 0 Mshowa .16667 0 m .16667 .35 L s 0 0 m 1 0 L 1 .35 L 0 .35 L closepath clip newpath .001 w .89583 .16947 m .89583 .00833 L s .89583 .16947 1.5 0 Mabsadd m .89583 .16947 -1.5 0 Mabsadd L s .89583 .00833 1.5 0 Mabsadd m .89583 .00833 -1.5 0 Mabsadd L s .6875 .34167 m .6875 .12477 L s .6875 .34167 1.5 0 Mabsadd m .6875 .34167 -1.5 0 Mabsadd L s .6875 .12477 1.5 0 Mabsadd m .6875 .12477 -1.5 0 Mabsadd L s .27083 .20454 m .27083 .09602 L s .27083 .20454 1.5 0 Mabsadd m .27083 .20454 -1.5 0 Mabsadd L s .27083 .09602 1.5 0 Mabsadd m .27083 .09602 -1.5 0 Mabsadd L s .47917 .22782 m .47917 .08094 L s .47917 .22782 1.5 0 Mabsadd m .47917 .22782 -1.5 0 Mabsadd L s .47917 .08094 1.5 0 Mabsadd m .47917 .08094 -1.5 0 Mabsadd L s .01 w .89583 .0889 Mdot .6875 .23322 Mdot .27083 .15028 Mdot .47917 .15438 Mdot .0001 w .89583 .09997 0 2.5 Mabsadd m .89583 .09997 -0.56518 .7779 Mabsadd L .89583 .09997 -2.37764 .77254 Mabsadd L .89583 .09997 -0.91448 -0.29713 Mabsadd L .89583 .09997 -1.46946 -2.02254 Mabsadd L .89583 .09997 0 -0.96154 Mabsadd L .89583 .09997 1.46946 -2.02254 Mabsadd L .89583 .09997 .91448 -0.29713 Mabsadd L .89583 .09997 2.37764 .77254 Mabsadd L .89583 .09997 .56518 .7779 Mabsadd L .89583 .09997 0 2.5 Mabsadd L closepath F .6875 .24955 0 2.5 Mabsadd m .6875 .24955 -0.56518 .7779 Mabsadd L .6875 .24955 -2.37764 .77254 Mabsadd L .6875 .24955 -0.91448 -0.29713 Mabsadd L .6875 .24955 -1.46946 -2.02254 Mabsadd L .6875 .24955 0 -0.96154 Mabsadd L .6875 .24955 1.46946 -2.02254 Mabsadd L .6875 .24955 .91448 -0.29713 Mabsadd L .6875 .24955 2.37764 .77254 Mabsadd L .6875 .24955 .56518 .7779 Mabsadd L .6875 .24955 0 2.5 Mabsadd L closepath F .27083 .13971 0 2.5 Mabsadd m .27083 .13971 -0.56518 .7779 Mabsadd L .27083 .13971 -2.37764 .77254 Mabsadd L .27083 .13971 -0.91448 -0.29713 Mabsadd L .27083 .13971 -1.46946 -2.02254 Mabsadd L .27083 .13971 0 -0.96154 Mabsadd L .27083 .13971 1.46946 -2.02254 Mabsadd L .27083 .13971 .91448 -0.29713 Mabsadd L .27083 .13971 2.37764 .77254 Mabsadd L .27083 .13971 .56518 .7779 Mabsadd L .27083 .13971 0 2.5 Mabsadd L closepath F .47917 .13791 0 2.5 Mabsadd m .47917 .13791 -0.56518 .7779 Mabsadd L .47917 .13791 -2.37764 .77254 Mabsadd L .47917 .13791 -0.91448 -0.29713 Mabsadd L .47917 .13791 -1.46946 -2.02254 Mabsadd L .47917 .13791 0 -0.96154 Mabsadd L .47917 .13791 1.46946 -2.02254 Mabsadd L .47917 .13791 .91448 -0.29713 Mabsadd L .47917 .13791 2.37764 .77254 Mabsadd L .47917 .13791 .56518 .7779 Mabsadd L .47917 .13791 0 2.5 Mabsadd L closepath F .001 w [ .5 4 5 4 ] 0 Mabsdash .17477 .09127 m .1956 .10672 L .21644 .11975 L .23727 .12882 L .2581 .13436 L .27894 .13753 L .29977 .13909 L .3206 .13898 L .34144 .13679 L .36227 .13256 L .3831 .12752 L .40394 .12379 L .42477 .12328 L .4456 .1268 L .46644 .13424 L .48727 .14553 L .5081 .16124 L .52894 .18167 L .54977 .20504 L .5706 .22672 L .59144 .24113 L .61227 .24549 L .6331 .24177 L .65394 .23492 L .67477 .22974 L .6956 .22921 L .71644 .23378 L .73727 .2408 L .7581 .24438 L .77894 .23781 L .79977 .21837 L .8206 .1898 L .84144 .15903 L .86227 .13114 L .8831 .10767 L .90394 .08855 L .92477 .07444 L .9456 .06712 L .96644 .06808 L .98727 .07701 L s [ 5 2 ] 0 Mabsdash .17477 .09269 m .1956 .10299 L .21644 .11261 L .23727 .12036 L .2581 .12589 L .27894 .12937 L .29977 .13108 L .3206 .13121 L .34144 .12993 L .36227 .12767 L .3831 .12525 L .40394 .12382 L .42477 .12447 L .4456 .12794 L .46644 .13452 L .48727 .14416 L .5081 .15646 L .52894 .17047 L .54977 .18448 L .5706 .19619 L .59144 .20359 L .61227 .20604 L .6331 .20467 L .65394 .2017 L .67477 .19933 L .6956 .19888 L .71644 .2002 L .73727 .20164 L .7581 .20047 L .77894 .19402 L .79977 .1812 L .8206 .16319 L .84144 .14271 L .86227 .12256 L .8831 .10479 L .90394 .09067 L .92477 .08111 L .9456 .07676 L .96644 .0778 L .98727 .08361 L s [ .5 4 5 4 .5 3 ] 0 Mabsdash .17477 .09377 m .1956 .10191 L .21644 .10983 L .23727 .11657 L .2581 .12168 L .27894 .12512 L .29977 .12701 L .3206 .12752 L .34144 .12692 L .36227 .12564 L .3831 .12434 L .40394 .12385 L .42477 .12498 L .4456 .12829 L .46644 .13404 L .48727 .1421 L .5081 .152 L .52894 .16283 L .54977 .17326 L .5706 .18178 L .59144 .18721 L .61227 .18928 L .6331 .18874 L .65394 .18696 L .67477 .18531 L .6956 .18457 L .71644 .18457 L .73727 .18417 L .7581 .18166 L .77894 .17546 L .79977 .16492 L .8206 .15074 L .84144 .13463 L .86227 .11855 L .8831 .10418 L .90394 .09273 L .92477 .08505 L .9456 .08157 L .96644 .08233 L .98727 .08676 L s [ ] 0 setdash .17477 .09715 m .1956 .10177 L .21644 .10661 L .23727 .11113 L .2581 .11496 L .27894 .11792 L .29977 .11998 L .3206 .12124 L .34144 .12188 L .36227 .12221 L .3831 .12258 L .40394 .12341 L .42477 .12507 L .4456 .1278 L .46644 .1317 L .48727 .13664 L .5081 .14226 L .52894 .14807 L .54977 .15344 L .5706 .15779 L .59144 .16074 L .61227 .16221 L .6331 .16244 L .65394 .16185 L .67477 .16084 L .6956 .15962 L .71644 .15809 L .73727 .15584 L .7581 .15236 L .77894 .14719 L .79977 .14022 L .8206 .13175 L .84144 .12242 L .86227 .11313 L .8831 .10472 L .90394 .09794 L .92477 .09331 L .9456 .09107 L .96644 .0912 L .98727 .0934 L s gsave .85 .0245 -90 -11.5 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (1.458) show 99.000000 15.000000 moveto (keV) show 117.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.0238095 1.04167 0.97619 1.375 MathSubStart %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.270833 0.00231481 0.193484 0.573361 [ [ 0 0 -1 0 ] [ 0 0 -1 0 ] [ 0 .35 1 0 ] [ 1 0 1 0 ] [.15417 .13615 -24 -4.5 ] [.15417 .13615 0 4.5 ] [.15417 .25082 -18 -4.5 ] [.15417 .25082 0 4.5 ] [ 0 0 0 0 ] [ 1 .35 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g 2 Mabswid [ ] 0 setdash 0 0 m 1 0 L s 0 0 m 0 .35 L s 0 .35 m 1 .35 L s 1 0 m 1 .35 L s .25 Mabswid 0 .19348 m 1 .19348 L s .16667 .13615 m .17292 .13615 L s [(-0.1)] .15417 .13615 1 0 Mshowa .16667 .25082 m .17292 .25082 L s [(0.1)] .15417 .25082 1 0 Mshowa .16667 0 m .16667 .35 L s 0 0 m 1 0 L 1 .35 L 0 .35 L closepath clip newpath .001 w .89583 .27893 m .89583 .00833 L s .89583 .27893 1.5 0 Mabsadd m .89583 .27893 -1.5 0 Mabsadd L s .89583 .00833 1.5 0 Mabsadd m .89583 .00833 -1.5 0 Mabsadd L s .6875 .30236 m .6875 .04469 L s .6875 .30236 1.5 0 Mabsadd m .6875 .30236 -1.5 0 Mabsadd L s .6875 .04469 1.5 0 Mabsadd m .6875 .04469 -1.5 0 Mabsadd L s .27083 .31517 m .27083 .1481 L s .27083 .31517 1.5 0 Mabsadd m .27083 .31517 -1.5 0 Mabsadd L s .27083 .1481 1.5 0 Mabsadd m .27083 .1481 -1.5 0 Mabsadd L s .47917 .34167 m .47917 .10862 L s .47917 .34167 1.5 0 Mabsadd m .47917 .34167 -1.5 0 Mabsadd L s .47917 .10862 1.5 0 Mabsadd m .47917 .10862 -1.5 0 Mabsadd L s .01 w .89583 .14363 Mdot .6875 .17352 Mdot .27083 .23163 Mdot .47917 .22514 Mdot .0001 w .89583 .12239 0 2.5 Mabsadd m .89583 .12239 -0.56518 .7779 Mabsadd L .89583 .12239 -2.37764 .77254 Mabsadd L .89583 .12239 -0.91448 -0.29713 Mabsadd L .89583 .12239 -1.46946 -2.02254 Mabsadd L .89583 .12239 0 -0.96154 Mabsadd L .89583 .12239 1.46946 -2.02254 Mabsadd L .89583 .12239 .91448 -0.29713 Mabsadd L .89583 .12239 2.37764 .77254 Mabsadd L .89583 .12239 .56518 .7779 Mabsadd L .89583 .12239 0 2.5 Mabsadd L closepath F .6875 .24394 0 2.5 Mabsadd m .6875 .24394 -0.56518 .7779 Mabsadd L .6875 .24394 -2.37764 .77254 Mabsadd L .6875 .24394 -0.91448 -0.29713 Mabsadd L .6875 .24394 -1.46946 -2.02254 Mabsadd L .6875 .24394 0 -0.96154 Mabsadd L .6875 .24394 1.46946 -2.02254 Mabsadd L .6875 .24394 .91448 -0.29713 Mabsadd L .6875 .24394 2.37764 .77254 Mabsadd L .6875 .24394 .56518 .7779 Mabsadd L .6875 .24394 0 2.5 Mabsadd L closepath F .27083 .2147 0 2.5 Mabsadd m .27083 .2147 -0.56518 .7779 Mabsadd L .27083 .2147 -2.37764 .77254 Mabsadd L .27083 .2147 -0.91448 -0.29713 Mabsadd L .27083 .2147 -1.46946 -2.02254 Mabsadd L .27083 .2147 0 -0.96154 Mabsadd L .27083 .2147 1.46946 -2.02254 Mabsadd L .27083 .2147 .91448 -0.29713 Mabsadd L .27083 .2147 2.37764 .77254 Mabsadd L .27083 .2147 .56518 .7779 Mabsadd L .27083 .2147 0 2.5 Mabsadd L closepath F .47917 .19291 0 2.5 Mabsadd m .47917 .19291 -0.56518 .7779 Mabsadd L .47917 .19291 -2.37764 .77254 Mabsadd L .47917 .19291 -0.91448 -0.29713 Mabsadd L .47917 .19291 -1.46946 -2.02254 Mabsadd L .47917 .19291 0 -0.96154 Mabsadd L .47917 .19291 1.46946 -2.02254 Mabsadd L .47917 .19291 .91448 -0.29713 Mabsadd L .47917 .19291 2.37764 .77254 Mabsadd L .47917 .19291 .56518 .7779 Mabsadd L .47917 .19291 0 2.5 Mabsadd L closepath F .001 w [ .5 4 5 4 ] 0 Mabsdash .17477 .1323 m .1956 .1573 L .21644 .17846 L .23727 .19359 L .2581 .20329 L .27894 .20911 L .29977 .21202 L .3206 .21194 L .34144 .20826 L .36227 .20108 L .3831 .19219 L .40394 .18468 L .42477 .1813 L .4456 .18303 L .46644 .18936 L .48727 .19971 L .5081 .21412 L .52894 .23208 L .54977 .2508 L .5706 .26535 L .59144 .27137 L .61227 .26793 L .6331 .25802 L .65394 .24648 L .67477 .23766 L .6956 .23417 L .71644 .23636 L .73727 .24192 L .7581 .246 L .77894 .24302 L .79977 .22979 L .8206 .20764 L .84144 .18125 L .86227 .15518 L .8831 .13155 L .90394 .1111 L .92477 .09557 L .9456 .08844 L .96644 .09281 L .98727 .10874 L s [ 5 2 ] 0 Mabsdash .17477 .13233 m .1956 .14928 L .21644 .16499 L .23727 .17774 L .2581 .18697 L .27894 .1929 L .29977 .19587 L .3206 .19611 L .34144 .19388 L .36227 .18977 L .3831 .185 L .40394 .18119 L .42477 .17987 L .4456 .18198 L .46644 .18768 L .48727 .19659 L .5081 .20781 L .52894 .21988 L .54977 .2307 L .5706 .23803 L .59144 .24038 L .61227 .23779 L .6331 .23189 L .65394 .22515 L .67477 .21984 L .6956 .21726 L .71644 .21731 L .73727 .21843 L .7581 .21807 L .77894 .21358 L .79977 .20343 L .8206 .18791 L .84144 .16893 L .86227 .14901 L .8831 .13051 L .90394 .11537 L .92477 .10539 L .9456 .10206 L .96644 .10613 L .98727 .11694 L s [ .5 4 5 4 .5 3 ] 0 Mabsdash .17477 .13287 m .1956 .14644 L .21644 .15946 L .23727 .17053 L .2581 .17898 L .27894 .1847 L .29977 .18783 L .3206 .18861 L .34144 .18739 L .36227 .18478 L .3831 .18174 L .40394 .17945 L .42477 .17902 L .4456 .18115 L .46644 .18602 L .48727 .19328 L .5081 .2021 L .52894 .21121 L .54977 .21905 L .5706 .22415 L .59144 .22565 L .61227 .2237 L .6331 .21943 L .65394 .21447 L .67477 .21032 L .6956 .20782 L .71644 .20682 L .73727 .20622 L .7581 .20431 L .77894 .19937 L .79977 .19039 L .8206 .17757 L .84144 .16213 L .86227 .14594 L .8831 .13091 L .90394 .1188 L .92477 .11107 L .9456 .10876 L .96644 .1122 L .98727 .12075 L s [ ] 0 setdash .17477 .13563 m .1956 .14365 L .21644 .15181 L .23727 .1593 L .2581 .16558 L .27894 .17036 L .29977 .17358 L .3206 .17536 L .34144 .17597 L .36227 .1758 L .3831 .1754 L .40394 .1753 L .42477 .17603 L .4456 .17789 L .46644 .18095 L .48727 .185 L .5081 .18956 L .52894 .19399 L .54977 .1976 L .5706 .19984 L .59144 .20042 L .61227 .19944 L .6331 .19732 L .65394 .19465 L .67477 .19194 L .6956 .18947 L .71644 .18716 L .73727 .18458 L .7581 .18111 L .77894 .17619 L .79977 .16953 L .8206 .16125 L .84144 .15193 L .86227 .14244 L .8831 .13382 L .90394 .12702 L .92477 .12285 L .9456 .12177 L .96644 .12385 L .98727 .12871 L s gsave .85 .0245 -90 -11.5 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (0.972) show 99.000000 15.000000 moveto (keV) show 117.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.0238095 1.375 0.97619 1.70833 MathSubStart %% Graphics /Courier findfont 10 scalefont setfont % Scaling calculations 0.270833 0.00231481 0.137287 0.336907 [ [ 0 0 -1 0 ] [ 0 0 -1 0 ] [ 0 .35 1 0 ] [ 1 0 1 0 ] [.15417 .1036 -24 -4.5 ] [.15417 .1036 0 4.5 ] [.15417 .20467 -18 -4.5 ] [.15417 .20467 0 4.5 ] [ 0 0 0 0 ] [ 1 .35 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g 2 Mabswid [ ] 0 setdash 0 0 m 1 0 L s 0 0 m 0 .35 L s 0 .35 m 1 .35 L s 1 0 m 1 .35 L s .25 Mabswid 0 .13729 m 1 .13729 L s .16667 .1036 m .17292 .1036 L s [(-0.1)] .15417 .1036 1 0 Mshowa .16667 .20467 m .17292 .20467 L s [(0.2)] .15417 .20467 1 0 Mshowa .16667 0 m .16667 .35 L s 0 0 m 1 0 L 1 .35 L 0 .35 L closepath clip newpath .001 w .89583 .09928 m .89583 .00833 L s .89583 .09928 1.5 0 Mabsadd m .89583 .09928 -1.5 0 Mabsadd L s .89583 .00833 1.5 0 Mabsadd m .89583 .00833 -1.5 0 Mabsadd L s .6875 .10037 m .6875 .01639 L s .6875 .10037 1.5 0 Mabsadd m .6875 .10037 -1.5 0 Mabsadd L s .6875 .01639 1.5 0 Mabsadd m .6875 .01639 -1.5 0 Mabsadd L s .27083 .34167 m .27083 .24426 L s .27083 .34167 1.5 0 Mabsadd m .27083 .34167 -1.5 0 Mabsadd L s .27083 .24426 1.5 0 Mabsadd m .27083 .24426 -1.5 0 Mabsadd L s .47917 .19062 m .47917 .09738 L s .47917 .19062 1.5 0 Mabsadd m .47917 .19062 -1.5 0 Mabsadd L s .47917 .09738 1.5 0 Mabsadd m .47917 .09738 -1.5 0 Mabsadd L s .01 w .89583 .05381 Mdot .6875 .05838 Mdot .27083 .29296 Mdot .47917 .144 Mdot .0001 w .89583 .10393 0 2.5 Mabsadd m .89583 .10393 -0.56518 .7779 Mabsadd L .89583 .10393 -2.37764 .77254 Mabsadd L .89583 .10393 -0.91448 -0.29713 Mabsadd L .89583 .10393 -1.46946 -2.02254 Mabsadd L .89583 .10393 0 -0.96154 Mabsadd L .89583 .10393 1.46946 -2.02254 Mabsadd L .89583 .10393 .91448 -0.29713 Mabsadd L .89583 .10393 2.37764 .77254 Mabsadd L .89583 .10393 .56518 .7779 Mabsadd L .89583 .10393 0 2.5 Mabsadd L closepath F .6875 .11236 0 2.5 Mabsadd m .6875 .11236 -0.56518 .7779 Mabsadd L .6875 .11236 -2.37764 .77254 Mabsadd L .6875 .11236 -0.91448 -0.29713 Mabsadd L .6875 .11236 -1.46946 -2.02254 Mabsadd L .6875 .11236 0 -0.96154 Mabsadd L .6875 .11236 1.46946 -2.02254 Mabsadd L .6875 .11236 .91448 -0.29713 Mabsadd L .6875 .11236 2.37764 .77254 Mabsadd L .6875 .11236 .56518 .7779 Mabsadd L .6875 .11236 0 2.5 Mabsadd L closepath F .27083 .18142 0 2.5 Mabsadd m .27083 .18142 -0.56518 .7779 Mabsadd L .27083 .18142 -2.37764 .77254 Mabsadd L .27083 .18142 -0.91448 -0.29713 Mabsadd L .27083 .18142 -1.46946 -2.02254 Mabsadd L .27083 .18142 0 -0.96154 Mabsadd L .27083 .18142 1.46946 -2.02254 Mabsadd L .27083 .18142 .91448 -0.29713 Mabsadd L .27083 .18142 2.37764 .77254 Mabsadd L .27083 .18142 .56518 .7779 Mabsadd L .27083 .18142 0 2.5 Mabsadd L closepath F .47917 .15144 0 2.5 Mabsadd m .47917 .15144 -0.56518 .7779 Mabsadd L .47917 .15144 -2.37764 .77254 Mabsadd L .47917 .15144 -0.91448 -0.29713 Mabsadd L .47917 .15144 -1.46946 -2.02254 Mabsadd L .47917 .15144 0 -0.96154 Mabsadd L .47917 .15144 1.46946 -2.02254 Mabsadd L .47917 .15144 .91448 -0.29713 Mabsadd L .47917 .15144 2.37764 .77254 Mabsadd L .47917 .15144 .56518 .7779 Mabsadd L .47917 .15144 0 2.5 Mabsadd L closepath F .001 w [ .5 4 5 4 ] 0 Mabsdash .17477 .1359 m .1956 .14812 L .21644 .15868 L .23727 .16683 L .2581 .17268 L .27894 .1766 L .29977 .17882 L .3206 .17924 L .34144 .17764 L .36227 .17405 L .3831 .16903 L .40394 .16359 L .42477 .15867 L .4456 .15465 L .46644 .15144 L .48727 .14896 L .5081 .14731 L .52894 .14645 L .54977 .14573 L .5706 .144 L .59144 .14031 L .61227 .13462 L .6331 .12788 L .65394 .12148 L .67477 .11664 L .6956 .11408 L .71644 .1139 L .73727 .11549 L .7581 .11753 L .77894 .1185 L .79977 .11746 L .8206 .11465 L .84144 .11113 L .86227 .10801 L .8831 .10577 L .90394 .10452 L .92477 .10473 L .9456 .1075 L .96644 .11385 L .98727 .12378 L s [ 5 2 ] 0 Mabsdash .17477 .13298 m .1956 .14181 L .21644 .14989 L .23727 .15659 L .2581 .16168 L .27894 .16516 L .29977 .16708 L .3206 .16746 L .34144 .16636 L .36227 .16395 L .3831 .16064 L .40394 .15696 L .42477 .15344 L .4456 .15044 L .46644 .14806 L .48727 .14627 L .5081 .14489 L .52894 .14359 L .54977 .14193 L .5706 .13943 L .59144 .13585 L .61227 .13134 L .6331 .12645 L .65394 .12193 L .67477 .11845 L .6956 .1164 L .71644 .11576 L .73727 .11611 L .7581 .11674 L .77894 .11691 L .79977 .11613 L .8206 .11439 L .84144 .1121 L .86227 .10982 L .8831 .10814 L .90394 .10755 L .92477 .10856 L .9456 .11163 L .96644 .11698 L .98727 .12436 L s [ .5 4 5 4 .5 3 ] 0 Mabsdash .17477 .13169 m .1956 .13905 L .21644 .14591 L .23727 .15175 L .2581 .15632 L .27894 .15952 L .29977 .16134 L .3206 .16183 L .34144 .16107 L .36227 .15924 L .3831 .15667 L .40394 .15376 L .42477 .15088 L .4456 .14831 L .46644 .14618 L .48727 .14444 L .5081 .14293 L .52894 .14139 L .54977 .13949 L .5706 .13695 L .59144 .13366 L .61227 .12978 L .6331 .12572 L .65394 .12198 L .67477 .11904 L .6956 .11714 L .71644 .11628 L .73727 .11614 L .7581 .11624 L .77894 .11609 L .79977 .11536 L .8206 .11402 L .84144 .11231 L .86227 .11067 L .8831 .10956 L .90394 .10943 L .92477 .11069 L .9456 .11363 L .96644 .11833 L .98727 .12454 L s [ ] 0 setdash .17477 .12967 m .1956 .13449 L .21644 .13909 L .23727 .14319 L .2581 .14655 L .27894 .14905 L .29977 .15064 L .3206 .15134 L .34144 .15121 L .36227 .15039 L .3831 .14903 L .40394 .14735 L .42477 .14554 L .4456 .14373 L .46644 .14199 L .48727 .14034 L .5081 .13869 L .52894 .13693 L .54977 .13496 L .5706 .1327 L .59144 .13015 L .61227 .12742 L .6331 .12468 L .65394 .12217 L .67477 .12006 L .6956 .11845 L .71644 .11734 L .73727 .1166 L .7581 .11608 L .77894 .11557 L .79977 .11496 L .8206 .11426 L .84144 .11354 L .86227 .11303 L .8831 .11295 L .90394 .11354 L .92477 .11501 L .9456 .11744 L .96644 .12083 L .98727 .125 L s gsave .85 .0245 -90 -11.5 Mabsadd m 1 1 Mabs scale currentpoint translate 0 23 translate 1 -1 scale 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 63.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor (0.486) show 99.000000 15.000000 moveto (keV) show 117.000000 15.000000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000000 0.000000 0.000000 setrgbcolor 0.000000 0.000000 rmoveto 1.000000 setlinewidth %%DocumentNeededResources: font Courier %%DocumentSuppliedResources: %%DocumentNeededFonts: Courier %%DocumentSuppliedFonts: %%DocumentFonts: font Courier grestore MathSubEnd P % End of sub-graphic MathSubEnd P % End of sub-graphic % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 504}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHggYjN[Vi^CLg=gIfM[Fe]OCdm?clo5D005Gooj[ooc/k>gYjN[Vi^OShn03o oclo?ginO[fm_C/k>gYjN[Vi^OShn000EED0EJX00?l003lo?ginO[fm_Oclo0<30d92@X61PL30`3lo ?ginO[fm_Ol0E@00ZUD0ZZX0E@<30d92@X61PL30`000E@L71dI6AXF5Q@<30d92@X61PL30`?l0ZP00 oeD0ojX0ZPL71dI6AXF5QLC4a000ZP/;2dY:BXV9R@L71dI6AXF5QLC4a?l0o`1E05EE0:X0o`/;2dY: BXV9RLS8b000o`l?3di>CXf=S@/;2dY:BXV9RLS8b?mE001EEEEEEJYE00l?3di>CXf=SLcCXf=SLc00;o00<0o`000P03o`800_l0103oo`02o`030?oo00800ol300?o0`03od`0 001/0003o`0002L000?o00005P000ol0001^0000JP03obL00olF00?oL0000?l08@000?l08@000?l0 8@000?l08@0001`01Ol200;o1002oc400_lc00Go0P02o`@00_l^00Co0`02o`@00_l^00;o1002o`@0 0_l700007P001Ol0003o008000Co003o0P000ol0000]0004o`00oc@000Go0000o`020004o`00o`80 00?o0000:`001?l00?l20004o`00o`8000Co003o;0001?l00?l20004o`00o`8000Co003o1P0001h0 00Go0000o`020004o`00o`8000?o0000;@001?l00?ld0005o`000?l00P001?l00?l20003o`0002`0 00?o00000P001?l00?l20004o`00obl000Co003o0P001?l00?l20003o`0000@0000F00Co10001Ol0 003o008000Co003o0P000ol0000]0004o`00oc@000Go0000o`020004o`00o`8000?o0000;@001Ol0 003o008000Co003o0P000ol0000[00;o0`001?l00?l20004o`00o`H0000N0005o`000?l00P001?l0 0?l20003o`0002d000Co003o=0001Ol0003o008000Co003o0P000ol0000^0004o`00o`8000Co003o 0P000ol0000]0004o`00o`8000Co003o0P000ol0000400007003o`<000Co003o0P001?l00?l_0004 o`00oc800ol30004o`00o`8000Co003o;@001?l00?l20004o`00o`8000Co003o;0001?l00?l20004 o`00o`8000Co003o1P0001h000?o00000P02o`@00_la00;o=@000ol0000200;o1002obl00_l400;o 1002obh00_l400;o1002o`L0003o0240003o0240003o0240003o0240000F0?oo2?l300005P000ol0 00080003o`0000T000?o00002@000ol000090003o`0000T000?o00002@000ol000090003o`0000T0 00?o00002@000ol000090003o`0000T000?o00002P000ol000090003o`0000T000?o00002@000ol0 00090003o`0000T000?o00002@000ol000090003o`0000T000?o00002@000ol000070003o`000040 000F0003o`3o0?oo0ol00`3o000200005P000ol0o`3oo`?o00<0o`000P0001H000Co0?oo:P000ol0 002g00Co5`02o`030?l00080000F0004o`3oobX000?o0000^0000ol0000G00;o00<0o`000P0001H0 00Co0?oo:P000ol0002B00Go0P000ol0000200;o1P000ol000030003o`0000L01Ol200Co0P000ol0 000<00;o00<0o`000P0001H000Co0?oo:P000ol0002D0003o`0000T000?o00000`000ol000030003 o`0000P00ol20003o`0000<000?o0?l03@02o`030?l00080000F0004o`3oobX000?o0000U0000ol0 000:0003o`3o00Co00<0ool00ol900;o0`05o`040?l0o`d00_l00`3o000200005P001?l0oolZ0003 o`0009@000?o00002003o`050?l00?l00P001?l00?l:00?o0P002Ol0003o0?l0o`0=00;o00<0o`00 0P0001H000Co0?oo:P000ol0000F00Co0003o`3o00D000Co0?oo:P000ol0 000G0003o`0003<000?o00001`001?l00?l30003o`00028000?o00008P000ol0000<00Co5`02o`03 0?l00080000>0003o`3o00D000Co0?oo:P000ol0000G0003o`0003<000?o00003P000ol0000R0003 o`0001D00_l50003o`0002d00_l00`3o000200003`000ol000040004o`3oobX000?o00005`000ol0 000c0003o`0000`00_l30003o`0001l000?o00004P03o`H000?o0000;P02o`030?l00080000?0003 o`0000@000Co0?oo:P000ol0000G0003o`0003<000?o00002P001Ol0003o00H00_lL0003o`0000d0 0_l;0003o`0002l00_l00`3o000200003`000ol000040004o`3ooaL00_l40003o`0000801Ol30003 o`0001L000?o0000<`000ol0000:0003o`0000800_l600?o5@000ol00002o`<01_l30003o`0000`0 00?o000010000ol0000Y00;o00<0o`000P0001H000Co0?oo5P001?l00?l:0003o`0000<000?o0000 5`000ol0000c0003o`0000/000?o00001002o`H000Go0000o`0200;o0`06o`L000?o00005P02oc@0 0_l00`3o000200005P001?l0oolF0004o`00o`X000?o00000`02oaP000?o0000<`000ol0000<0003 o`0000D000?o000070000ol0000C00?o=P02o`030?l00080000F0004o`3ooaH000Co003o2P000ol0 00030003o`0001L000?o0000<`000ol0000=0003o`0000D000?o00006`000ol0000B0003o`0000P0 00?o0000;002o`030?l00080000F0004o`3ooaH000Co003o2P000ol000030003o`0001L000?o0000 <`000ol0000F0004o`3oo`h01?l00`3oo`0;o`030?oo00Co00<0ool01?l;0003o`0002`00_l00`3o 000200005P001?l0oolF0004o`00o`P00ol50003o`0001H01?lc0003o`0001X01?l0103o0003o`03 0?oo00/000?o000070000ol0000]00;o00<0o`000P0001H000Co0?oo5`02o`/000?o00000`000ol0 001=0003o`00010000?o00003003oa4000?o00006`000ol0000^00;o00<0o`000P0001H000Co0?oo :P000ol0001=0003o`0003<000?o00006P000ol0000_00;o00<0o`000P0001H000Co0?oo:P000ol0 001=0003o`0003<000?o0000C002o`030?l00080000F0004o`3oobX000?o0000C@000ol0000C0003 o`0001d000?o0000C002o`030?l00080000F0004o`3oobX000?o0000C@000ol0000D0003o`0001`0 00?o000060000ol0000a00;o00<0o`000P0001H000Co0?oo:P000ol0001<00Co5@02oa`000?o0?l0 5`000ol0000b00;o00<0o`000P0001H000Co0?oo:P000ol0001W0003o`0001<01?l00`3oo`02o`<0 00?o0000AP02o`030?l00080000F0004o`3oobX000?o0000N`02o`D00_l600;o3P000ol0000e00;o 00<0o`000P0001H000Co0?oo:P000ol0001g00;o2P000ol0000600;o2P03ocL00_l00`3o00020000 5P001?l0oolZ0003o`0006X000Go0000o`0200?o3`000ol0000;00;o0`02ocX00_l00`3o00020000 5P001?l0oolZ0003o`0006l00_lA00;oCP02o`030?l00080000F0004o`3oobX000?o0000P@04odd0 0_l00`3o000200005P001?l0oolZ0003o`0008800_m>00;o00<0o`000P0001H000Co0?oo:P000ol0 00230003o`0004`00_l00`3o000200005P001?l0oolZ0003o`0008<000?o0000C002o`030?l00080 000F0004o`3oobX000?o0000P`000ol0001<00;o00<0o`000P0001H000Co0?oo:P000ol000230003 o`0004`00_l00`3o000200005P001?l0oolZ0003o`0008<000?o0000C002o`030?l00080000F0004 o`3oobX000?o0000P`000ol0001<00;o00<0o`000P0001H000Co0?oo:P000ol000230003o`0004`0 0_l00`3o000200005P001?l0oolZ0003o`0008<000?o0000C002o`030?l00080000F0004o`3oobX0 00?o0000P`000ol0001<00;o00<0o`000P0001H000Co0?oo:P000ol000230003o`0004`00_l00`3o 000200005P001?l0oolZ0003o`0008<000?o0000C002o`030?l00080000F0004o`3oobX000?o0000 P`000ol0001<00;o00<0o`000P0001H000Co0?oo:P000ol000230003o`0004`00_l00`3o00020000 5P001?l0oolZ0003o`0008<000?o0000C002o`030?l00080000F0004o`3oobX000?o0000P`000ol0 001<00;o00<0o`000P0001H000Co0?oo:P000ol000230003o`0004`00_l00`3o000200005P001?l0 oolZ0003o`0008<000?o0000C002o`030?l00080000F0004o`3oobX000?o0000P`000ol0001<00;o 00<0o`000P0001H000Co0?oo:P000ol000230003o`0004`00_l00`3o000200005P001?l0oolZ0003 o`0008<000?o0000C002o`030?l00080000F0004o`3oobX000?o0000P`000ol0001<00;o00<0o`00 0P0001H000Co0?oo:P000ol0002100CoC@02o`030?l00080000F0004o`3oobX000?o0000dP02o`03 0?l00080000F0004o`3oobX000?o0000dP02o`030?l00080000F0003o`3o0?oo0ol00`3o00020000 5P000ol0o`3oo`?o00<0o`000P0001H000Co0?oo:P000ol0002g00Co5`02o`030?l00080000F0004 o`3oobX000?o0000^0000ol0000G00;o00<0o`000P0001H000Co0?oo:P000ol0002C00;o10000ol0 000200;o1@000ol0000200Co2005o`801?l20003o`0000`00_l00`3o000200005P001?l0oolZ0003 o`00098000Co003o2P000ol000020003o`00008000Co003o2@03o`8000?o00000`000ol0o`0=00;o 00<0o`000P0001H000Co0?oo:P000ol0002B0004o`00o`/000?o00000P000ol000020003o`0000T0 0_l300Go00@0o`3o3@02o`030?l00080000F0004o`3oobX000?o0000TP001?l00?l900?o10000ol0 00030003o`0000P00ol20009o`000?l0o`3o00d00_l00`3o000200005P001?l0oolZ0003o`000980 00Co003o20001?l00?l50003o`0000<000?o00001`04o`800ol00`3o00020003o`0000X00_l00`3o 000200005P001?l0oolZ0003o`00098000Co003o20001?l00?l20004o`00o`8000Co003o2@02o`P0 0_l0103oool;00;o00<0o`000P0001H000Co0?oo:P000ol0002C00;o2P02o`<01?l300;o2@03oaT0 0_l00`3o000200005P001?l0oolZ0003o`000;P000?o00005`02o`030?l00080000F0004o`3oobX0 00?o0000P@04oc<000?o00005`02o`030?l00080000F0004o`3oobX000?o0000P`000ol0000b0003 o`0001L00_l00`3o000200005P001?l0oolZ0003o`0008<000?o00000005o`3oo`000ol00`3o000S00co1@000ol0000b00;o5004o`l0 00?o00002P000ol0000G00;o00<0o`000P0001H000Co0?oo:P000ol0000;00;o1@02o`800_lK01Co 00<0ool01?le0003o`0000`01_l?0004o`00o`d000?o00005`02o`030?l00080000F0004o`3oobX0 00?o00003@000ol000040004o`00o`8000?o00000_l<0003o`0000;o0P04o`@000?o00002P03o`<0 1_l`0003o`0000802_l@0005o`000?l00`000ol0000;0003o`0001L00_l00`3o000200005P001?l0 oolZ0003o`0000h000?o00001@03o`T01_l500Co1002oa801_l400Go:P06oaL000?o00000P02o`<0 00?o000030000ol0000G00;o00<0o`000P0001H000?o0?l0ool3o`030?l00080000F0004o`3oobX0 00?o00005`000ol0000500Co00@0oooo2P02oaT01Ol<00Ko3`06o`/000?o00005@000ol000040003 o`0001<000?o00005`02o`030?l00080000F0004o`3oobX000?o00004`001Ol0003o01H000?o0000 70000ol0o`03o`040?ooo``03olA0003o`0001001Ol60003o`00008000?o00003`000ol0000G00;o 00<0o`000P0001H000Co0?oo:P000ol0000G00;o50000ol0000M0003o`0000@000Co003o:`000ol0 000200?o0`02o`8000?o00002P02o`D000?o00003`000ol0000G00;o00<0o`000P0001H000Co0?oo :P000ol0000F00Oo2P03ob<000?o00000`001_l0ool0obP000Co0?l00olE00;o6@000ol0000G00;o 00<0o`000P0001H000Co0?oo:P000ol0000G00;o1`001?l00003obH000?o00000`001Ol0003o00@0 00?o00007P02o`@000?o00004`03oa`000?o00005`02o`030?l00080000F0004o`3oobX000?o0000 5P04oc<000?o000020000ol000020003o`0001L00ol900Go00<0ool01?l00`3oo`04o`030?oo00X0 00?o00004P000ol0000G00;o00<0o`000P0001H000Co0?oo:P000ol0000G0003o`0003<000?o0000 1P02o`800_l300;o5002o`H01?l00`3oo`0N0003o`0001<000?o00005`02o`030?l00080000F0004 o`3oobX000?o00005`000ol0000b00;o2P001?l00002o`H01_l30003o`0000;o2@02o`H000?o0000 6`000ol0000D0003o`0001L00_l00`3o000200005P001?l0oolZ0003o`0001L000?o000000;o10000ol0 00040003o`0000800_l400;o2@05o`801?l20003o`0000`00_l00`3o000200005P001?l0oolZ0003 o`0008<000?o000030001?l00?l:0005o`000?l00P001?l00?l20003o`0000L00ol20003o`0000<0 00?o0?l03@02o`030?l00080000F0004o`3oobX000?o0000P`000ol0000<0004o`00o`L01Ol20004 o`00o`8000Co003o2@02o`<01Ol0103o0?l=00;o00<0o`000P0001H000Co0?oo:P000ol000230003 o`0000`000Co003o1`001?l00?l400;o0`03o`X00ol20009o`000?l0o`3o00d00_l00`3o00020000 5P001?l0oolZ0003o`0008<000?o000030001?l00?l80003o`3o00<000Co003o0P000ol0000:00Co 0P03o`030?l0008000?o00002P02o`030?l00080000F0004o`3oobX000?o0000P`000ol0000<0004 o`00o`T00_l30004o`00o`<000?o00002@02o`P00_l0103oool;00;o00<0o`000P0001H000Co0?oo :P000ol000230003o`0000d00_l;0003o`0000800_l500;o2003oaT00_l00`3o000200005P001?l0 oolZ0003o`0008<000?o0000"], ImageRangeCache->{{{0, 287}, {503, 0}} -> {-155.663, 0.940389, 1.66025, 0.00218598}, {{17.875, 290.062}, {498.562, -4.5625}} -> {-0.0939611, -0.112564, 0.00385767, 0.00385767}, {{24.3125, 283.562}, {473.812, 383.062}} -> {-159.51, -2.84839, 1.67932, 0.0488922}, {{24.3125, 283.562}, { 383.062, 292.312}} -> {-159.51, -2.0595, 1.67932, 0.0122126}, {{24.3125, 283.562}, {292.312, 201.625}} -> {-159.51, -2.70405, 1.67932, 0.0107593}, {{ 24.3125, 283.562}, {201.625, 110.875}} -> {-159.51, -2.38315, 1.67932, 0.00677986}, {{24.3125, 283.562}, {110.875, 20.125}} -> {-159.51, -4.93603, 1.67932, 0.0115382}}] }, Open ]], Cell[BoxData[ TagBox[ StyleBox[ TagBox[GridBox[{ {\("based-on code"\), \("definition"\)}, {\(-1\), \("anomalous"\)}, {"0", \("fit"\)}, {"1", \("constant trend"\)}, {"2", \("constant trend -- fit errors too large"\)}, {"3", \("constant trend -- +anomalies"\)}, {"4", \("stepwise variable trend"\)}, {"5", \("stepwise variable trend -- +anomalies"\)} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #]&)], FontSize->9], (StyleForm[ #, FontSize -> 9]&)]], "Print"] }, Open ]] }, FrontEndVersion->"Macintosh 3.0", ScreenRectangle->{{0, 1152}, {0, 850}}, WindowSize->{520, 740}, WindowMargins->{{Automatic, 45}, {Automatic, 16}}, PrintingCopies->1, PrintingPageRange->{1, Automatic}, MacintoshSystemPageSetup->"\<\ 00<0004/0B`000002n88o?moogl" ] (*********************************************************************** Cached data follows. If you edit this Notebook file directly, not using Mathematica, you must remove the line containing CacheID at the top of the file. The cache data will then be recreated when you save this file from within Mathematica. ***********************************************************************) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[1731, 51, 50, 1, 26, "Input"], Cell[1784, 54, 2510, 68, 80, 586, 40, "GraphicsData", "PostScript", "Graphics"], Cell[4297, 124, 1617, 41, 78, "Print"], Cell[5917, 167, 35, 1, 23, "Print"], Cell[5955, 170, 2510, 68, 80, 586, 40, "GraphicsData", "PostScript", "Graphics"], Cell[8468, 240, 140, 4, 23, "Print"], Cell[8611, 246, 147, 4, 23, "Print"], Cell[8761, 252, 2510, 68, 80, 586, 40, "GraphicsData", "PostScript", "Graphics"], Cell[11274, 322, 147, 4, 23, "Print"], Cell[11424, 328, 139, 4, 23, "Print"], Cell[11566, 334, 72, 1, 23, "Print"], Cell[11641, 337, 1380, 33, 78, "Print"], Cell[13024, 372, 109, 2, 39, "Print"], Cell[13136, 376, 186, 6, 23, "Print"], Cell[13325, 384, 2510, 68, 80, 586, 40, "GraphicsData", "PostScript", "Graphics"], Cell[15838, 454, 138, 4, 23, "Print"], Cell[15979, 460, 65, 1, 23, "Print"], Cell[16047, 463, 10534, 226, 213, "Print"], Cell[26584, 691, 56, 1, 23, "Print"], Cell[26643, 694, 1422, 34, 78, "Print"], Cell[28068, 730, 97, 2, 23, "Print"], Cell[28168, 734, 854, 20, 66, "Print"], Cell[29025, 756, 2510, 68, 80, 586, 40, "GraphicsData", "PostScript", "Graphics"], Cell[31538, 826, 182, 5, 23, "Print"], Cell[31723, 833, 2510, 68, 80, 586, 40, "GraphicsData", "PostScript", "Graphics"], Cell[34236, 903, 723, 20, 38, "Print"], Cell[34962, 925, 65, 1, 23, "Print"], Cell[35030, 928, 1133, 29, 86, "Print"], Cell[36166, 959, 71, 1, 23, "Print"], Cell[36240, 962, 16059, 378, 162, "Print"], Cell[CellGroupData[{ Cell[52324, 1344, 20813, 734, 186, 9869, 596, "GraphicsData", "PostScript", "Graphics"], Cell[73140, 2080, 79233, 2515, 512, 39902, 2026, "GraphicsData", "PostScript", "Graphics"] }, Open ]], Cell[152388, 4598, 731, 19, 102, "Print"] }, Open ]] } ] *) (*********************************************************************** End of Mathematica Notebook file. ***********************************************************************)