diff --git a/Manuscript/CBD_D2h.pdf b/Manuscript/CBD_D2h.pdf index 6ce945d..91e62fc 100644 Binary files a/Manuscript/CBD_D2h.pdf and b/Manuscript/CBD_D2h.pdf differ diff --git a/Manuscript/CBD_D4h.pdf b/Manuscript/CBD_D4h.pdf index 4688666..b13e368 100644 Binary files a/Manuscript/CBD_D4h.pdf and b/Manuscript/CBD_D4h.pdf differ diff --git a/Manuscript/sfBSE.tex b/Manuscript/sfBSE.tex index 1ce3a62..02e7821 100644 --- a/Manuscript/sfBSE.tex +++ b/Manuscript/sfBSE.tex @@ -943,6 +943,9 @@ Now, looking at Table \ref{tab:CBD_D4h} which gathers the results for the square This is certainly due to the poor Hartree-Fock reference which lacks opposite-spin correlation and this issue could be potentially alleviated by using a better starting point for the $GW$ calculation, as discussed in Sec.~\ref{sec:compdet}. Nonetheless, it is pleasing to see that adding the dynamical correction in SF-dBSE@{\GOWO} not only improves the agreement with SF-ADC(3) but also retrieves the right state ordering. Then, CBD stands as an excellent example for which dynamical corrections are necessary to get the right chemistry at the SF-BSE level. +Another interesting feature is the wrong ordering of the $2\,{}^1A_{1g}$ and $1\,{}^1B_{2g}$ states at the SF-B3LYP, SF-BH\&HLYP, and SF-CIS levels which give the former higher in energy than the latter. +This issue does not appear at the SF-BSE, SF-ADC, and SF-EOM-SF-CCSD levels. + %%% FIG 3 %%% \begin{figure*} @@ -1001,8 +1004,8 @@ Then, CBD stands as an excellent example for which dynamical corrections are nec \cline{2-4} Method & $1\,{}^3A_{2g}$ & $2\,{}^1A_{1g}$ & $1\,{}^1B_{2g}$ \\ \hline - SF-TD-B3LYP\fnm[3] & $-0.020$ & $0.486$ & $0.547$ \\ - SF-TD-BH\&HLYP\fnm[3] & $0.048$ & $1.282$ & $1.465$ \\ + SF-TD-B3LYP\fnm[3] & $-0.020$ & $0.547$ & $0.486$ \\ + SF-TD-BH\&HLYP\fnm[3] & $0.048$ & $1.465$ & $1.282$ \\ SF-CIS\fnm[1] & $0.317$ & $3.125$ & $2.650$ \\ EOM-SF-CCSD\fnm[1] & $0.369$ & $1.824$ & $2.143$ \\ EOM-SF-CCSD(fT)\fnm[1] & $0.163$ & $1.530$ & $1.921$ \\ @@ -1040,7 +1043,8 @@ This project has received funding from the European Research Council (ERC) under %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% \section*{Supporting information available} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% -Additional graphs comparing (SF-)TD-BLYP, (SF-)TD-B3LYP, and (SF-)dBSE with EOM-CCSD for the \ce{H2} molecule, raw data associated with Fig.~\ref{fig:H2}, output files associated with all the calculations performed in the present article. +Additional graphs comparing (SF-)TD-BLYP, (SF-)TD-B3LYP, and (SF-)dBSE with EOM-CCSD for the \ce{H2} molecule and raw data associated with Fig.~\ref{fig:H2}. +%output files associated with all the calculations performed in the present article. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %\section*{Data availability statement} diff --git a/Notebooks/sf-BSE.nb b/Notebooks/sf-BSE.nb index e355fd1..ebf6871 100644 --- a/Notebooks/sf-BSE.nb +++ b/Notebooks/sf-BSE.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 616926, 11343] -NotebookOptionsPosition[ 611605, 11237] -NotebookOutlinePosition[ 611998, 11253] -CellTagsIndexPosition[ 611955, 11250] +NotebookDataLength[ 751502, 13548] +NotebookOptionsPosition[ 746139, 13442] +NotebookOutlinePosition[ 746532, 13458] +CellTagsIndexPosition[ 746489, 13455] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -95,7 +95,7 @@ Cell[BoxData[ 3.819301512936249*^9}, {3.819343258943349*^9, 3.8193432647115803`*^9}, { 3.819642298021214*^9, 3.8196423184462137`*^9}, {3.819907407865534*^9, 3.819907445312331*^9}}, - CellLabel->"In[42]:=",ExpressionUUID->"bda016e9-544d-4456-9dda-b9aed913691f"] + CellLabel->"In[3]:=",ExpressionUUID->"bda016e9-544d-4456-9dda-b9aed913691f"] }, Closed]], Cell[CellGroupData[{ @@ -3534,7 +3534,7 @@ Cell[BoxData["`"], "Input", 3.815733637549346*^9},ExpressionUUID->"6c844ecb-b918-4a0e-a374-\ 4156091e743e"] }, Open ]] -}, Open ]], +}, Closed]], Cell[CellGroupData[{ @@ -3593,7 +3593,7 @@ Cell[BoxData[ CellChangeTimes->{{3.819646448046678*^9, 3.819646463831727*^9}, { 3.819646500151936*^9, 3.81964650448241*^9}, {3.819907670630348*^9, 3.819907680355007*^9}, {3.819962436524386*^9, 3.819962471830098*^9}}, - CellLabel->"In[36]:=",ExpressionUUID->"65b4ca92-5fd9-4a50-aced-2bc20fc7a9f7"] + CellLabel->"In[4]:=",ExpressionUUID->"65b4ca92-5fd9-4a50-aced-2bc20fc7a9f7"] }, Open ]], Cell[CellGroupData[{ @@ -3615,8 +3615,8 @@ Cell[BoxData[ RowBox[{ RowBox[{"{", RowBox[{ - "\"\\"", ",", "\"\\"", ",", "\"\\"", - ",", "\"\\"", ",", + "\"\\"", ",", "\"\\"", ",", + "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\"In[16]:=",ExpressionUUID->"0bec3fce-e90f-4c21-b2c1-3c7b4c7cf7cb"], + 3.8196466485827103`*^9}, {3.819962444574202*^9, 3.8199624447437763`*^9}, { + 3.8201415101607637`*^9, + 3.820141512426489*^9}},ExpressionUUID->"0bec3fce-e90f-4c21-b2c1-\ +3c7b4c7cf7cb"], Cell[BoxData[ TagBox[ @@ -3779,7 +3781,7 @@ Cell[BoxData[{ RowBox[{"method", "=", RowBox[{"{", RowBox[{ - "\"\\"", ",", "\"\\"", ",", + "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", @@ -3789,9 +3791,9 @@ Cell[BoxData[{ RowBox[{"color", "=", RowBox[{"{", RowBox[{ - "Red", ",", "Red", ",", "Red", ",", "Purple", ",", "Blue", ",", "Blue", - ",", "Orange", ",", "Orange", ",", "Orange", ",", "Black", ",", "Black", - ",", "Black"}], "}"}]}], ";"}]}], "Input", + "Red", ",", "Red", ",", "Purple", ",", "Blue", ",", "Blue", ",", "Orange", + ",", "Orange", ",", "Orange", ",", "Black", ",", "Black", ",", + "Black"}], "}"}]}], ";"}]}], "Input", CellChangeTimes->{{3.815391447263088*^9, 3.8153915583696947`*^9}, { 3.815391622062799*^9, 3.81539162625043*^9}, {3.815392844211356*^9, 3.8153928836939*^9}, {3.815393092258647*^9, 3.815393132674279*^9}, { @@ -3812,8 +3814,8 @@ Cell[BoxData[{ 3.8196423436470823`*^9, 3.819642393755364*^9}, {3.819646550430759*^9, 3.819646591460052*^9}, {3.819646627951923*^9, 3.8196466795537367`*^9}, { 3.8196467383058643`*^9, 3.8196467434906883`*^9}, {3.819962447880218*^9, - 3.819962452835278*^9}}, - CellLabel->"In[52]:=",ExpressionUUID->"29710274-cf15-4806-b545-9188daf4d541"], + 3.819962452835278*^9}, {3.8201415157858543`*^9, 3.8201415232336483`*^9}}, + CellLabel->"In[5]:=",ExpressionUUID->"29710274-cf15-4806-b545-9188daf4d541"], Cell[CellGroupData[{ @@ -3919,8 +3921,8 @@ Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", - RowBox[{"5.5", ",", "7.5", ",", "11.5", ",", "17.5", ",", "23.5"}], - "}"}], ",", "Automatic"}], "}"}]}], ",", + RowBox[{"3.5", ",", "5.5", ",", "9.5", ",", "15.5"}], "}"}], ",", + "Automatic"}], "}"}]}], ",", RowBox[{"FrameTicks", "\[Rule]", RowBox[{"{", RowBox[{ @@ -3961,7 +3963,7 @@ Cell[BoxData[ RowBox[{"MaTeX", "[", RowBox[{"\"\<\\\\text{Excitation energy (eV)}\>\"", ",", RowBox[{"FontSize", "\[Rule]", "24"}]}], "]"}]}], "}"}]}], ",", - RowBox[{"ImageSize", "\[Rule]", "700"}]}], "]"}]], "Input", + RowBox[{"ImageSize", "\[Rule]", "600"}]}], "]"}]], "Input", CellChangeTimes->{{3.815391336607777*^9, 3.815391408970666*^9}, { 3.8153915765783*^9, 3.815391682768703*^9}, {3.815391770429269*^9, 3.815391859951474*^9}, {3.8153919192058363`*^9, 3.815392212228739*^9}, { @@ -3996,8 +3998,9 @@ Cell[BoxData[ 3.819646696546555*^9, {3.819646757710829*^9, 3.819646787268154*^9}, { 3.8196469381911163`*^9, 3.819646938496934*^9}, {3.819647391467989*^9, 3.8196473916167927`*^9}, {3.8199625969944963`*^9, 3.8199626185959787`*^9}, - 3.819962726387599*^9, {3.819962805959146*^9, 3.819962810893381*^9}}, - CellLabel->"In[56]:=",ExpressionUUID->"c7a92e78-4c4f-4ac9-a443-6c996f3e6f37"], + 3.819962726387599*^9, {3.819962805959146*^9, 3.819962810893381*^9}, { + 3.820141544928978*^9, 3.820141589224683*^9}}, + CellLabel->"In[17]:=",ExpressionUUID->"c7a92e78-4c4f-4ac9-a443-6c996f3e6f37"], Cell[BoxData[ GraphicsBox[{{{}, {{{}, {}, @@ -4006,56 +4009,56 @@ Cell[BoxData[ 0.01], LineBox[{{0.5, 1.75}, {2.5, 1.583}, {4.5, 1.521}, {6.5, 1.438}, {8.5, 1.403}, {10.5, 1.573}, {12.5, 1.576}, {14.5, 1.456}, { 16.5, 1.654}, {18.5, 1.516}, {20.5, 1.475}}]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01], LineBox[{{0.5, 2.26}, {2.5, 2.813}, {4.5, 3.836}, {6.5, 2.704}, {8.5, 2.883}, {10.5, 3.208}, {12.5, 3.141}, {14.5, 3.285}, { 16.5, 3.416}, {18.5, 3.26}, {20.5, 3.215}}]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01], LineBox[{{0.5, 4.094}, {2.5, 4.528}, {4.5, 5.499}, {6.5, 4.54}, {8.5, 4.621}, {10.5, 4.247}, {12.5, 3.796}, {14.5, 4.334}, { 16.5, 4.36}, {18.5, 4.205}, {20.5, 4.176}}]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {3}}]& ]}, { + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {3}}]& ]}, { TagBox[ {RGBColor[0.88, 1, 0.88], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {3}}]& ]}, { + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {3}}]& ]}, { TagBox[ {RGBColor[0.88, 1, 0.88], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, { + Annotation[#, {{Callout}, Charting`Private`Tag$13265, { 3}}]& ], {}, {}, {}, {}, {}, {}, {}}, { TagBox[ {RGBColor[0.88, 1, 0.88], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$13265, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$19219, { + Annotation[#, {{Callout}, Charting`Private`Tag$13265, { 3}}]& ], {}, {}, {}, {}, {}, {}, {}}}, {{{{}, {GraphicsGroupBox[{ {GrayLevel[1], AbsoluteThickness[4], Opacity[ NCache[ @@ -4267,7 +4270,7 @@ Cell[BoxData[ 0.9633905128392721, 4.094}, {0.9764298895948522, 4.094}, { 0.9894692663504322, 4.094}, {0.9959889547282221, 4.094}, { 0.9999007677548967, 4.094}}]}, - Annotation[#, "Charting`Private`Tag$19476#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13522#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[1, 0, 0], Thickness[Large], Opacity[1.], LineBox[{{2.0001938144381834`, 1.583}, {2.0043539446924807`, 1.583}, { @@ -4288,9 +4291,9 @@ Cell[BoxData[ 2.336224687191911, 4.528}, {2.543291522062439, 4.528}, { 2.7676944353838584`, 4.528}, {2.9920973487052778`, 4.528}, { 2.99898204934102, 4.528}, {2.999670519404595, 4.528}}]}, - Annotation[#, "Charting`Private`Tag$19520#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13566#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[1, 0, 0], Thickness[Large], Opacity[1.], + {RGBColor[0.5, 0, 0.5], Thickness[Large], Opacity[1.], LineBox[{{4.000061463830831, 1.521}, {4.003891521520098, 1.521}, { 4.010855262773306, 1.521}, {4.038710227786138, 1.521}, { 4.066565192798972, 1.521}, {4.177985052850305, 1.521}, { @@ -4318,9 +4321,9 @@ Cell[BoxData[ 4.960396356264317, 5.499}, {4.9731426342913805`, 5.499}, { 4.985888912318444, 5.499}, {4.992262051331976, 5.499}, { 4.998635190345508, 5.499}, {4.999909818148208, 5.499}}]}, - Annotation[#, "Charting`Private`Tag$19564#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13610#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[0.5, 0, 0.5], Thickness[Large], Opacity[1.], + {RGBColor[0, 0, 1], Thickness[Large], Opacity[1.], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQAWIQvV7RSzSYQcLBNG6XJw/Td3sO562nnjMj+Idau00F uRH8mhOJC6yEEHwzbgvuFEkEX15s4jZOMyTzFF8lrg9C8G+ZzdnxqxvBX+vj @@ -4340,7 +4343,7 @@ x+92FMEPqti05465JJz/bbFYVvEqBJ/nb8Cn/G4pOF8xrLsqJ0cazl+3Ttjm 4QIE34p9zt/Qqwh+rOw/3eJHCH6DcULchPcI/iS7id/kviH4SzwP9a39g+Dr nL9168t/BB8A+jOCrg== "]]}, - Annotation[#, "Charting`Private`Tag$19608#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13654#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[0, 0, 1], Thickness[Large], Opacity[1.], LineBox[CompressedData[" @@ -4362,9 +4365,9 @@ Z7OhmiKcP2959Lf1cQh+lc2/DL3pCP6LNv9FuZsR/LCLC26vOY/g95Z5Vpy5 i+Afkf4k8uY1gp+Q5/b49ycE/8+BWRu5fyH4Xq+OzJj8F8Fve22pdP8/gg8A T8CIbw== "]]}, - Annotation[#, "Charting`Private`Tag$19652#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13698#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[0, 0, 1], Thickness[Large], Opacity[1.], + {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], LineBox[{{10.00013626030438, 1.573}, {10.004369425142727`, 1.573}, { 10.017394547722244`, 1.573}, {10.030419670301763`, 1.573}, { 10.056469915460799`, 1.573}, {10.082520160619836`, 1.573}, { @@ -4392,7 +4395,7 @@ T8CIbw== 10.94889229857005, 4.247}, {10.976597991913238`, 4.247}, { 10.983524415249034`, 4.247}, {10.990450838584831`, 4.247}, { 10.99737726192063, 4.247}, {10.999801510088162`, 4.247}}]}, - Annotation[#, "Charting`Private`Tag$19696#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13742#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], LineBox[{{12.000305829518686`, 1.576}, {12.00485938108831, 1.576}, { @@ -4413,7 +4416,7 @@ T8CIbw== 12.911228151132807`, 3.796}, {12.966881064454228`, 3.796}, { 12.980794292784584`, 3.796}, {12.994707521114938`, 3.796}, { 12.99992498173882, 3.796}}]}, - Annotation[#, "Charting`Private`Tag$19740#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13786#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], LineBox[{{14.000014124851242`, 1.456}, {14.002878830217718`, 1.456}, { @@ -4440,10 +4443,9 @@ T8CIbw== 14.978413339686007`, 4.334}, {14.985400144680565`, 4.334}, { 14.992386949675122`, 4.334}, {14.99937375466968, 4.334}, { 14.999723094919425`, 4.334}}]}, - Annotation[#, "Charting`Private`Tag$19784#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13830#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], - LineBox[CompressedData[" + {GrayLevel[0], Thickness[Large], Opacity[1.], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQAWIQ/c2yg4WTwcBBIMJyy4myX/aKP+yWHUXi75m340oG E4If7mrEzMOC4H96vdpwPSuCr2E5v+8rB4If2zbptTUPgs/9QedynhqCvzPy +K6FDgj+A025teWVCD77r5L5vpsQfDvn2IzLZxD80h5Xw8jnCP6hefWLf71F @@ -4462,7 +4464,7 @@ fNdCBwT/gabc2vJKBJ/9V8l8300Ivp1zbMblMwh+aY+rYeRzBP/QvPrFv94i +AIbd4rO+YLgm++6du7NdwQ/7vDndtvfSP5xb3ry9A+C33pGwLHvH4LP3KX8 7dt/BB8A++ODZQ== "]]}, - Annotation[#, "Charting`Private`Tag$19828#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13874#1"]& ]}, {}}, {{{}, {}, TagBox[ {GrayLevel[0], Thickness[Large], Opacity[1.], LineBox[{{18.00021407592925, 1.516}, {18.00090298647108, 1.516}, { @@ -4483,7 +4485,7 @@ fNdCBwT/gabc2vJKBJ/9V8l8300Ivp1zbMblMwh+aY+rYeRzBP/QvPrFv94i 18.910196995772203`, 4.205}, {18.96224046938603, 4.205}, { 18.975251337789487`, 4.205}, {18.988262206192942`, 4.205}, { 18.99476764039467, 4.205}, {18.999971987756055`, 4.205}}]}, - Annotation[#, "Charting`Private`Tag$19872#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$13918#1"]& ]}, {}}, {{{}, {}, TagBox[ {GrayLevel[0], Thickness[Large], Opacity[1.], LineBox[{{20.000259811796724`, 1.475}, {20.00095174142148, 1.475}, { @@ -4501,7 +4503,7 @@ fNdCBwT/gabc2vJKBJ/9V8l8300Ivp1zbMblMwh+aY+rYeRzBP/QvPrFv94i 20.07014470389914, 4.176}, {20.12549907388127, 4.176}, { 20.33210977511782, 4.176}, {20.53872047635437, 4.176}, { 20.769360023891473`, 4.176}, {20.99999957142857, 4.176}}]}, - Annotation[#, "Charting`Private`Tag$19916#1"]& ]}, {}}}}, + Annotation[#, "Charting`Private`Tag$13962#1"]& ]}, {}}}}, AspectRatio->1, Axes->False, AxesLabel->{None, None}, @@ -4886,7 +4888,7 @@ HMoPb3OdyavgkGJ937+XPdthh0PTo+MRqvD4kwf5r17LAT1+AWTwySg= FormBox[ RotationBox[ GraphicsBox[{ - Thickness[0.008621432882145012], + Thickness[0.00819672131147541], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJZIIaxWZDYzDRkM0D5DBSqGQzuJIYNACGqApE= @@ -4972,33 +4974,38 @@ K70cJKZe4cx4pOowYyYQVHo5PE1ceM3kvIrDlG9s8TNsvBzuaMqu+T9Z2cG+ 48PcgyLf6wnnw/z/CWSOu4kDevgAAFNEgWw= "]}], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}}}, {{{61.66559999999998, 12.0344}, {61.66559999999998, + 12.907800000000002`}, {56.6797, 12.907800000000002`}, {56.6797, + 12.0344}, {61.66559999999998, 12.0344}}}], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, { 1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQAGIQfX8f3xxjrUAHU5u9QdMWqjvA+D4n2G1nm2o72Ohc -mfXsYICDvtZK4Qsueg7WIL5lgMOL4q2iv7v1HP6DwOYAhzMg4KPv0O31isWE -M9Bhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36+IADCP2LqcCE/nv3c -T384P6REZfr/Cz4YfJl5cZqnHUwdXFRLmWY1+ML5+2tlLdLnYPI3gtwTYwLn -f1i0XuGshTKcH84p1m6crwg3D8aH2YfOT08DAQVI+MgGwPkbHr6cuukAgg8L -T9+LE2P+Mas4oIc3APWinaA= - "], {{66.6922, 18.431299999999997`}, { - 66.6922, 16.921899999999994`}, {65.48129999999999, - 15.412500000000001`}, {63.33439999999999, - 15.412500000000001`}, {60.4734, 15.412500000000001`}, {60.4734, - 20.478099999999998`}, {60.4734, 21.1531}, { - 60.514099999999985`, 21.253100000000003`}, { - 61.307800000000015`, 21.253100000000003`}, {63.85159999999999, - 21.253100000000003`}, {65.8188, 21.253100000000003`}, {66.6922, - 19.6641}, {66.6922, 18.431299999999997`}}, {{ - 67.18909999999998, 11.835899999999999`}, {67.18909999999998, - 10.3859}, {66.05630000000001, 8.71719}, {63.890599999999985`, - 8.71719}, {61.307800000000015`, 8.71719}, {60.514099999999985`, - 8.71719}, {60.4734, 8.815629999999997}, {60.4734, - 9.490630000000001}, {60.4734, 15.0938}, {64.14999999999999, - 15.0938}, {66.19529999999999, 15.0938}, {67.18909999999998, - 13.285899999999998`}, {67.18909999999998, +1:eJxTTMoPSmViYGCQAGIQfX8f3xzjVUEOpjZ7g6YtVHeA8X1OsNvONtV2sNG5 +MuuZY5CDvtZK4Qsueg7WIP7OQIcXxVtFf3frOfwHAeMghzMg4KPv0O31isWk +M8hhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36uAOUfMYXwawLh/JAS +len/L/hj8GXmxWmedjB1WDzJitHXIQDOB7vfD5O/EeSeGBM4/8Oi9QpnLZTh +/HBOsXbjfEW4eTA+zD50fnoaCChAwmduIJy/4eHLqZscguB8WHj6XpwY849Z +xQE9vAH4ZqFv + "], {{72.6922, 18.431299999999997`}, {72.6922, + 16.921899999999994`}, {71.48129999999999, + 15.412500000000001`}, {69.3344, 15.412500000000001`}, { + 66.47340000000001, 15.412500000000001`}, {66.47340000000001, + 20.478099999999998`}, {66.47340000000001, 21.1531}, { + 66.51409999999998, 21.253100000000003`}, {67.3078, + 21.253100000000003`}, {69.8516, 21.253100000000003`}, {71.8188, + 21.253100000000003`}, {72.6922, 19.6641}, {72.6922, + 18.431299999999997`}}, {{73.18909999999998, + 11.835899999999999`}, {73.18909999999998, 10.3859}, { + 72.05630000000001, 8.71719}, {69.89059999999999, 8.71719}, { + 67.3078, 8.71719}, {66.51409999999998, 8.71719}, { + 66.47340000000001, 8.815629999999997}, {66.47340000000001, + 9.490630000000001}, {66.47340000000001, 15.0938}, { + 70.14999999999999, 15.0938}, {72.19529999999999, 15.0938}, { + 73.18909999999998, 13.285899999999998`}, {73.18909999999998, 11.835899999999999`}}}], FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, @@ -5006,51 +5013,52 @@ T9+LE2P+Mas4oIc3APWinaA= 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData[" -1:eJxd1HtIFEEcB/D1gfpHBKVlIZLvKy9X724lOwx+EmSakTtLdhQmSqdRiEEI -Qcr5qCxNCtE0M0uL7CGdaeYjSgsOJVOvl/YwukzriiBR0EIvu5l1Z6AfDMeH -Y2dnvvPbCczIQUY3juNcnCPROVydI3SiuH6wSAJjprO2qUCxzeDb8SJADTlp -nkNr/SXIn9cfGbJHwLUKvcvO6wjaoWi8z8CDvcPs9s1dguE3KT8j53loP5Fn -bUuXYKYl+XDtaBR1Fp7/hpZa0OESYM4jrSbJgWDMLy9duzsaVPj9pcy+25MX -1vgye0/HDWfeE2HZLnOlMUagLkv84S40aKkn0htGhF8aKBYTLhe8FMGvfv+G -AasG7pR9OMh9YSbrcTDHh+a61vogeHKqac+zlVrqQnfLOU01M95+jZ+OPm8/ -pJ6tTtXR+RXHbnxd+/Ujs5wLs7I+koekg673pQ7j3JKvCXDMcDN6cB8CDpdN -kPM/zfwc131m8+fvVa1eElzEdYZZyUexsj+yHjcJIsNveVt9NNCT7x+T9RbJ -FqIg4XhxZFIrgsqSk3tfjfHQjPdXgsCE+6Gfl/sj1dkPm34/PXCbB68/V7Pa -Upjz7z7IMG1GkNTvueVSFS/PLzCPWrKFAjUC+9H2VfNlvNwnYQiiYx+hC4XM -edPOheqZST4zEZCabfnbqkK0P8l64phJniZmcn5TzJ8eL6/TBUlQg/N6F07d -391Z7pGsog4eGZe4s0Fy3lYE8c2WJq4zgOahmOS5lXkHzm9EhEVcPYHyb5sI -k7g/h0Pk/7tFsOLv52EItODz6WUm8/cxk3OdZCZ5Lij9FEqdSSqMugV/2OUq -UOsrBkw2ERyzuba6Fevp/IqV70cxef68KPdXr4q6rjG4ayE+jJrs60qQfH+4 -IuiQ9IbFknVLfchM+mO1RK3cN1ON5oDBmGD4/z76B06TEgE= +1:eJxd1HtIU1EcB/DrA7WIqCwyJPK90ry67UoyDH7949KM1s5RR2CmNY1CEkIK +2vAxy8okEF+ZWmpkD0nRllqUWowkUxeVUhpMsbIICg0x1Gzn3t1zoB+cPz6M +e3bO9/zOCcw8pTd6cBzn5hyJzuHuHKHTloYh92QwZjkrXgGyHYbNXW8CIiA3 +3Xt4Sz0G86Imd3gmEm6Va9z2h2CwQtHUSwMPM11tHl+LMYy8T/kRtciDtdhk +75zEMNeuO1k7Fk2dTea/raIW1KQEWPBKr0kyY5jwN2WokmMgjPz/ama/vbol +v2pE7Tu7ZyRLiWDNgbYKY6xAXZr43VNoVFFPZzSOCj+VYDmYUF+gR+DfcHjH +oF0JraXjx7mjzOJ6zMza0Dz32goE/RdaUl9tUFEXetquKquZyfZr/NX0+5kT +EfPVaWo6v+y4ne9qv6Qx/ya5pDLL6xPzQGro+Xh52XjG5WYBzhruxAyNI+BI +OQQpfx9M/ZqUwNw++a2y4yKGa6QuMcv5yJb3N0vWY8EQFX7X175RCX3mrbHZ +BpeFaEg4Z4lKUmGoKDl/6O0EL+3PG0M+6YcBXuqPTwisuxaeH7vHg8+fm9md +o8zmB48y83sQJA14775eyUvzP2Qes+UIBfedeZy2blos5V19giAm7qm+qpDZ +RBaqYRbzmYuEtBzb344WRPtTXE8/s5jnCnM8Ob9c1s+OZ2vr1E0YakheH8Kp +Bx53l3npFNTBo1OIuxIk5a3DoG21tXDdATQP2WLfv0DU+0h+KQhWSPUGSuck +IPhM+nMkRPpdg8BO7s+TEOl8gFmcX8ssnquRWczTJPdTKHWWWGHU7eRilykg +QlM+mH8EwfJ8nqNu/XY6v2z5/sjuJd+vc/Vfn4K6rim4Z0kbRi3u70aQ9H4U +IehCGsNKyTZpvaswtdgfVczye/OrqS1gKDYY/n+P/gE8AgeO "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGIFIGYC4kjx7RcZ4sIcRHq8XrGUaDlIeAT8kXBH8F9s -X8/83CbMwUBrpfCFFjWHA7WyFuk6YQ7hnGLtxvmKDhMW/DB8FhQK5294+HLq -pjshcL6C48fkMysR/AA5sSzf5SEO913jHWctRPCr7/+4ZfxbCc6/IfTJ8XyY -CZwfAXInnyncPJl5cZqnHUwdmgI95zZwhcL5aSCghskHu/+IqYNndbO+z6cQ -B9UnzfPO7jJ1+MYWP8NnK4JfEM9+TrIRwd/aUnNhcySCD7ZPCMGfCQJvg+Hm -w/gw+0HeSHNFuHfnra6/qcGY/I16eYsZY0zg/A+L1iuctVCG82HhBzMPxofZ -h85PB3tcAaLfPgzOR49vAK7q0gM= +1:eJxTTMoPSmVmYGBgBGIFIGYC4gO1shbpT8IdRHq8XrGUaDnUrtuWVH8WwQ+Q +E8vyPRzuYKC1UvhCi5qD6pPmeWc3hTuEc4q1G+crOnxji5/hczMMzpfwCPgj +kYzgty0PP2VkgOBvbam5sFk3zOG+a7zjrIUIfvX9H7eMfyvB+TeEPjmeDzOB +8yPEt19k4DOFmyczL07ztIOpw4vt65mfT0Dwz4DAGkw+2P1HTB02PHw5dVNF +GMQfu0wdYnKP/ttkjeBfO5pr0sCO4Mu8fmQm9SAUzgfbNwPBZwCBklC4+TA+ +zP6KiBWmZ08j+AqOH5PP3MTkb9TLW8wYYwLnf1i0XuGshTKcDws/mHkwPsw+ +dH56GggoQPQfDYfz0eMbAJVW0f8= "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5YtWQqp5UNcTYRWvzAaGv AkM= "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJzIGYCYnVDjjUysyIdZObFaZ52MHWA8Q20VgpfOGLq -sL4oY+LbmkgH1SfN887uMnXYOPf98mPRCH7WnpLJEjYIvr1p3C5PGQRf6JPj -+bSXEXD+hAU/DJ+dioCbD+PD7Of8uSB986sIB8emR8dnWJs6GIPA7wiHmSDw -0wTOr/ttVXBuBoK/US9vMWOMicMZEPgS4WACljCBm9fj9YrF5KOxg7zjx+Qz -rBEOqWkgoOMQICeW5csd7nBLuibRqNTEASzMFO4gMfUKZ8YmE4eCePZzkozh -Dp82BGTP2o7gT5vAX2V2G8GHuR/sTl0Ef+etrr+p9ph8mP/B4SIWDg8fTatJ -p+tvhMH5TYGecxvWIfgioPDsRfBtdK7MeuaL4IP9ox8GNx/Gh9lfGbHC9Gw5 -gt+2PPyUUU+Yw99vpQ/mGJo6SHgE/JFYHOYQIb79IsM8EweZ14/MpPYA3b/8 -hYeevTac/2HReoWzFspwfjinWLtxvqLDkcvaqZLrEHyv6mZ9nzBMfjo4oBUg -8VQd7uA8oVkorUrB4Qdb/AyfvQj+hocvp256guCD3csTAeeD48Ufwd9fK2uR -XhIBNx/Gh9n/Yvt65ucSCL4wKDx5MfkPXOMdZyUqw/kw/y903fb5L0+kQ8Ga -7tsZDCYO1vf9e6fbRcLTq9jNc9+DmzHzE4wPAE3KZsM= +1:eJxTTMoPSmVmYGBgBGJzIGYCYnVDjjUyUtEOMvPiNE87mDrA+AZaK4UvHDF1 +WF+UMfHtnygH1SfN887uMnXYMPf98mO3EfyMPSWTJfYg+Pamcbs85yD4RxQ2 +FGVkIvg1IuvcH3pFwc2H8WH2L5kN1JEV5eDY9Oj4DGtTBxNjIKiOcpgJAj9N +4Py631YF52Yg+Bv18hYzxpg4nAGBkiiIuLEJ3Lwer1csJh+NHZ7/XvnxUmuk +Q2oaCOg4+MuJZfl2Rzjckq5JNCo1cQALN0U4SEy9wpmxycQhP579nGRjhMOn +DQHZs7Yj+NMm8FeZ3UbwYe4Hu3Mtgr/zVtff1P2YfJj/weEyLQIePppWk07X +RyD4TYGecxv0EHzhT47n03gRfBudK7OenQ2H8wNA/lkfDjcfxofZXxmxwvTs +dwS/bXn4KSOeCIe/30ofzDE0dRD3CPgjoRzhECG+/SLDPBOHLFD82kQ6yCx/ +4aFnrw3nf1i0XuGshTKcH84p1m6cr+gAjM0qET0E36u6Wd/nWgQGPx0c0AoO +4Gj6HeHgPKFZKK1KwSEqxfq+v20knP9SDZggUxB83ySBCMseBD+cT3fT3PMI +vsLtn3VZXyLh5sP4MPvNOx0Tns5A8L1BAr2Y/Aeu8Y6zEpXhfJj/F7hu+/y3 +J8qhYE337QwGEweb+/690/ch0qv4zXPfg5kx8xOMDwBmpWVO "]], FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, @@ -5058,38 +5066,37 @@ XhIBNx/Gh9n/Yvt65ucSCL4wKDx5MfkPXOMdZyUqw/kw/y903fb5L0+kQ8Ga 1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQBWIQ3eGY8PRCU4yD+NQrnBlKRg4wvtcJdtvZrCYOT3+v -/HiJN8bBQGul8IUjpg5rZKJSrNOj4Xx1Q441Mo8iMfgy8+I0TzuYOgTskGt9 -bRkF5+u0i908547J36iXt5gxxgTO/7BovcJZC2U4P5xTrN04XxFuHowPsw+d -n54GAgoOTy4o3f7JFuXgPKFZKK1KweG+f+/0PC8EP1+o+cCpQgT//fJj3uYz -EfzvwY+Xzr6D4G///PdKBWM03HwYH2Z/jb1p3K6VCPdtmAs0cTYmH+Y/GH/O -IuWdf9R14eEL45sYAwF3DJwPi58niQuvmdgbOKDHHwC0zrzT +1:eJxTTMoPSmViYGCQBWIQ3eGY8PQCU5yD+NQrnBlKRg4wvtcJdtvZrCYOT3+v +/HipN9bBQGul8IUjpg5rZKJSrJ/HwPnqhhxrZJKiMfgy8+I0TzuYOgTskGt9 +vRPB12kXu3nuOCZ/o17eYsYYEzj/w6L1CmctlOH8cE6xduN8Rbh5MD7MPnR+ +ehoIKDg8uaB0+2dbtIPzhGahtCoFh/v+vdPzTiH4+ULNB059RPDfLz/mbS4Z +A+d/D368dHYMgr/1898rFY0xcPNhfJj9Nfamcbs0EfwNc4EmSmPyYf6D8ecs +Ut75R10XHr4wvokxEHTHwvmw+HmSuPCaib2BA3r8AQB+Kr16 "], {{ - 112.53299999999997`, 18.134399999999996`}, { - 112.53299999999997`, 16.325}, {111.65899999999998`, - 14.995299999999999`}, {109.23399999999998`, - 14.995299999999999`}, {106.39399999999999`, - 14.995299999999999`}, {106.39399999999999`, - 20.478099999999998`}, {106.39399999999999`, 21.1531}, { - 106.43399999999997`, 21.253100000000003`}, { - 107.22800000000001`, 21.253100000000003`}, { - 109.23399999999998`, 21.253100000000003`}, { - 111.79799999999999`, 21.253100000000003`}, { - 112.53299999999997`, 19.782800000000005`}, { - 112.53299999999997`, 18.134399999999996`}}}]}, { - Thickness[0.008621432882145012]}, StripOnInput -> False]}, { - ImageSize -> {115.9869290161893, 25.902864259028643`}, + 118.53299999999997`, 18.134399999999996`}, { + 118.53299999999997`, 16.325}, {117.65899999999998`, + 14.995299999999999`}, {115.23399999999998`, + 14.995299999999999`}, {112.39399999999999`, + 14.995299999999999`}, {112.39399999999999`, + 20.478099999999998`}, {112.39399999999999`, 21.1531}, { + 112.43399999999997`, 21.253100000000003`}, { + 113.22800000000001`, 21.253100000000003`}, { + 115.23399999999998`, 21.253100000000003`}, { + 117.79799999999999`, 21.253100000000003`}, { + 118.53299999999997`, 19.782800000000005`}, { + 118.53299999999997`, 18.134399999999996`}}}]}, { + Thickness[0.00819672131147541]}, StripOnInput -> False]}, { + ImageSize -> {122.00216189290163`, 25.902864259028643`}, BaselinePosition -> Scaled[0.31538730769230766`], - ImageSize -> {116., 26.}, - PlotRange -> {{0., 115.99000000000001`}, {0., 25.9}}, AspectRatio -> - Automatic}], BoxRotation -> 1.5707963267948966`], + ImageSize -> {122., 26.}, PlotRange -> {{0., 122.}, {0., 25.9}}, + AspectRatio -> Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm]}, { NCache[ Rational[5, 2], 2.5], FormBox[ RotationBox[ GraphicsBox[{ - Thickness[0.006719526945303049], + Thickness[0.006458279514337381], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJZIIaxWZDYzDRkM0D5DBSqGQzuJIYNACGqApE= @@ -5175,48 +5182,53 @@ K70cJKZe4cx4pOowYyYQVHo5PE1ceM3kvIrDlG9s8TNsvBzuaMqu+T9Z2cG+ 48PcgyLf6wnnw/z/CWSOu4kDevgAAFNEgWw= "]}], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}}}, {{{61.66559999999998, 12.0344}, {61.66559999999998, + 12.907800000000002`}, {56.6797, 12.907800000000002`}, {56.6797, + 12.0344}, {61.66559999999998, 12.0344}}}], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, { 1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQAGIQfX8f3xxjrUAHU5u9QdMWqjvA+D4n2G1nm2o72Ohc -mfXsYICDvtZK4Qsueg7WIL5lgMOL4q2iv7v1HP6DwOYAhzMg4KPv0O31isWE -M9Bhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36+IADCP2LqcCE/nv3c -T384P6REZfr/Cz4YfJl5cZqnHUwdXFRLmWY1+ML5+2tlLdLnYPI3gtwTYwLn -f1i0XuGshTKcH84p1m6crwg3D8aH2YfOT08DAQVI+MgGwPkbHr6cuukAgg8L -T9+LE2P+Mas4oIc3APWinaA= - "], {{66.6922, 18.431299999999997`}, { - 66.6922, 16.921899999999994`}, {65.48129999999999, - 15.412500000000001`}, {63.33439999999999, - 15.412500000000001`}, {60.4734, 15.412500000000001`}, {60.4734, - 20.478099999999998`}, {60.4734, 21.1531}, { - 60.514099999999985`, 21.253100000000003`}, { - 61.307800000000015`, 21.253100000000003`}, {63.85159999999999, - 21.253100000000003`}, {65.8188, 21.253100000000003`}, {66.6922, - 19.6641}, {66.6922, 18.431299999999997`}}, {{ - 67.18909999999998, 11.835899999999999`}, {67.18909999999998, - 10.3859}, {66.05630000000001, 8.71719}, {63.890599999999985`, - 8.71719}, {61.307800000000015`, 8.71719}, {60.514099999999985`, - 8.71719}, {60.4734, 8.815629999999997}, {60.4734, - 9.490630000000001}, {60.4734, 15.0938}, {64.14999999999999, - 15.0938}, {66.19529999999999, 15.0938}, {67.18909999999998, - 13.285899999999998`}, {67.18909999999998, +1:eJxTTMoPSmViYGCQAGIQfX8f3xzjVUEOpjZ7g6YtVHeA8X1OsNvONtV2sNG5 +MuuZY5CDvtZK4Qsueg7WIP7OQIcXxVtFf3frOfwHAeMghzMg4KPv0O31isWk +M8hhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36uAOUfMYXwawLh/JAS +len/L/hj8GXmxWmedjB1WDzJitHXIQDOB7vfD5O/EeSeGBM4/8Oi9QpnLZTh +/HBOsXbjfEW4eTA+zD50fnoaCChAwmduIJy/4eHLqZscguB8WHj6XpwY849Z +xQE9vAH4ZqFv + "], {{72.6922, 18.431299999999997`}, {72.6922, + 16.921899999999994`}, {71.48129999999999, + 15.412500000000001`}, {69.3344, 15.412500000000001`}, { + 66.47340000000001, 15.412500000000001`}, {66.47340000000001, + 20.478099999999998`}, {66.47340000000001, 21.1531}, { + 66.51409999999998, 21.253100000000003`}, {67.3078, + 21.253100000000003`}, {69.8516, 21.253100000000003`}, {71.8188, + 21.253100000000003`}, {72.6922, 19.6641}, {72.6922, + 18.431299999999997`}}, {{73.18909999999998, + 11.835899999999999`}, {73.18909999999998, 10.3859}, { + 72.05630000000001, 8.71719}, {69.89059999999999, 8.71719}, { + 67.3078, 8.71719}, {66.51409999999998, 8.71719}, { + 66.47340000000001, 8.815629999999997}, {66.47340000000001, + 9.490630000000001}, {66.47340000000001, 15.0938}, { + 70.14999999999999, 15.0938}, {72.19529999999999, 15.0938}, { + 73.18909999999998, 13.285899999999998`}, {73.18909999999998, 11.835899999999999`}}}], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIFIAaxQYAJSjNCxZiR+MSKk6oXF5sWdg1m9wMAR/IC Ww== "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJHIGYCYqFPjufTpoY4pKeBgIIDjB/OKdZunK/osLWl -5sJmWwQ/Jvfov036mPwPi9YrnLVQhvM36uUtZowxgfNl5sVpnnYwhZsH48Ps -Q+cbaK0UvnDE1MFNtZRpVkGIg+qT5nlnd5k69Hi9YjHRRfAVHD8mn2FF8L2r -m/V97gXD+Wu6b2cwzEbwj1zWTpUsC4abD+PD7AebdxbBr4hYYXr2NiYf5j8Y -v4XXf/0UVn2HF9vXMz9PCMLgw9TD+DDz+hf8MHyWh+C/4d1nMPMYJh/mXnD4 -LQxC9W8cgj8BZJ4Zgn/1aK5JAz+CL/36kZnUmUA43xgElgfCzYfxYfavBoXf -fwQ/uERl+n+eIAw+zH8wPiw9wPiw9AIzD8aH2YfOh6VHmHudJzQLpVUpwP0D -48P8C+PDwgPGh4UXjA8LT5j5MD7Mflh8wPiw+ELnw/wH4z/P0v42/a8uPD2g -82HqYXyYebD0BuPD0iM6H+ZeWHpG8e89BB+WH2B8WH6B8WH5CcZHz/8Ampqp -FA== +1:eJxl008og2EcB/B3GweHXSYKO7yLJRabtleOz1I7zKTsHcragTZSswslFLXJ +wcoOanFY4kLRG0IpTtuJZSUnJUkmpHFYLv5sb32fp973qefwqaff7/n9nt9j +Gon0B3Ucx2lK21na2tI2fDmvQzUDZCxUXjyBB6tql+0REzmOzeeOzn3U/nDm +91BSu7Al8dmuRuqD9sltjd9BbUwFWi6JQOPByKe0rXW3OpcWiMs8rd0o+Ij5 +KZrKngkk7n6tcOwz887P0aslZvdc1OoJMO+t3I1zDczpG0uwrijS+DDyy/F6 +2f1mhnaE7LDaqA+O6fuktUoreTmVdPkHr8o4DyNeYvO74/mD+V1/YVt3iSrj +vnL/TCKtp6dc772XWo53wnybCTsWV5mNb4+d9R5me3k1e2l8GPnl/i0wi1NN +yb+42qgPxjzAmBfEg5FPacwj7tudiBpCszytB0a9MPoBo18w+on4MPLjPWC8 +l9KoD85PWIrJnzY6D0rjPIx4mDcY86g07ot5Rj2Ydxj/AcZ/gfGfYOX//wfr +BKr8 "]], FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, @@ -5226,85 +5238,86 @@ FA== 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 1, 3, 3}}}, {CompressedData[" -1:eJxFk3tIU1Ecx4eG9qAiLXykqNP5Zne6TWsp/TS0KZKm3nsukojirAhL0iBt -oaihBYKJr6aWFaRFpmg+krKHiflk4gOS/aFLTdMg+qMWPtbOjrv3B5fLh8P5 -vb7f45FxLVFlJRAIIkwf/qdmD+10hrJwIFp0w0ohAQuPDUa2XR6QwOxQtqzI -jYX4qfsXdrok8Hk6QOX0A3HcsbhW06nlufh8TFPRC55FSyUPJ67yHBY4o1mJ -QVx+C1vqLx11HVnO5Xlh4FCjtBZB6cH49uplimOZ1BTTYo6H+/sqbCRiSM7z -qjPeRLD1c/3DyaeBEHOrhIqLRKB8f9v1xLAfuUchGDXX94W9/5ovdlkhyDKH -N8k3x8ADHF+9wFGZsOU4yIB2ltmgGkTwxyatPi6KgbM4X4s/VDYbglZsmN38 -FJnnLkP6Twkm89QxsJT+eE52Wspx66pSbFzkOTyfbZW3yeDN/L1tVRkDI7i/ -cyFkvzKeu0vV2q41mmOXdX2IcyMNEcX64fpTco7JuZRjH6xDbDDE4n08o+F1 -qOFT5v4g8FNUjRWO02DE8UhM9BLTZJ7vvoTtaCjaVORMrvrA746EKxprGjZy -u49tjnlzXF12J2VaLeL4TGWJXZZCCOpXPRmFKhp6kxSsscyN6KPj2R/XT2Y4 -HsfRzMBCVFqE5oiQ6NHPgNSstxCiTGvV6Biwz6/Km5jxIH4TIu5+eQsaDS7n -2Xyu55nMx8KvJ+3uE6se8BfrGcRC3Bfb8Aa5iPjAmedvWB8HFjzn9EkCFyHR -fwgRHncHA+YKni1+s7AAxx4EOj/Xl0ZPT7KPZQb0rEPvFHgRn20zUF95uCAk -QET08UaQmaqLtu7b9WOB6f3MH1enXw8g/VUhkIe9S6z9GAg4jaDH5H+zn8WQ -k2Y76TSCwKFmZt+lSIr4cx4Rfd5SxA8GBJT/c3utjH/vlvf2H4A6xfk= +1:eJxFkwtIU2EUx8XCR2KWmpOaNKebT/Zwm+VMPCo+Gc00tu8OQxxqWlBRBj5m +irOEQFDTtFlpRmXgq9S0l5UVampMnEImqPORokYUhKa17t119x64XH58fN95 +/P/HU30+KcPaysoqAv+If+xcvmtbDwYOMZzL1lIBWHj4fWRrdp8AcrIq1zUN +GMjHKlP+dQrAR2jXwjxDs3ofCulKpFnP/rp5xZ9mzoL27uh3RHFooEG3NISo +9y1syT/v6jG0+ItmPHu4xA2DUkd5e/Uin2KxCI9xHsUDL3rLbQQ8SM7xrjVt +INheX30bcj8Q4gu0fFk/grg3hR5HB/yAuCZqR/DJnN8X7DYbT3eWIMg0Bxdm ++vbeFikQ3CLiizcw4hK33aMQ6CcUa/x6Dvy2Sa2TfVRCLPHeI3+oaNwQLl1T +7rzPJ/ux36lfFUT2w0CwkHZvUhwuorh5OY5nmqM5LA81S1rF8Hzq+t8MWwRD +RH3Hg6FjbqXmaZeS4u5Sjb4zm2bmqjH4IFMJESXGgbpQCcXkuYhiH0KHhCBI +IObBVULXkY3+9D1C8JNWDRfJlGAiooFH6tWmIPv55ktylQKKt6QXPi/7wM+O +xLM6rQLWLnUf2BrmUlxddlU1ruFQHFWhdc6UskHT9kxdtKiAnmQpMpUdhpOE +PilKiv2J/AaaR4hgIZiNTo3Q7WeTekgRqds4G6LxsepSELjkVeWMGjyh5ET8 +neImRN2fyF3hCu0wis1+VNPshNt1sA2DH03trNFlT5jF7R77BAPZoG1YvYQD +M/Ly2nM6mpmq9NCZWgy8Jo3JVkw2YDjKo3d4hAXEsdyRZovfLGyeqxbBtJ9H +i8nLi5xHBgIjYvSMgTfps0IEdRVO+cEBHFKfhwjST03H7Ord8eMffH+mDmnS +LgaQ9TljIDn2Ounmu0B4mXPDfXcw7n+zn3ngYB1Q5haPAaPGYJ8VyYcCvL05 +FUbq84oP8w/qP7ByMeD7P3bRi+l9t+zbf0xoxOk= "], {{ - 90.0156, 19.901600000000002`}, {90.0156, 19.2063}, { - 89.65780000000001, 18.212500000000002`}, {87.98910000000001, - 16.265600000000003`}, {87.61250000000001, - 17.299999999999997`}, {87.3938, 18.610899999999997`}, {87.3938, - 19.6828}, {87.3938, 21.431299999999997`}, {88.20780000000002, - 21.987499999999997`}, {88.84379999999999, - 21.987499999999997`}, {89.9563, 21.987499999999997`}, {90.0156, - 20.200000000000003`}, {90.0156, 19.901600000000002`}}, {{ - 90.65159999999999, 9.690629999999999}, {89.6781, - 8.776560000000002}, {88.60469999999998, 8.398439999999999}, { - 87.63130000000001, 8.398439999999999}, {86.02190000000002, - 8.398439999999999}, {85.32659999999998, 10.0484}, { - 85.32659999999998, 11.339100000000002`}, {85.32659999999998, - 12.1531}, {85.58589999999998, 12.9688}, {86.10159999999999, - 13.564099999999996`}, {87.33439999999999, - 14.975000000000001`}, {88.3078, 12.768799999999997`}, { - 89.71719999999999, 10.762499999999998`}, {90.65159999999999, + 96.01559999999999, 19.901600000000002`}, {96.01559999999999, + 19.2063}, {95.65780000000001, 18.212500000000002`}, { + 93.98910000000001, 16.265600000000003`}, {93.61250000000001, + 17.299999999999997`}, {93.3938, 18.610899999999997`}, {93.3938, + 19.6828}, {93.3938, 21.431299999999997`}, {94.20780000000002, + 21.987499999999997`}, {94.84379999999999, + 21.987499999999997`}, {95.9563, 21.987499999999997`}, { + 96.01559999999999, 20.200000000000003`}, {96.01559999999999, + 19.901600000000002`}}, {{96.65159999999999, + 9.690629999999999}, {95.6781, 8.776560000000002}, { + 94.60469999999998, 8.398439999999999}, {93.63130000000001, + 8.398439999999999}, {92.02190000000002, 8.398439999999999}, { + 91.32659999999998, 10.0484}, {91.32659999999998, + 11.339100000000002`}, {91.32659999999998, 12.1531}, { + 91.58589999999998, 12.9688}, {92.10159999999999, + 13.564099999999996`}, {93.33439999999999, + 14.975000000000001`}, {94.3078, 12.768799999999997`}, { + 95.71719999999999, 10.762499999999998`}, {96.65159999999999, 9.690629999999999}}}], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIFIAaxQYAJSjNCxZiR+MSKk6oXF5sWdg1m9wMAR/IC Ww== "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJHIGYCYnGWMD7dRdEO6WkgoOAA44dzirUb5ys6nFe6 -/bPOC8EXWef+sMoGk/9h0XqFsxbKcP5GvbzFjDEmcL7MvDjN0w6mcPNgfJh9 -6HwDrZXCF46YOviYdzom1EY7qD5pnnd2l6mDS3fO89+WCP6WE2X75gsh+P69 -0/OEXkfB+TrtYjfPLUfwa0AOaoqCmw/jw+wHm3cLwa/P2lMy+QUmH+Y/GL+F -13/9FFZ9B2ag8zflRmLwYephfJh5+08tdN1WjeCzr5GJSrmMyYe514OHSbt9 -XSSqf7MR/AMg85wRfHvTuF2eMgj+i+3rmZ/fiIDz/4PA5gi4+TA+zP6Nc98v -P8aNcE+eUPOBU5KYfJj/YHxYeoDxYekFZh6MD7MPnQ9LjzD3Ok9oFkqrUoD7 -B8aH+RfGh4UHjA8LLxgfFp4w82F8mP2w+IDxYfGFzof5D8Z/nqX9bfpfXXh6 -QOfD1MP4MPNg6Q3Gh6VHdD7MvbD0jOLf1wg+LD/A+LD8AuPD8hOMj57/AWhv -pow= +1:eJxl018oQ1EcB/BtCIWH0bzsYZsQsyG78eYshFIrCt3Nkhht2l5ELbxMLS0l +1FJMeJCSISlroUiahld5UrQk8aS0VnZX33PavbfOw6dOv3/3d7Qjnt6xHJlM +Jk8fc/oo0qc8t7/EoBsi4w7h0xB4oFDlb/JoyaPu5W8+ZqMuO+x89Ual/tkJ +a+ItFdTHRveu3GaiVofsNfeEo/Fg5BO7oXa/9OmGIz3Ni+bhlI1UvvlC8QhH +2gOTieQ58+nd9MXWCrNlKehWupjr/Krnh2rmWaEghY3Gh5E/E49nnnNGp1Yn +pEZ/8EKxJbyWV0+E8k++eIlxH0a8y9h2x1mSOf9AzY/2WSVGvV1FCr3faM3u +95OnzsS7Zm7l7JHuDWZhnO+DzDMfVY0FJp7Gh5H/aPN77zbA7FH6rmLrUqM/ +GPsAY18QD0Y+sbGPqLdt2ad0eDW0Hxj9wpgHjHnBmCfiw8iP/wHjf4mN/uCE +U/8bTBnoPoiN+zDiYd9g7KPYqBf7nNWvixnvAcZ7gfGeYPH7/wfZRZeY "]], FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGIFIGYC4hA+3U1zp8c5iPR4vWIp0XJIEIiw3NKA4Hvw -MGm3l8U5GGitFL7Qouawp2SyBEtanEM4p1i7cb6ig8g694dVPbFwfsuBUwtd -xRB89jUyUSmPY+B8007HhKcPYhzuu8Y7zlqI4Fff/3HL+LcSnH9D6JPj+TAT -OD9CfPtFBj5TuHky8+I0TzuYOmSAHOQSC+f/B4F4TD7Y/UdMHaY4d+c81451 -UH3SPO/sLlOHL3+vVLx8FwPnL5l9RGHDLgRf9Oa578GTEXywfT4IPsg51uox -cPNhfJj9Ty4o3f5Zh+AvcN32+W8PJn+jXt5ixhgTOP/DovUKZy2U4XxY+MHM -g/Fh9qHz09NAQMFBRv+uCltlHJyPHt8AmHXXfQ== +1:eJxTTMoPSmVmYGBgBGIFIGYCYu12sZvnuBMcRHq8XrGUaDkYcKyRiWJA8D14 +mLTbv8U7GGitFL7Qouawp2SyBMuzeIdwTrF243xFB5F17g+reBD8lgOnFrpO +i4Pz2YHGpSQj+KadjglPE+Ic7rvGO85aiOBX3/9xy/i3Epx/Q+iT4/kwEzg/ +Qnz7RQY+U7h5MvPiNE87mDpkgBx0BMH/DwL3Mflg9x8xdZji3J3zfHWcg+qT +5nlnd5k6fPl7peJlHoK/ZPYRhQ1WCL7ozXPfg4URfLB9Z2LhfJBzrJfHws2H +8WH2P7mgdPvnPwR/geu2z3954jD4G/XyFjPGmMD5HxatVzhroQznw8IPZh6M +D7MPnZ+eBgIKDjL6d1XYfsbD+ejxDQBxANdd "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5YtWQqp5UNcTYRWvzAaGv AkM= "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJzIGYCYp1Nc98vf5bgIDMvTvO0g6kDjG+gtVL4whFT -h4+XfJMEbiQ4qD5pnnd2l6lDccbEtzXHEfzz34MfL92O4FtuOVG2bzmC/3sl -0IQ+BP/64gJbrnqE+TA+zP7s50AdQPWOTY+Oz7A2dTAGgekJDjNB4KcJnF/3 -26rg3AwEf6Ne3mLGGBOH/yAwOcHBBCxhAjevx+sVi8lHY4fe6XlCzTIJDqlp -IKDj4MHDpN1uF+9wS7om0ajUxEGg+cCphabxDhJTr3BmbDJxsDWN2+VpEu/w -aUNA9qztCP60CfxVZrcRfJj7XbZ9/nslAcEHBcf8Ikw+zP8u3TnPf3vGw8Nn -/6mFrtu4Efwae6AFD+Pg/NqsPSWTDyD4IOeLNSL455Vu/6xLioObD+PD7I/d -5cnDtBrBb5jq3J2zP87h77fSB3MMTR1agN53vRbnECG+/SLDPBOHOe+XH/N+ -D3T/8hceevbacP6HResVzloow/nhnGLtxvmKDg+qRNa5P0TwtwKDo6ITk58O -Dn8FSDysi3dwntAslFal4NADip8PCD6/LjBBcifA+SDnbZNH8I8obCjKcETw -gaFx81xwAtx8GB9mvwkwunjUEHxQ8HoqYPIfuMY7zkpUhvNh/s8GBr/EggSH -gjXdtzMYTBzMOx0Tnu5ApFcVtsapzrcx8xOMDwD7BHu2 +1:eJxTTMoPSmVmYGBgBGJzIGYCYp1Nc98vX5boIDMvTvO0g6kDjG+gtVL4whFT +h4+XfJMEZiQ6qD5pnnd2l6lDccbEtzXtCP7578GPl5Yj+JZbTpTtS0fwf68E +muCH4F9fXGDLZY8wH8aH2Z/9HKgDqN6x6dHxGdamDsYgEJ7oMBMEfprA+XW/ +rQrOzUDwN+rlLWaMMXH4DwLBiQ4mYAkTuHk9Xq9YTD4aO/ROzxNqvpPgkJoG +AjoOKmyNU53jExxuSdckGpWaOHQ4Jjy9EJXgIDH1CmfGJhOH+VL6d1WA/E8b +ArJnbUfwp03grzK7jeDD3K98+2ddVgGCH51ifd+/EpMP8/9C122f/6YkwMMn +/ukFpduuCP5+kAUGCL69adwuTwUEnxXo/G4GBP+8EtABj+Lh5sP4MPuBrmVr +FEW458ApoAvkExz+fit9MMfQ1AHkfSXtBIcI8e0XGeaZQOJ3O1D98hceevba +cP6HResVzloow/nhnGLtxvmKDsDYvL54A4IPCo49LZj8dHD4K0Dib3qCg/OE +ZqG0KgWH497mnY47EHx+XWCCPI3gg917H8E/orChKIMxEc7Xbhe7eU44EW4+ +jA+z3wQYfDzPEO4Bh+cDTP4D13jHWYnKcD7M/9l7SiZLJCQ6FKzpvp3BYOIA +dG3C0wpEegWnp9mY+QnGBwBM73dA "]], FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, @@ -5312,29 +5325,28 @@ gjXdtzMYTBzMOx0Tnu5ApFcVtsapzrcx8xOMDwD7BHu2 1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQBWIQHb/Lk4cpOslBfOoVzgwlIwcY3+sEu+1sVhOHnul5 -Qs0KSQ4GWiuFLxwxdXi//Ji3+dlEOF9n09z3y7kw+TLz4jRPO5g6HP6qEdNv -huDr31Vha7TF5G/Uy1vMGGMC539YtF7hrIUynB/OKdZunK8INw/Gh9mHzk9P -AwEFB24m7XYx2UQH5wnNQmlVCg4djglPL9gh+BeUbv+sC0LwJ76tsTdNQ/Cn -OnfnPG9H8EsmS7CEzUKYD+PD7A+33HKiLA/BL84AmpiOyYf5D8afs0h55x91 -XXj4wvjGICCfBOfD4udJ4sJrJvYGDujxBwCd3K+H +1:eJxTTMoPSmViYGCQBWIQHb/Lk4dJOtlBfOoVzgwlIwcY3+sEu+1sVhOHnul5 +Qs0PkhwMtFYKXzhi6vB++TFv814EX2fT3PfLTyVi8GXmxWmedjB1OPxVI6b/ +G4Kvf1eFrfEvJn+jXt5ixhgTOP/DovUKZy2U4fxwTrF243xFuHkwPsw+dH56 +GggoOHAzabeL3U10cJ7QLJRWpeDQ4Zjw9MI/BP+C0u2fdUJJcP7EtzX2pmoI +/lTn7pzn7gh+yWQJlrCoJLj5MD7M/nDLLSfK9BD84gygieqYfJj/YPw5i5R3 +/lHXhYcvjG8MAvcRfFj8PElceM3E3sABPf4AOwi2Vg== "], {{ - 145.33299999999997`, 18.134399999999996`}, { - 145.33299999999997`, 16.325}, {144.45899999999997`, - 14.995299999999999`}, {142.03399999999996`, - 14.995299999999999`}, {139.194, 14.995299999999999`}, {139.194, - 20.478099999999998`}, {139.194, 21.1531}, {139.234, - 21.253100000000003`}, {140.028, 21.253100000000003`}, { - 142.03399999999996`, 21.253100000000003`}, { - 144.59799999999998`, 21.253100000000003`}, { - 145.33299999999997`, 19.782800000000005`}, { - 145.33299999999997`, 18.134399999999996`}}}]}, { - Thickness[0.006719526945303049]}, StripOnInput -> False]}, { - ImageSize -> {148.81980572851805`, 25.902864259028643`}, + 151.33299999999997`, 18.134399999999996`}, { + 151.33299999999997`, 16.325}, {150.45899999999997`, + 14.995299999999999`}, {148.03399999999996`, + 14.995299999999999`}, {145.194, 14.995299999999999`}, {145.194, + 20.478099999999998`}, {145.194, 21.1531}, {145.234, + 21.253100000000003`}, {146.028, 21.253100000000003`}, { + 148.03399999999996`, 21.253100000000003`}, { + 150.59799999999998`, 21.253100000000003`}, { + 151.33299999999997`, 19.782800000000005`}, { + 151.33299999999997`, 18.134399999999996`}}}]}, { + Thickness[0.006458279514337381]}, StripOnInput -> False]}, { + ImageSize -> {154.8350485678705, 25.902864259028643`}, BaselinePosition -> Scaled[0.31538730769230766`], - ImageSize -> {149., 26.}, - PlotRange -> {{0., 148.82000000000002`}, {0., 25.9}}, AspectRatio -> - Automatic}], BoxRotation -> 1.5707963267948966`], + ImageSize -> {155., 26.}, PlotRange -> {{0., 154.84}, {0., 25.9}}, + AspectRatio -> Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm]}, { NCache[ Rational[9, 2], 4.5], @@ -5998,7 +6010,6 @@ kD0KiPSJnl4BeZIswg== 0}}}, {{{28.265599999999996`, 12.0344}, {28.265599999999996`, 12.907800000000002`}, {23.2797, 12.907800000000002`}, {23.2797, 12.0344}, {28.265599999999996`, 12.0344}}}], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, @@ -6040,6 +6051,7 @@ L70cJKZe4cx4pOowYyYQ7PRyeJq48JrJeRWHKd/Y4mfUeDnc0ZRd83+ysoN9 3zXecdZCBL/6/o9bxr+V4Pwt5j8OpVSZwPmNLEf7DdVN4ebJzIvTPO1gCrcP xoe5B8a/AZI/6wnnw/z/CWSOu4kDevgAADOBhis= "]}], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -6068,7 +6080,6 @@ b2EI8Q93kEMLyEOqenC+zwl229mhWnD+DoemR8cr1B1ebF/P/FwkCCI+X8mh x+sVi0kilP9fysG7ulnfZ16Qw5u23G6j3UIOzYGecxvYgh3sSxxrT9/hhLsf xoeFD4wP839/RLc/owEi/mDxCQDbaOdd "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, @@ -6367,6 +6378,7 @@ MfjFW0V/n+4zhKtH53vsr5W1OK4Pt6+F5Wi/Ybke3D0wPsy96PzCNd23MwpM 4HzbyogVprKm8PCAxX8Lr//6KU/14fyDbcvDTzUZofFN4Xyw+29C09VvY4cC kD0KiPSJnl4BeZIswg== "]], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{28.265599999999996`, 12.0344}, {28.265599999999996`, 12.907800000000002`}, {23.2797, 12.907800000000002`}, {23.2797, @@ -6465,7 +6477,6 @@ ns+RIOn3hyKY8PvzNEg6nw5mkr+H+S2Oj8zkPZuT5ymYOoNECHUbLqxEASlZ xr/tYyL8seVYajZsp/lly++PbPJ8oSjt+4WCuqYh8Mnv+BBqsr/bAdL9YROh S9Tol4u2SfUaEDWZD3cdtXzfzDe0+g3FBsL/99E/0xEQ6A== "]], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData[" @@ -6577,7 +6588,6 @@ gLjfFZNfvFX09+k+Q7h6dL7H/lpZi+P6cPtaWI72G5brwd0D48Pci84vXNN9 O6PABM63rYxYYSprCg8PWPw/FpE9+TQfjS8ciMq/jODXgtz/MtBh+gT+KrPf xg7+cmJZvr8D4ekTPb0CANTcH3E= "]], - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{78.0656, 12.0344}, {78.0656, 12.907800000000002`}, { 73.07969999999999, 12.907800000000002`}, {73.07969999999999, @@ -7168,11 +7178,11 @@ LdiX2gd17+oUSLwZKMHjr+bThoDsKjUH9PgFAIEE1Ok= PlotRange -> {{0., 168.45000000000002`}, {0., 25.9}}, AspectRatio -> Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm]}}, None}}, - GridLines->{{5.5, 7.5, 11.5, 17.5, 23.5}, Automatic}, + GridLines->{{3.5, 5.5, 9.5, 15.5}, Automatic}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->{{All, 80.72806505188336}, {All, All}}, - ImageSize->700, + ImageSize->600, Method->{ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ @@ -7352,8 +7362,9 @@ U3NNcNibX/N25lJlh8kSLGF8pQkOb4q3iv721oLH33JQfCUaOKDHLwDRnN+4 3.819646787971656*^9}, {3.819647394554101*^9, 3.819647399335992*^9}, 3.819907699038183*^9, {3.819962472617558*^9, 3.819962479765641*^9}, { 3.8199625975885477`*^9, 3.819962619300218*^9}, {3.819962727124105*^9, - 3.819962736567018*^9}, 3.8199628141899347`*^9}, - CellLabel->"Out[56]=",ExpressionUUID->"610d2102-e899-42e7-a3b1-478c48322909"] + 3.819962736567018*^9}, 3.8199628141899347`*^9, {3.820141542543476*^9, + 3.820141589868449*^9}}, + CellLabel->"Out[17]=",ExpressionUUID->"6330aa9d-430d-43d6-8814-3b9635e54e8f"] }, Open ]], Cell[BoxData["`"], "Input", @@ -7416,7 +7427,7 @@ Cell[BoxData[ 3.819646905722116*^9}, {3.8196470886809883`*^9, 3.819647227933207*^9}, { 3.819907702001574*^9, 3.8199077450455313`*^9}, {3.8199626332067213`*^9, 3.81996263462192*^9}}, - CellLabel->"In[27]:=",ExpressionUUID->"8c4d20d8-cd5c-470d-b1c0-1b195896be2e"] + CellLabel->"In[19]:=",ExpressionUUID->"8c4d20d8-cd5c-470d-b1c0-1b195896be2e"] }, Open ]], Cell[CellGroupData[{ @@ -7438,8 +7449,8 @@ Cell[BoxData[ RowBox[{ RowBox[{"{", RowBox[{ - "\"\\"", ",", "\"\\"", ",", "\"\\"", - ",", "\"\\"", ",", + "\"\\"", ",", "\"\\"", ",", + "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\"In[28]:=",ExpressionUUID->"06693319-f83f-4d2a-87db-bd4127a295f6"], + 3.819962643314237*^9}, 3.8201411413354397`*^9}, + CellLabel->"In[20]:=",ExpressionUUID->"06693319-f83f-4d2a-87db-bd4127a295f6"], Cell[BoxData[ TagBox[ @@ -7495,7 +7506,7 @@ Cell[BoxData[ HoldForm], RowBox[{"-", "0.02`"}], "0.486`", "0.547`"}, { - TagBox["\<\"SF-TDBHHLYP\"\>", + TagBox["\<\"SF-TD-BHHLYP\"\>", HoldForm], "0.048`", "1.282`", "1.465`"}, { TagBox["\<\"SF-CIS\"\>", @@ -7543,7 +7554,7 @@ Cell[BoxData[ TableForm[ BoxForm`e$, TableHeadings -> {{ - "State", "SF-TDB3LYP", "SF-TDBHHLYP", "SF-CIS", + "State", "SF-TDB3LYP", "SF-TD-BHHLYP", "SF-CIS", "SF-BSE@\!\(\*SubscriptBox[\(G\), \(0\)]\)\!\(\*SubscriptBox[\(W\), \ \(0\)]\)", "SF-dBSE@\!\(\*SubscriptBox[\(G\), \(0\)]\)\!\(\*SubscriptBox[\(W\), \ @@ -7572,10 +7583,11 @@ Cell[BoxData[ 3.8196454711571827`*^9, 3.819645533823764*^9, 3.819645599680789*^9, 3.819645809040119*^9, {3.819646438793252*^9, 3.819646465865361*^9}, 3.819646506259068*^9, 3.819646653088477*^9, 3.819647230776791*^9, - 3.819647371344472*^9, 3.819907747775659*^9, 3.819962643612113*^9}, + 3.819647371344472*^9, 3.819907747775659*^9, 3.819962643612113*^9, + 3.820141620880076*^9}, CellLabel-> - "Out[28]//TableForm=",ExpressionUUID->"52b58b6c-7c96-4a07-af40-\ -0a6693b1b29c"] + "Out[20]//TableForm=",ExpressionUUID->"8d405469-fee2-4627-8945-\ +58af9e794045"] }, Open ]] }, Open ]], @@ -7605,7 +7617,7 @@ Cell[BoxData[{ RowBox[{"method", "=", RowBox[{"{", RowBox[{ - "\"\\"", ",", "\"\\"", ",", + "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", @@ -7615,9 +7627,9 @@ Cell[BoxData[{ RowBox[{"color", "=", RowBox[{"{", RowBox[{ - "Red", ",", "Red", ",", "Red", ",", "Purple", ",", "Blue", ",", "Blue", - ",", "Orange", ",", "Orange", ",", "Orange", ",", "Black", ",", "Black", - ",", "Black"}], "}"}]}], ";"}]}], "Input", + "Red", ",", "Red", ",", "Purple", ",", "Blue", ",", "Blue", ",", "Orange", + ",", "Orange", ",", "Orange", ",", "Black", ",", "Black", ",", + "Black"}], "}"}]}], ";"}]}], "Input", CellChangeTimes->{{3.815391447263088*^9, 3.8153915583696947`*^9}, { 3.815391622062799*^9, 3.81539162625043*^9}, {3.815392844211356*^9, 3.8153928836939*^9}, {3.815393092258647*^9, 3.815393132674279*^9}, { @@ -7638,8 +7650,10 @@ Cell[BoxData[{ 3.8196423436470823`*^9, 3.819642393755364*^9}, {3.819646550430759*^9, 3.819646591460052*^9}, {3.819646627951923*^9, 3.8196466795537367`*^9}, { 3.8196467383058643`*^9, 3.8196467434906883`*^9}, {3.819646916536297*^9, - 3.819646917992199*^9}, {3.819962646966827*^9, 3.819962649494356*^9}}, - CellLabel->"In[57]:=",ExpressionUUID->"aeac8ccc-a308-4b9c-a5cb-691a78092e93"], + 3.819646917992199*^9}, {3.819962646966827*^9, 3.819962649494356*^9}, { + 3.8201411317424927`*^9, 3.8201411336242037`*^9}, {3.8201416268813877`*^9, + 3.820141627040201*^9}}, + CellLabel->"In[25]:=",ExpressionUUID->"aeac8ccc-a308-4b9c-a5cb-691a78092e93"], Cell[CellGroupData[{ @@ -7746,8 +7760,8 @@ Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", - RowBox[{"5.5", ",", "7.5", ",", "11.5", ",", "17.5", ",", "23.5"}], - "}"}], ",", "Automatic"}], "}"}]}], ",", + RowBox[{"3.5", ",", "5.5", ",", "9.5", ",", "15.5"}], "}"}], ",", + "Automatic"}], "}"}]}], ",", RowBox[{"FrameTicks", "\[Rule]", RowBox[{"{", RowBox[{ @@ -7788,7 +7802,7 @@ Cell[BoxData[ RowBox[{"MaTeX", "[", RowBox[{"\"\<\\\\text{Excitation energy (eV)}\>\"", ",", RowBox[{"FontSize", "\[Rule]", "24"}]}], "]"}]}], "}"}]}], ",", - RowBox[{"ImageSize", "\[Rule]", "700"}]}], "]"}]], "Input", + RowBox[{"ImageSize", "\[Rule]", "600"}]}], "]"}]], "Input", CellChangeTimes->{{3.815391336607777*^9, 3.815391408970666*^9}, { 3.8153915765783*^9, 3.815391682768703*^9}, {3.815391770429269*^9, 3.815391859951474*^9}, {3.8153919192058363`*^9, 3.815392212228739*^9}, { @@ -7823,8 +7837,9 @@ Cell[BoxData[ 3.819646696546555*^9, {3.819646757710829*^9, 3.819646787268154*^9}, { 3.819646932584414*^9, 3.819646932968816*^9}, {3.819647244288086*^9, 3.819647273351171*^9}, {3.8196473633487263`*^9, 3.81964738318417*^9}, { - 3.819962658965933*^9, 3.819962660588591*^9}, 3.819962833255712*^9}, - CellLabel->"In[61]:=",ExpressionUUID->"bc0a04ab-bbe5-40d6-927a-42e602d61c66"], + 3.819962658965933*^9, 3.819962660588591*^9}, 3.819962833255712*^9, { + 3.820141609355431*^9, 3.8201416335225143`*^9}}, + CellLabel->"In[30]:=",ExpressionUUID->"bc0a04ab-bbe5-40d6-927a-42e602d61c66"], Cell[BoxData[ GraphicsBox[{{{}, {{{}, {}, @@ -7833,56 +7848,56 @@ Cell[BoxData[ 0.01], LineBox[{{0.5, -0.02}, {2.5, 0.048}, {4.5, 0.317}, { 6.5, -0.049}, {8.5, 0.012}, {10.5, 0.265}, {12.5, 0.217}, {14.5, 0.083}, {16.5, 0.369}, {18.5, 0.163}, {20.5, 0.098}}]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01], LineBox[{{0.5, 0.486}, {2.5, 1.282}, {4.5, 3.125}, {6.5, 1.189}, {8.5, 1.507}, {10.5, 1.658}, {12.5, 1.123}, {14.5, 1.621}, { 16.5, 1.824}, {18.5, 1.53}, {20.5, 1.456}}]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01], LineBox[{{0.5, 0.547}, {2.5, 1.465}, {4.5, 2.65}, {6.5, 1.48}, {8.5, 1.841}, {10.5, 1.904}, {12.5, 1.799}, {14.5, 1.93}, { 16.5, 2.143}, {18.5, 1.921}, {20.5, 1.853}}]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {3}}]& ]}, { + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {3}}]& ]}, { TagBox[ {RGBColor[0.88, 1, 0.88], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {3}}]& ]}, { + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {3}}]& ]}, { TagBox[ {RGBColor[0.88, 1, 0.88], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, { + Annotation[#, {{Callout}, Charting`Private`Tag$15868, { 3}}]& ], {}, {}, {}, {}, {}, {}, {}}, { TagBox[ {RGBColor[0.88, 1, 0.88], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {1}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {1}}]& ], TagBox[ {RGBColor[1, 0.9, 0.8], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, {2}}]& ], + Annotation[#, {{Callout}, Charting`Private`Tag$15868, {2}}]& ], TagBox[ {RGBColor[1, 0.85, 0.85], PointSize[0.012833333333333334`], Thickness[ 0.01]}, - Annotation[#, {{Callout}, Charting`Private`Tag$20006, { + Annotation[#, {{Callout}, Charting`Private`Tag$15868, { 3}}]& ], {}, {}, {}, {}, {}, {}, {}}}, {{{{}, {GraphicsGroupBox[{ {GrayLevel[1], AbsoluteThickness[4], Opacity[ NCache[ @@ -8094,7 +8109,7 @@ Cell[BoxData[ 0.9633905128392721, 0.547}, {0.9764298895948522, 0.547}, { 0.9894692663504322, 0.547}, {0.9959889547282221, 0.547}, { 0.9999007677548967, 0.547}}]}, - Annotation[#, "Charting`Private`Tag$20265#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16127#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[1, 0, 0], Thickness[Large], Opacity[1.], LineBox[{{2.0001938144381834`, 0.048}, {2.0043539446924807`, 0.048}, { @@ -8115,9 +8130,9 @@ Cell[BoxData[ 2.336224687191911, 1.465}, {2.543291522062439, 1.465}, { 2.7676944353838584`, 1.465}, {2.9920973487052778`, 1.465}, { 2.99898204934102, 1.465}, {2.999670519404595, 1.465}}]}, - Annotation[#, "Charting`Private`Tag$20309#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16171#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[1, 0, 0], Thickness[Large], Opacity[1.], + {RGBColor[0.5, 0, 0.5], Thickness[Large], Opacity[1.], LineBox[{{4.000061463830831, 0.317}, {4.003891521520098, 0.317}, { 4.010855262773306, 0.317}, {4.038710227786138, 0.317}, { 4.066565192798972, 0.317}, {4.177985052850305, 0.317}, { @@ -8145,9 +8160,9 @@ Cell[BoxData[ 4.960396356264317, 2.65}, {4.9731426342913805`, 2.65}, { 4.985888912318444, 2.65}, {4.992262051331976, 2.65}, { 4.998635190345508, 2.65}, {4.999909818148208, 2.65}}]}, - Annotation[#, "Charting`Private`Tag$20353#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16215#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[0.5, 0, 0.5], Thickness[Large], Opacity[1.], + {RGBColor[0, 0, 1], Thickness[Large], Opacity[1.], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQAWIQvV7RSzSYQcLBi4dJu11s5X4O562nnjMj+Idau00F uRH8mhOJC6yEEHwzbgvuFEkEX15s4jZOMyTzFF8lrg9C8G+ZzdnxqxvBX+vj @@ -8167,7 +8182,7 @@ H7/bUQQ/qGLTnjvmknD+t8ViWcWrEHyevwGf8rul4HzFsO6qnBxpOH/dOmGb hwsQfCv2OX9DryL4sbL/dIsfIfgNxglxE94j+JPsJn6T+4bgL/E81Lf2D4Kv c/7WrS//EXwATVaW6g== "]]}, - Annotation[#, "Charting`Private`Tag$20397#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16259#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[0, 0, 1], Thickness[Large], Opacity[1.], LineBox[CompressedData[" @@ -8189,9 +8204,9 @@ nc2Gaopw/rzl0d/WxyH4VTb/MvSmI/gv2vwX5W5G8MMuLri95jyC31vmWXHm LoJ/RPqTyJvXCH5Cntvj358Q/D8HZm3k/oXge706MmPyXwS/7bWl0v3/CD4A bwinmw== "]]}, - Annotation[#, "Charting`Private`Tag$20441#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16303#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[0, 0, 1], Thickness[Large], Opacity[1.], + {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], LineBox[{{10.00013626030438, 0.265}, {10.004369425142727`, 0.265}, { 10.017394547722244`, 0.265}, {10.030419670301763`, 0.265}, { 10.056469915460799`, 0.265}, {10.082520160619836`, 0.265}, { @@ -8219,7 +8234,7 @@ bwinmw== 10.94889229857005, 1.904}, {10.976597991913238`, 1.904}, { 10.983524415249034`, 1.904}, {10.990450838584831`, 1.904}, { 10.99737726192063, 1.904}, {10.999801510088162`, 1.904}}]}, - Annotation[#, "Charting`Private`Tag$20485#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16347#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], LineBox[{{12.000305829518686`, 0.217}, {12.00485938108831, 0.217}, { @@ -8240,7 +8255,7 @@ bwinmw== 12.911228151132807`, 1.799}, {12.966881064454228`, 1.799}, { 12.980794292784584`, 1.799}, {12.994707521114938`, 1.799}, { 12.99992498173882, 1.799}}]}, - Annotation[#, "Charting`Private`Tag$20529#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16391#1"]& ]}, {}}, {{{}, {}, TagBox[ {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], LineBox[{{14.000014124851242`, 0.083}, {14.002878830217718`, 0.083}, { @@ -8267,10 +8282,9 @@ bwinmw== 14.978413339686007`, 1.93}, {14.985400144680565`, 1.93}, { 14.992386949675122`, 1.93}, {14.99937375466968, 1.93}, { 14.999723094919425`, 1.93}}]}, - Annotation[#, "Charting`Private`Tag$20573#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16435#1"]& ]}, {}}, {{{}, {}, TagBox[ - {RGBColor[1, 0.5, 0], Thickness[Large], Opacity[1.], - LineBox[CompressedData[" + {GrayLevel[0], Thickness[Large], Opacity[1.], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQAWIQ/c2yg4WTwcCBJYxPd9Pc6/aKP+yWHUXi75m340oG E4If7mrEzMOC4H96vdpwPSuCr2E5v+8rB4If2zbptTUPgs/9QedynhqCvzPy +K6FDgj+A025teWVCD77r5L5vpsQfDvn2IzLZxD80h5Xw8jnCP6hefWLf71F @@ -8289,7 +8303,7 @@ E4If7mrEzMOC4H96vdpwPSuCr2E5v+8rB4If2zbptTUPgs/9QedynhqCvzPy 8AU27hSd8wXBN9917dyb7wh+3OHP7ba/kfzj3vTk6R8Ev/WMgGPfPwSfuUv5 27f/CD4AoquCiQ== "]]}, - Annotation[#, "Charting`Private`Tag$20617#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16479#1"]& ]}, {}}, {{{}, {}, TagBox[ {GrayLevel[0], Thickness[Large], Opacity[1.], LineBox[{{18.00021407592925, 0.163}, {18.00090298647108, 0.163}, { @@ -8310,7 +8324,7 @@ E4If7mrEzMOC4H96vdpwPSuCr2E5v+8rB4If2zbptTUPgs/9QedynhqCvzPy 18.910196995772203`, 1.921}, {18.96224046938603, 1.921}, { 18.975251337789487`, 1.921}, {18.988262206192942`, 1.921}, { 18.99476764039467, 1.921}, {18.999971987756055`, 1.921}}]}, - Annotation[#, "Charting`Private`Tag$20661#1"]& ]}, {}}, {{{}, {}, + Annotation[#, "Charting`Private`Tag$16523#1"]& ]}, {}}, {{{}, {}, TagBox[ {GrayLevel[0], Thickness[Large], Opacity[1.], LineBox[{{20.000259811796724`, 0.098}, {20.00095174142148, 0.098}, { @@ -8328,7 +8342,7 @@ E4If7mrEzMOC4H96vdpwPSuCr2E5v+8rB4If2zbptTUPgs/9QedynhqCvzPy 20.07014470389914, 1.853}, {20.12549907388127, 1.853}, { 20.33210977511782, 1.853}, {20.53872047635437, 1.853}, { 20.769360023891473`, 1.853}, {20.99999957142857, 1.853}}]}, - Annotation[#, "Charting`Private`Tag$20705#1"]& ]}, {}}}}, + Annotation[#, "Charting`Private`Tag$16567#1"]& ]}, {}}}}, AspectRatio->1, Axes->False, AxesLabel->{None, None}, @@ -8713,7 +8727,7 @@ HMoPb3OdyavgkGJ937+XPdthh0PTo+MRqvD4kwf5r17LAT1+AWTwySg= FormBox[ RotationBox[ GraphicsBox[{ - Thickness[0.008621432882145012], + Thickness[0.00819672131147541], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJZIIaxWZDYzDRkM0D5DBSqGQzuJIYNACGqApE= @@ -8799,33 +8813,38 @@ K70cJKZe4cx4pOowYyYQVHo5PE1ceM3kvIrDlG9s8TNsvBzuaMqu+T9Z2cG+ 48PcgyLf6wnnw/z/CWSOu4kDevgAAFNEgWw= "]}], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}}}, {{{61.66559999999998, 12.0344}, {61.66559999999998, + 12.907800000000002`}, {56.6797, 12.907800000000002`}, {56.6797, + 12.0344}, {61.66559999999998, 12.0344}}}], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, { 1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQAGIQfX8f3xxjrUAHU5u9QdMWqjvA+D4n2G1nm2o72Ohc -mfXsYICDvtZK4Qsueg7WIL5lgMOL4q2iv7v1HP6DwOYAhzMg4KPv0O31isWE -M9Bhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36+IADCP2LqcCE/nv3c -T384P6REZfr/Cz4YfJl5cZqnHUwdXFRLmWY1+ML5+2tlLdLnYPI3gtwTYwLn -f1i0XuGshTKcH84p1m6crwg3D8aH2YfOT08DAQVI+MgGwPkbHr6cuukAgg8L -T9+LE2P+Mas4oIc3APWinaA= - "], {{66.6922, 18.431299999999997`}, { - 66.6922, 16.921899999999994`}, {65.48129999999999, - 15.412500000000001`}, {63.33439999999999, - 15.412500000000001`}, {60.4734, 15.412500000000001`}, {60.4734, - 20.478099999999998`}, {60.4734, 21.1531}, { - 60.514099999999985`, 21.253100000000003`}, { - 61.307800000000015`, 21.253100000000003`}, {63.85159999999999, - 21.253100000000003`}, {65.8188, 21.253100000000003`}, {66.6922, - 19.6641}, {66.6922, 18.431299999999997`}}, {{ - 67.18909999999998, 11.835899999999999`}, {67.18909999999998, - 10.3859}, {66.05630000000001, 8.71719}, {63.890599999999985`, - 8.71719}, {61.307800000000015`, 8.71719}, {60.514099999999985`, - 8.71719}, {60.4734, 8.815629999999997}, {60.4734, - 9.490630000000001}, {60.4734, 15.0938}, {64.14999999999999, - 15.0938}, {66.19529999999999, 15.0938}, {67.18909999999998, - 13.285899999999998`}, {67.18909999999998, +1:eJxTTMoPSmViYGCQAGIQfX8f3xzjVUEOpjZ7g6YtVHeA8X1OsNvONtV2sNG5 +MuuZY5CDvtZK4Qsueg7WIP7OQIcXxVtFf3frOfwHAeMghzMg4KPv0O31isWk +M8hhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36uAOUfMYXwawLh/JAS +len/L/hj8GXmxWmedjB1WDzJitHXIQDOB7vfD5O/EeSeGBM4/8Oi9QpnLZTh +/HBOsXbjfEW4eTA+zD50fnoaCChAwmduIJy/4eHLqZscguB8WHj6XpwY849Z +xQE9vAH4ZqFv + "], {{72.6922, 18.431299999999997`}, {72.6922, + 16.921899999999994`}, {71.48129999999999, + 15.412500000000001`}, {69.3344, 15.412500000000001`}, { + 66.47340000000001, 15.412500000000001`}, {66.47340000000001, + 20.478099999999998`}, {66.47340000000001, 21.1531}, { + 66.51409999999998, 21.253100000000003`}, {67.3078, + 21.253100000000003`}, {69.8516, 21.253100000000003`}, {71.8188, + 21.253100000000003`}, {72.6922, 19.6641}, {72.6922, + 18.431299999999997`}}, {{73.18909999999998, + 11.835899999999999`}, {73.18909999999998, 10.3859}, { + 72.05630000000001, 8.71719}, {69.89059999999999, 8.71719}, { + 67.3078, 8.71719}, {66.51409999999998, 8.71719}, { + 66.47340000000001, 8.815629999999997}, {66.47340000000001, + 9.490630000000001}, {66.47340000000001, 15.0938}, { + 70.14999999999999, 15.0938}, {72.19529999999999, 15.0938}, { + 73.18909999999998, 13.285899999999998`}, {73.18909999999998, 11.835899999999999`}}}], FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, @@ -8833,91 +8852,89 @@ T9+LE2P+Mas4oIc3APWinaA= 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData[" -1:eJxd1HtIFEEcB/D1gfpHBKVlIZLvKy9X724lOwx+EmSakTtLdhQmSqdRiEEI -Qcr5qCxNCtE0M0uL7CGdaeYjSgsOJVOvl/YwukzriiBR0EIvu5l1Z6AfDMeH -Y2dnvvPbCczIQUY3juNcnCPROVydI3SiuH6wSAJjprO2qUCxzeDb8SJADTlp -nkNr/SXIn9cfGbJHwLUKvcvO6wjaoWi8z8CDvcPs9s1dguE3KT8j53loP5Fn -bUuXYKYl+XDtaBR1Fp7/hpZa0OESYM4jrSbJgWDMLy9duzsaVPj9pcy+25MX -1vgye0/HDWfeE2HZLnOlMUagLkv84S40aKkn0htGhF8aKBYTLhe8FMGvfv+G -AasG7pR9OMh9YSbrcTDHh+a61vogeHKqac+zlVrqQnfLOU01M95+jZ+OPm8/ -pJ6tTtXR+RXHbnxd+/Ujs5wLs7I+koekg673pQ7j3JKvCXDMcDN6cB8CDpdN -kPM/zfwc131m8+fvVa1eElzEdYZZyUexsj+yHjcJIsNveVt9NNCT7x+T9RbJ -FqIg4XhxZFIrgsqSk3tfjfHQjPdXgsCE+6Gfl/sj1dkPm34/PXCbB68/V7Pa -Upjz7z7IMG1GkNTvueVSFS/PLzCPWrKFAjUC+9H2VfNlvNwnYQiiYx+hC4XM -edPOheqZST4zEZCabfnbqkK0P8l64phJniZmcn5TzJ8eL6/TBUlQg/N6F07d -391Z7pGsog4eGZe4s0Fy3lYE8c2WJq4zgOahmOS5lXkHzm9EhEVcPYHyb5sI -k7g/h0Pk/7tFsOLv52EItODz6WUm8/cxk3OdZCZ5Lij9FEqdSSqMugV/2OUq -UOsrBkw2ERyzuba6Fevp/IqV70cxef68KPdXr4q6rjG4ayE+jJrs60qQfH+4 -IuiQ9IbFknVLfchM+mO1RK3cN1ON5oDBmGD4/z76B06TEgE= +1:eJxd1HtIU1EcB/DrA7WIqCwyJPK90ry67UoyDH7949KM1s5RR2CmNY1CEkIK +2vAxy8okEF+ZWmpkD0nRllqUWowkUxeVUhpMsbIICg0x1Gzn3t1zoB+cPz6M +e3bO9/zOCcw8pTd6cBzn5hyJzuHuHKHTloYh92QwZjkrXgGyHYbNXW8CIiA3 +3Xt4Sz0G86Imd3gmEm6Va9z2h2CwQtHUSwMPM11tHl+LMYy8T/kRtciDtdhk +75zEMNeuO1k7Fk2dTea/raIW1KQEWPBKr0kyY5jwN2WokmMgjPz/ama/vbol +v2pE7Tu7ZyRLiWDNgbYKY6xAXZr43VNoVFFPZzSOCj+VYDmYUF+gR+DfcHjH +oF0JraXjx7mjzOJ6zMza0Dz32goE/RdaUl9tUFEXetquKquZyfZr/NX0+5kT +EfPVaWo6v+y4ne9qv6Qx/ya5pDLL6xPzQGro+Xh52XjG5WYBzhruxAyNI+BI +OQQpfx9M/ZqUwNw++a2y4yKGa6QuMcv5yJb3N0vWY8EQFX7X175RCX3mrbHZ +BpeFaEg4Z4lKUmGoKDl/6O0EL+3PG0M+6YcBXuqPTwisuxaeH7vHg8+fm9md +o8zmB48y83sQJA14775eyUvzP2Qes+UIBfedeZy2blos5V19giAm7qm+qpDZ +RBaqYRbzmYuEtBzb344WRPtTXE8/s5jnCnM8Ob9c1s+OZ2vr1E0YakheH8Kp +Bx53l3npFNTBo1OIuxIk5a3DoG21tXDdATQP2WLfv0DU+0h+KQhWSPUGSuck +IPhM+nMkRPpdg8BO7s+TEOl8gFmcX8ssnquRWczTJPdTKHWWWGHU7eRilykg +QlM+mH8EwfJ8nqNu/XY6v2z5/sjuJd+vc/Vfn4K6rim4Z0kbRi3u70aQ9H4U +IehCGsNKyTZpvaswtdgfVczye/OrqS1gKDYY/n+P/gE8AgeO "]], FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGIFIGYC4kjx7RcZ4sIcRHq8XrGUaDlIeAT8kXBH8F9s -X8/83CbMwUBrpfCFFjWHA7WyFuk6YQ7hnGLtxvmKDhMW/DB8FhQK5294+HLq -pjshcL6C48fkMysR/AA5sSzf5SEO913jHWctRPCr7/+4ZfxbCc6/IfTJ8XyY -CZwfAXInnyncPJl5cZqnHUwdmgI95zZwhcL5aSCghskHu/+IqYNndbO+z6cQ -B9UnzfPO7jJ1+MYWP8NnK4JfEM9+TrIRwd/aUnNhcySCD7ZPCMGfCQJvg+Hm -w/gw+0HeSHNFuHfnra6/qcGY/I16eYsZY0zg/A+L1iuctVCG82HhBzMPxofZ -h85PB3tcAaLfPgzOR49vAK7q0gM= +1:eJxTTMoPSmVmYGBgBGIFIGYC4gO1shbpT8IdRHq8XrGUaDnUrtuWVH8WwQ+Q +E8vyPRzuYKC1UvhCi5qD6pPmeWc3hTuEc4q1G+crOnxji5/hczMMzpfwCPgj +kYzgty0PP2VkgOBvbam5sFk3zOG+a7zjrIUIfvX9H7eMfyvB+TeEPjmeDzOB +8yPEt19k4DOFmyczL07ztIOpw4vt65mfT0Dwz4DAGkw+2P1HTB02PHw5dVNF +GMQfu0wdYnKP/ttkjeBfO5pr0sCO4Mu8fmQm9SAUzgfbNwPBZwCBklC4+TA+ +zP6KiBWmZ08j+AqOH5PP3MTkb9TLW8wYYwLnf1i0XuGshTKcDws/mHkwPsw+ +dH56GggoQPQfDYfz0eMbAJVW0f8= "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5YtWQqp5UNcTYRWvzAaGv AkM= "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJzIGYCYnVDjjUysyIdZObFaZ52MHWA8Q20VgpfOGLq -sL4oY+LbmkgH1SfN887uMnXYOPf98mPRCH7WnpLJEjYIvr1p3C5PGQRf6JPj -+bSXEXD+hAU/DJ+dioCbD+PD7Of8uSB986sIB8emR8dnWJs6GIPA7wiHmSDw -0wTOr/ttVXBuBoK/US9vMWOMicMZEPgS4WACljCBm9fj9YrF5KOxg7zjx+Qz -rBEOqWkgoOMQICeW5csd7nBLuibRqNTEASzMFO4gMfUKZ8YmE4eCePZzkozh -Dp82BGTP2o7gT5vAX2V2G8GHuR/sTl0Ef+etrr+p9ph8mP/B4SIWDg8fTatJ -p+tvhMH5TYGecxvWIfgioPDsRfBtdK7MeuaL4IP9ox8GNx/Gh9lfGbHC9Gw5 -gt+2PPyUUU+Yw99vpQ/mGJo6SHgE/JFYHOYQIb79IsM8EweZ14/MpPYA3b/8 -hYeevTac/2HReoWzFspwfjinWLtxvqLDkcvaqZLrEHyv6mZ9nzBMfjo4oBUg -8VQd7uA8oVkorUrB4Qdb/AyfvQj+hocvp256guCD3csTAeeD48Ufwd9fK2uR -XhIBNx/Gh9n/Yvt65ucSCL4wKDx5MfkPXOMdZyUqw/kw/y903fb5L0+kQ8Ga -7tsZDCYO1vf9e6fbRcLTq9jNc9+DmzHzE4wPAE3KZsM= +1:eJxTTMoPSmVmYGBgBGJzIGYCYnVDjjUyUtEOMvPiNE87mDrA+AZaK4UvHDF1 +WF+UMfHtnygH1SfN887uMnXYMPf98mO3EfyMPSWTJfYg+Pamcbs85yD4RxQ2 +FGVkIvg1IuvcH3pFwc2H8WH2L5kN1JEV5eDY9Oj4DGtTBxNjIKiOcpgJAj9N +4Py631YF52Yg+Bv18hYzxpg4nAGBkiiIuLEJ3Lwer1csJh+NHZ7/XvnxUmuk +Q2oaCOg4+MuJZfl2Rzjckq5JNCo1cQALN0U4SEy9wpmxycQhP579nGRjhMOn +DQHZs7Yj+NMm8FeZ3UbwYe4Hu3Mtgr/zVtff1P2YfJj/weEyLQIePppWk07X +RyD4TYGecxv0EHzhT47n03gRfBudK7OenQ2H8wNA/lkfDjcfxofZXxmxwvTs +dwS/bXn4KSOeCIe/30ofzDE0dRD3CPgjoRzhECG+/SLDPBOHLFD82kQ6yCx/ +4aFnrw3nf1i0XuGshTKcH84p1m6cr+gAjM0qET0E36u6Wd/nWgQGPx0c0AoO +4Gj6HeHgPKFZKK1KwSEqxfq+v20knP9SDZggUxB83ySBCMseBD+cT3fT3PMI +vsLtn3VZXyLh5sP4MPvNOx0Tns5A8L1BAr2Y/Aeu8Y6zEpXhfJj/F7hu+/y3 +J8qhYE337QwGEweb+/690/ch0qv4zXPfg5kx8xOMDwBmpWVO "]], - FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQBWIQ3eGY8PRCU4yD+NQrnBlKRg4wvtcJdtvZrCYOT3+v -/HiJN8bBQGul8IUjpg5rZKJSrNOj4Xx1Q441Mo8iMfgy8+I0TzuYOgTskGt9 -bRkF5+u0i908547J36iXt5gxxgTO/7BovcJZC2U4P5xTrN04XxFuHowPsw+d -n54GAgoOTy4o3f7JFuXgPKFZKK1KweG+f+/0PC8EP1+o+cCpQgT//fJj3uYz -EfzvwY+Xzr6D4G///PdKBWM03HwYH2Z/jb1p3K6VCPdtmAs0cTYmH+Y/GH/O -IuWdf9R14eEL45sYAwF3DJwPi58niQuvmdgbOKDHHwC0zrzT +1:eJxTTMoPSmViYGCQBWIQ3eGY8PQCU5yD+NQrnBlKRg4wvtcJdtvZrCYOT3+v +/HipN9bBQGul8IUjpg5rZKJSrJ/HwPnqhhxrZJKiMfgy8+I0TzuYOgTskGt9 +vRPB12kXu3nuOCZ/o17eYsYYEzj/w6L1CmctlOH8cE6xduN8Rbh5MD7MPnR+ +ehoIKDg8uaB0+2dbtIPzhGahtCoFh/v+vdPzTiH4+ULNB059RPDfLz/mbS4Z +A+d/D368dHYMgr/1898rFY0xcPNhfJj9Nfamcbs0EfwNc4EmSmPyYf6D8ecs +Ut75R10XHr4wvokxEHTHwvmw+HmSuPCaib2BA3r8AQB+Kr16 "], {{ - 112.53299999999997`, 18.134399999999996`}, { - 112.53299999999997`, 16.325}, {111.65899999999998`, - 14.995299999999999`}, {109.23399999999998`, - 14.995299999999999`}, {106.39399999999999`, - 14.995299999999999`}, {106.39399999999999`, - 20.478099999999998`}, {106.39399999999999`, 21.1531}, { - 106.43399999999997`, 21.253100000000003`}, { - 107.22800000000001`, 21.253100000000003`}, { - 109.23399999999998`, 21.253100000000003`}, { - 111.79799999999999`, 21.253100000000003`}, { - 112.53299999999997`, 19.782800000000005`}, { - 112.53299999999997`, 18.134399999999996`}}}]}, { - Thickness[0.008621432882145012]}, StripOnInput -> False]}, { - ImageSize -> {115.9869290161893, 25.902864259028643`}, + 118.53299999999997`, 18.134399999999996`}, { + 118.53299999999997`, 16.325}, {117.65899999999998`, + 14.995299999999999`}, {115.23399999999998`, + 14.995299999999999`}, {112.39399999999999`, + 14.995299999999999`}, {112.39399999999999`, + 20.478099999999998`}, {112.39399999999999`, 21.1531}, { + 112.43399999999997`, 21.253100000000003`}, { + 113.22800000000001`, 21.253100000000003`}, { + 115.23399999999998`, 21.253100000000003`}, { + 117.79799999999999`, 21.253100000000003`}, { + 118.53299999999997`, 19.782800000000005`}, { + 118.53299999999997`, 18.134399999999996`}}}]}, { + Thickness[0.00819672131147541]}, StripOnInput -> False]}, { + ImageSize -> {122.00216189290163`, 25.902864259028643`}, BaselinePosition -> Scaled[0.31538730769230766`], - ImageSize -> {116., 26.}, - PlotRange -> {{0., 115.99000000000001`}, {0., 25.9}}, AspectRatio -> - Automatic}], BoxRotation -> 1.5707963267948966`], + ImageSize -> {122., 26.}, PlotRange -> {{0., 122.}, {0., 25.9}}, + AspectRatio -> Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm]}, { NCache[ Rational[5, 2], 2.5], FormBox[ RotationBox[ GraphicsBox[{ - Thickness[0.006719526945303049], + Thickness[0.006458279514337381], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGJZIIaxWZDYzDRkM0D5DBSqGQzuJIYNACGqApE= @@ -8960,6 +8977,7 @@ MfjFW0V/n+4zhKtH53vsr5W1OK4Pt6+F5Wi/Ybke3D0wPsy96PzCNd23MwpM 4HzbyogVprKm8PCAxX8Lr//6KU/14fyDbcvDTzUZofFN4Xyw+29C09VvY4cC kD0KiPSJnl4BeZIswg== "]], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{28.265599999999996`, 12.0344}, {28.265599999999996`, 12.907800000000002`}, {23.2797, 12.907800000000002`}, {23.2797, @@ -9002,48 +9020,53 @@ K70cJKZe4cx4pOowYyYQVHo5PE1ceM3kvIrDlG9s8TNsvBzuaMqu+T9Z2cG+ 48PcgyLf6wnnw/z/CWSOu4kDevgAAFNEgWw= "]}], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}}}, {{{61.66559999999998, 12.0344}, {61.66559999999998, + 12.907800000000002`}, {56.6797, 12.907800000000002`}, {56.6797, + 12.0344}, {61.66559999999998, 12.0344}}}], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, { 1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQAGIQfX8f3xxjrUAHU5u9QdMWqjvA+D4n2G1nm2o72Ohc -mfXsYICDvtZK4Qsueg7WIL5lgMOL4q2iv7v1HP6DwOYAhzMg4KPv0O31isWE -M9Bhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36+IADCP2LqcCE/nv3c -T384P6REZfr/Cz4YfJl5cZqnHUwdXFRLmWY1+ML5+2tlLdLnYPI3gtwTYwLn -f1i0XuGshTKcH84p1m6crwg3D8aH2YfOT08DAQVI+MgGwPkbHr6cuukAgg8L -T9+LE2P+Mas4oIc3APWinaA= - "], {{66.6922, 18.431299999999997`}, { - 66.6922, 16.921899999999994`}, {65.48129999999999, - 15.412500000000001`}, {63.33439999999999, - 15.412500000000001`}, {60.4734, 15.412500000000001`}, {60.4734, - 20.478099999999998`}, {60.4734, 21.1531}, { - 60.514099999999985`, 21.253100000000003`}, { - 61.307800000000015`, 21.253100000000003`}, {63.85159999999999, - 21.253100000000003`}, {65.8188, 21.253100000000003`}, {66.6922, - 19.6641}, {66.6922, 18.431299999999997`}}, {{ - 67.18909999999998, 11.835899999999999`}, {67.18909999999998, - 10.3859}, {66.05630000000001, 8.71719}, {63.890599999999985`, - 8.71719}, {61.307800000000015`, 8.71719}, {60.514099999999985`, - 8.71719}, {60.4734, 8.815629999999997}, {60.4734, - 9.490630000000001}, {60.4734, 15.0938}, {64.14999999999999, - 15.0938}, {66.19529999999999, 15.0938}, {67.18909999999998, - 13.285899999999998`}, {67.18909999999998, +1:eJxTTMoPSmViYGCQAGIQfX8f3xzjVUEOpjZ7g6YtVHeA8X1OsNvONtV2sNG5 +MuuZY5CDvtZK4Qsueg7WIP7OQIcXxVtFf3frOfwHAeMghzMg4KPv0O31isWk +M8hhg17eYsY3BnD+ycNOazPzjOB8A5B5IiYOL7avZ36uAOUfMYXwawLh/JAS +len/L/hj8GXmxWmedjB1WDzJitHXIQDOB7vfD5O/EeSeGBM4/8Oi9QpnLZTh +/HBOsXbjfEW4eTA+zD50fnoaCChAwmduIJy/4eHLqZscguB8WHj6XpwY849Z +xQE9vAH4ZqFv + "], {{72.6922, 18.431299999999997`}, {72.6922, + 16.921899999999994`}, {71.48129999999999, + 15.412500000000001`}, {69.3344, 15.412500000000001`}, { + 66.47340000000001, 15.412500000000001`}, {66.47340000000001, + 20.478099999999998`}, {66.47340000000001, 21.1531}, { + 66.51409999999998, 21.253100000000003`}, {67.3078, + 21.253100000000003`}, {69.8516, 21.253100000000003`}, {71.8188, + 21.253100000000003`}, {72.6922, 19.6641}, {72.6922, + 18.431299999999997`}}, {{73.18909999999998, + 11.835899999999999`}, {73.18909999999998, 10.3859}, { + 72.05630000000001, 8.71719}, {69.89059999999999, 8.71719}, { + 67.3078, 8.71719}, {66.51409999999998, 8.71719}, { + 66.47340000000001, 8.815629999999997}, {66.47340000000001, + 9.490630000000001}, {66.47340000000001, 15.0938}, { + 70.14999999999999, 15.0938}, {72.19529999999999, 15.0938}, { + 73.18909999999998, 13.285899999999998`}, {73.18909999999998, 11.835899999999999`}}}], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIFIAaxQYAJSjNCxZiR+MSKk6oXF5sWdg1m9wMAR/IC Ww== "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJHIGYCYqFPjufTpoY4pKeBgIIDjB/OKdZunK/osLWl -5sJmWwQ/Jvfov036mPwPi9YrnLVQhvM36uUtZowxgfNl5sVpnnYwhZsH48Ps -Q+cbaK0UvnDE1MFNtZRpVkGIg+qT5nlnd5k69Hi9YjHRRfAVHD8mn2FF8L2r -m/V97gXD+Wu6b2cwzEbwj1zWTpUsC4abD+PD7AebdxbBr4hYYXr2NiYf5j8Y -v4XXf/0UVn2HF9vXMz9PCMLgw9TD+DDz+hf8MHyWh+C/4d1nMPMYJh/mXnD4 -LQxC9W8cgj8BZJ4Zgn/1aK5JAz+CL/36kZnUmUA43xgElgfCzYfxYfavBoXf -fwQ/uERl+n+eIAw+zH8wPiw9wPiw9AIzD8aH2YfOh6VHmHudJzQLpVUpwP0D -48P8C+PDwgPGh4UXjA8LT5j5MD7Mflh8wPiw+ELnw/wH4z/P0v42/a8uPD2g -82HqYXyYebD0BuPD0iM6H+ZeWHpG8e89BB+WH2B8WH6B8WH5CcZHz/8Ampqp -FA== +1:eJxl008og2EcB/B3GweHXSYKO7yLJRabtleOz1I7zKTsHcragTZSswslFLXJ +wcoOanFY4kLRG0IpTtuJZSUnJUkmpHFYLv5sb32fp973qefwqaff7/n9nt9j +Gon0B3Ucx2lK21na2tI2fDmvQzUDZCxUXjyBB6tql+0REzmOzeeOzn3U/nDm +91BSu7Al8dmuRuqD9sltjd9BbUwFWi6JQOPByKe0rXW3OpcWiMs8rd0o+Ij5 +KZrKngkk7n6tcOwz887P0aslZvdc1OoJMO+t3I1zDczpG0uwrijS+DDyy/F6 +2f1mhnaE7LDaqA+O6fuktUoreTmVdPkHr8o4DyNeYvO74/mD+V1/YVt3iSrj +vnL/TCKtp6dc772XWo53wnybCTsWV5mNb4+d9R5me3k1e2l8GPnl/i0wi1NN +yb+42qgPxjzAmBfEg5FPacwj7tudiBpCszytB0a9MPoBo18w+on4MPLjPWC8 +l9KoD85PWIrJnzY6D0rjPIx4mDcY86g07ot5Rj2Ydxj/AcZ/gfGfYOX//wfr +BKr8 "]], FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, @@ -9053,85 +9076,86 @@ FA== 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 1, 3, 3}}}, {CompressedData[" -1:eJxFk3tIU1Ecx4eG9qAiLXykqNP5Zne6TWsp/TS0KZKm3nsukojirAhL0iBt -oaihBYKJr6aWFaRFpmg+krKHiflk4gOS/aFLTdMg+qMWPtbOjrv3B5fLh8P5 -vb7f45FxLVFlJRAIIkwf/qdmD+10hrJwIFp0w0ohAQuPDUa2XR6QwOxQtqzI -jYX4qfsXdrok8Hk6QOX0A3HcsbhW06nlufh8TFPRC55FSyUPJ67yHBY4o1mJ -QVx+C1vqLx11HVnO5Xlh4FCjtBZB6cH49uplimOZ1BTTYo6H+/sqbCRiSM7z -qjPeRLD1c/3DyaeBEHOrhIqLRKB8f9v1xLAfuUchGDXX94W9/5ovdlkhyDKH -N8k3x8ADHF+9wFGZsOU4yIB2ltmgGkTwxyatPi6KgbM4X4s/VDYbglZsmN38 -FJnnLkP6Twkm89QxsJT+eE52Wspx66pSbFzkOTyfbZW3yeDN/L1tVRkDI7i/ -cyFkvzKeu0vV2q41mmOXdX2IcyMNEcX64fpTco7JuZRjH6xDbDDE4n08o+F1 -qOFT5v4g8FNUjRWO02DE8UhM9BLTZJ7vvoTtaCjaVORMrvrA746EKxprGjZy -u49tjnlzXF12J2VaLeL4TGWJXZZCCOpXPRmFKhp6kxSsscyN6KPj2R/XT2Y4 -HsfRzMBCVFqE5oiQ6NHPgNSstxCiTGvV6Biwz6/Km5jxIH4TIu5+eQsaDS7n -2Xyu55nMx8KvJ+3uE6se8BfrGcRC3Bfb8Aa5iPjAmedvWB8HFjzn9EkCFyHR -fwgRHncHA+YKni1+s7AAxx4EOj/Xl0ZPT7KPZQb0rEPvFHgRn20zUF95uCAk -QET08UaQmaqLtu7b9WOB6f3MH1enXw8g/VUhkIe9S6z9GAg4jaDH5H+zn8WQ -k2Y76TSCwKFmZt+lSIr4cx4Rfd5SxA8GBJT/c3utjH/vlvf2H4A6xfk= +1:eJxFkwtIU2EUx8XCR2KWmpOaNKebT/Zwm+VMPCo+Gc00tu8OQxxqWlBRBj5m +irOEQFDTtFlpRmXgq9S0l5UVampMnEImqPORokYUhKa17t119x64XH58fN95 +/P/HU30+KcPaysoqAv+If+xcvmtbDwYOMZzL1lIBWHj4fWRrdp8AcrIq1zUN +GMjHKlP+dQrAR2jXwjxDs3ofCulKpFnP/rp5xZ9mzoL27uh3RHFooEG3NISo +9y1syT/v6jG0+ItmPHu4xA2DUkd5e/Uin2KxCI9xHsUDL3rLbQQ8SM7xrjVt +INheX30bcj8Q4gu0fFk/grg3hR5HB/yAuCZqR/DJnN8X7DYbT3eWIMg0Bxdm ++vbeFikQ3CLiizcw4hK33aMQ6CcUa/x6Dvy2Sa2TfVRCLPHeI3+oaNwQLl1T +7rzPJ/ux36lfFUT2w0CwkHZvUhwuorh5OY5nmqM5LA81S1rF8Hzq+t8MWwRD +RH3Hg6FjbqXmaZeS4u5Sjb4zm2bmqjH4IFMJESXGgbpQCcXkuYhiH0KHhCBI +IObBVULXkY3+9D1C8JNWDRfJlGAiooFH6tWmIPv55ktylQKKt6QXPi/7wM+O +xLM6rQLWLnUf2BrmUlxddlU1ruFQHFWhdc6UskHT9kxdtKiAnmQpMpUdhpOE +PilKiv2J/AaaR4hgIZiNTo3Q7WeTekgRqds4G6LxsepSELjkVeWMGjyh5ET8 +neImRN2fyF3hCu0wis1+VNPshNt1sA2DH03trNFlT5jF7R77BAPZoG1YvYQD +M/Ly2nM6mpmq9NCZWgy8Jo3JVkw2YDjKo3d4hAXEsdyRZovfLGyeqxbBtJ9H +i8nLi5xHBgIjYvSMgTfps0IEdRVO+cEBHFKfhwjST03H7Ord8eMffH+mDmnS +LgaQ9TljIDn2Ounmu0B4mXPDfXcw7n+zn3ngYB1Q5haPAaPGYJ8VyYcCvL05 +FUbq84oP8w/qP7ByMeD7P3bRi+l9t+zbf0xoxOk= "], {{ - 90.0156, 19.901600000000002`}, {90.0156, 19.2063}, { - 89.65780000000001, 18.212500000000002`}, {87.98910000000001, - 16.265600000000003`}, {87.61250000000001, - 17.299999999999997`}, {87.3938, 18.610899999999997`}, {87.3938, - 19.6828}, {87.3938, 21.431299999999997`}, {88.20780000000002, - 21.987499999999997`}, {88.84379999999999, - 21.987499999999997`}, {89.9563, 21.987499999999997`}, {90.0156, - 20.200000000000003`}, {90.0156, 19.901600000000002`}}, {{ - 90.65159999999999, 9.690629999999999}, {89.6781, - 8.776560000000002}, {88.60469999999998, 8.398439999999999}, { - 87.63130000000001, 8.398439999999999}, {86.02190000000002, - 8.398439999999999}, {85.32659999999998, 10.0484}, { - 85.32659999999998, 11.339100000000002`}, {85.32659999999998, - 12.1531}, {85.58589999999998, 12.9688}, {86.10159999999999, - 13.564099999999996`}, {87.33439999999999, - 14.975000000000001`}, {88.3078, 12.768799999999997`}, { - 89.71719999999999, 10.762499999999998`}, {90.65159999999999, + 96.01559999999999, 19.901600000000002`}, {96.01559999999999, + 19.2063}, {95.65780000000001, 18.212500000000002`}, { + 93.98910000000001, 16.265600000000003`}, {93.61250000000001, + 17.299999999999997`}, {93.3938, 18.610899999999997`}, {93.3938, + 19.6828}, {93.3938, 21.431299999999997`}, {94.20780000000002, + 21.987499999999997`}, {94.84379999999999, + 21.987499999999997`}, {95.9563, 21.987499999999997`}, { + 96.01559999999999, 20.200000000000003`}, {96.01559999999999, + 19.901600000000002`}}, {{96.65159999999999, + 9.690629999999999}, {95.6781, 8.776560000000002}, { + 94.60469999999998, 8.398439999999999}, {93.63130000000001, + 8.398439999999999}, {92.02190000000002, 8.398439999999999}, { + 91.32659999999998, 10.0484}, {91.32659999999998, + 11.339100000000002`}, {91.32659999999998, 12.1531}, { + 91.58589999999998, 12.9688}, {92.10159999999999, + 13.564099999999996`}, {93.33439999999999, + 14.975000000000001`}, {94.3078, 12.768799999999997`}, { + 95.71719999999999, 10.762499999999998`}, {96.65159999999999, 9.690629999999999}}}], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIFIAaxQYAJSjNCxZiR+MSKk6oXF5sWdg1m9wMAR/IC Ww== "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJHIGYCYnGWMD7dRdEO6WkgoOAA44dzirUb5ys6nFe6 -/bPOC8EXWef+sMoGk/9h0XqFsxbKcP5GvbzFjDEmcL7MvDjN0w6mcPNgfJh9 -6HwDrZXCF46YOviYdzom1EY7qD5pnnd2l6mDS3fO89+WCP6WE2X75gsh+P69 -0/OEXkfB+TrtYjfPLUfwa0AOaoqCmw/jw+wHm3cLwa/P2lMy+QUmH+Y/GL+F -13/9FFZ9B2ag8zflRmLwYephfJh5+08tdN1WjeCzr5GJSrmMyYe514OHSbt9 -XSSqf7MR/AMg85wRfHvTuF2eMgj+i+3rmZ/fiIDz/4PA5gi4+TA+zP6Nc98v -P8aNcE+eUPOBU5KYfJj/YHxYeoDxYekFZh6MD7MPnQ9LjzD3Ok9oFkqrUoD7 -B8aH+RfGh4UHjA8LLxgfFp4w82F8mP2w+IDxYfGFzof5D8Z/nqX9bfpfXXh6 -QOfD1MP4MPNg6Q3Gh6VHdD7MvbD0jOLf1wg+LD/A+LD8AuPD8hOMj57/AWhv -pow= +1:eJxl018oQ1EcB/BtCIWH0bzsYZsQsyG78eYshFIrCt3Nkhht2l5ELbxMLS0l +1FJMeJCSISlroUiahld5UrQk8aS0VnZX33PavbfOw6dOv3/3d7Qjnt6xHJlM +Jk8fc/oo0qc8t7/EoBsi4w7h0xB4oFDlb/JoyaPu5W8+ZqMuO+x89Ual/tkJ +a+ItFdTHRveu3GaiVofsNfeEo/Fg5BO7oXa/9OmGIz3Ni+bhlI1UvvlC8QhH +2gOTieQ58+nd9MXWCrNlKehWupjr/Krnh2rmWaEghY3Gh5E/E49nnnNGp1Yn +pEZ/8EKxJbyWV0+E8k++eIlxH0a8y9h2x1mSOf9AzY/2WSVGvV1FCr3faM3u +95OnzsS7Zm7l7JHuDWZhnO+DzDMfVY0FJp7Gh5H/aPN77zbA7FH6rmLrUqM/ +GPsAY18QD0Y+sbGPqLdt2ad0eDW0Hxj9wpgHjHnBmCfiw8iP/wHjf4mN/uCE +U/8bTBnoPoiN+zDiYd9g7KPYqBf7nNWvixnvAcZ7gfGeYPH7/wfZRZeY "]], FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGIFIGYC4hA+3U1zp8c5iPR4vWIp0XJIEIiw3NKA4Hvw -MGm3l8U5GGitFL7Qouawp2SyBEtanEM4p1i7cb6ig8g694dVPbFwfsuBUwtd -xRB89jUyUSmPY+B8007HhKcPYhzuu8Y7zlqI4Fff/3HL+LcSnH9D6JPj+TAT -OD9CfPtFBj5TuHky8+I0TzuYOmSAHOQSC+f/B4F4TD7Y/UdMHaY4d+c81451 -UH3SPO/sLlOHL3+vVLx8FwPnL5l9RGHDLgRf9Oa578GTEXywfT4IPsg51uox -cPNhfJj9Ty4o3f5Zh+AvcN32+W8PJn+jXt5ixhgTOP/DovUKZy2U4XxY+MHM -g/Fh9qHz09NAQMFBRv+uCltlHJyPHt8AmHXXfQ== +1:eJxTTMoPSmVmYGBgBGIFIGYCYu12sZvnuBMcRHq8XrGUaDkYcKyRiWJA8D14 +mLTbv8U7GGitFL7Qouawp2SyBMuzeIdwTrF243xFB5F17g+reBD8lgOnFrpO +i4Pz2YHGpSQj+KadjglPE+Ic7rvGO85aiOBX3/9xy/i3Epx/Q+iT4/kwEzg/ +Qnz7RQY+U7h5MvPiNE87mDpkgBx0BMH/DwL3Mflg9x8xdZji3J3zfHWcg+qT +5nlnd5k6fPl7peJlHoK/ZPYRhQ1WCL7ozXPfg4URfLB9Z2LhfJBzrJfHws2H +8WH2P7mgdPvnPwR/geu2z3954jD4G/XyFjPGmMD5HxatVzhroQznw8IPZh6M +D7MPnZ+eBgIKDjL6d1XYfsbD+ejxDQBxANdd "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5YtWQqp5UNcTYRWvzAaGv AkM= "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJzIGYCYp1Nc98vf5bgIDMvTvO0g6kDjG+gtVL4whFT -h4+XfJMEbiQ4qD5pnnd2l6lDccbEtzXHEfzz34MfL92O4FtuOVG2bzmC/3sl -0IQ+BP/64gJbrnqE+TA+zP7s50AdQPWOTY+Oz7A2dTAGgekJDjNB4KcJnF/3 -26rg3AwEf6Ne3mLGGBOH/yAwOcHBBCxhAjevx+sVi8lHY4fe6XlCzTIJDqlp -IKDj4MHDpN1uF+9wS7om0ajUxEGg+cCphabxDhJTr3BmbDJxsDWN2+VpEu/w -aUNA9qztCP60CfxVZrcRfJj7XbZ9/nslAcEHBcf8Ikw+zP8u3TnPf3vGw8Nn -/6mFrtu4Efwae6AFD+Pg/NqsPSWTDyD4IOeLNSL455Vu/6xLioObD+PD7I/d -5cnDtBrBb5jq3J2zP87h77fSB3MMTR1agN53vRbnECG+/SLDPBOHOe+XH/N+ -D3T/8hceevbacP6HResVzloow/nhnGLtxvmKDg+qRNa5P0TwtwKDo6ITk58O -Dn8FSDysi3dwntAslFal4NADip8PCD6/LjBBcifA+SDnbZNH8I8obCjKcETw -gaFx81xwAtx8GB9mvwkwunjUEHxQ8HoqYPIfuMY7zkpUhvNh/s8GBr/EggSH -gjXdtzMYTBzMOx0Tnu5ApFcVtsapzrcx8xOMDwD7BHu2 +1:eJxTTMoPSmVmYGBgBGJzIGYCYp1Nc98vX5boIDMvTvO0g6kDjG+gtVL4whFT +h4+XfJMEZiQ6qD5pnnd2l6lDccbEtzXtCP7578GPl5Yj+JZbTpTtS0fwf68E +muCH4F9fXGDLZY8wH8aH2Z/9HKgDqN6x6dHxGdamDsYgEJ7oMBMEfprA+XW/ +rQrOzUDwN+rlLWaMMXH4DwLBiQ4mYAkTuHk9Xq9YTD4aO/ROzxNqvpPgkJoG +AjoOKmyNU53jExxuSdckGpWaOHQ4Jjy9EJXgIDH1CmfGJhOH+VL6d1WA/E8b +ArJnbUfwp03grzK7jeDD3K98+2ddVgGCH51ifd+/EpMP8/9C122f/6YkwMMn +/ukFpduuCP5+kAUGCL69adwuTwUEnxXo/G4GBP+8EtABj+Lh5sP4MPuBrmVr +FEW458ApoAvkExz+fit9MMfQ1AHkfSXtBIcI8e0XGeaZQOJ3O1D98hceevba +cP6HResVzloow/nhnGLtxvmKDsDYvL54A4IPCo49LZj8dHD4K0Dib3qCg/OE +ZqG0KgWH497mnY47EHx+XWCCPI3gg917H8E/orChKIMxEc7Xbhe7eU44EW4+ +jA+z3wQYfDzPEO4Bh+cDTP4D13jHWYnKcD7M/9l7SiZLJCQ6FKzpvp3BYOIA +dG3C0wpEegWnp9mY+QnGBwBM73dA "]], FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, @@ -9139,29 +9163,28 @@ gjXdtzMYTBzMOx0Tnu5ApFcVtsapzrcx8xOMDwD7BHu2 1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}}, {{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}}}, {CompressedData[" -1:eJxTTMoPSmViYGCQBWIQHb/Lk4cpOslBfOoVzgwlIwcY3+sEu+1sVhOHnul5 -Qs0KSQ4GWiuFLxwxdXi//Ji3+dlEOF9n09z3y7kw+TLz4jRPO5g6HP6qEdNv -huDr31Vha7TF5G/Uy1vMGGMC539YtF7hrIUynB/OKdZunK8INw/Gh9mHzk9P -AwEFB24m7XYx2UQH5wnNQmlVCg4djglPL9gh+BeUbv+sC0LwJ76tsTdNQ/Cn -OnfnPG9H8EsmS7CEzUKYD+PD7A+33HKiLA/BL84AmpiOyYf5D8afs0h55x91 -XXj4wvjGICCfBOfD4udJ4sJrJvYGDujxBwCd3K+H +1:eJxTTMoPSmViYGCQBWIQHb/Lk4dJOtlBfOoVzgwlIwcY3+sEu+1sVhOHnul5 +Qs0PkhwMtFYKXzhi6vB++TFv814EX2fT3PfLTyVi8GXmxWmedjB1OPxVI6b/ +G4Kvf1eFrfEvJn+jXt5ixhgTOP/DovUKZy2U4fxwTrF243xFuHkwPsw+dH56 +GggoOHAzabeL3U10cJ7QLJRWpeDQ4Zjw9MI/BP+C0u2fdUJJcP7EtzX2pmoI +/lTn7pzn7gh+yWQJlrCoJLj5MD7M/nDLLSfK9BD84gygieqYfJj/YPw5i5R3 +/lHXhYcvjG8MAvcRfFj8PElceM3E3sABPf4AOwi2Vg== "], {{ - 145.33299999999997`, 18.134399999999996`}, { - 145.33299999999997`, 16.325}, {144.45899999999997`, - 14.995299999999999`}, {142.03399999999996`, - 14.995299999999999`}, {139.194, 14.995299999999999`}, {139.194, - 20.478099999999998`}, {139.194, 21.1531}, {139.234, - 21.253100000000003`}, {140.028, 21.253100000000003`}, { - 142.03399999999996`, 21.253100000000003`}, { - 144.59799999999998`, 21.253100000000003`}, { - 145.33299999999997`, 19.782800000000005`}, { - 145.33299999999997`, 18.134399999999996`}}}]}, { - Thickness[0.006719526945303049]}, StripOnInput -> False]}, { - ImageSize -> {148.81980572851805`, 25.902864259028643`}, + 151.33299999999997`, 18.134399999999996`}, { + 151.33299999999997`, 16.325}, {150.45899999999997`, + 14.995299999999999`}, {148.03399999999996`, + 14.995299999999999`}, {145.194, 14.995299999999999`}, {145.194, + 20.478099999999998`}, {145.194, 21.1531}, {145.234, + 21.253100000000003`}, {146.028, 21.253100000000003`}, { + 148.03399999999996`, 21.253100000000003`}, { + 150.59799999999998`, 21.253100000000003`}, { + 151.33299999999997`, 19.782800000000005`}, { + 151.33299999999997`, 18.134399999999996`}}}]}, { + Thickness[0.006458279514337381]}, StripOnInput -> False]}, { + ImageSize -> {154.8350485678705, 25.902864259028643`}, BaselinePosition -> Scaled[0.31538730769230766`], - ImageSize -> {149., 26.}, - PlotRange -> {{0., 148.82000000000002`}, {0., 25.9}}, AspectRatio -> - Automatic}], BoxRotation -> 1.5707963267948966`], + ImageSize -> {155., 26.}, PlotRange -> {{0., 154.84}, {0., 25.9}}, + AspectRatio -> Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm]}, { NCache[ Rational[9, 2], 4.5], @@ -9820,7 +9843,6 @@ MfjFW0V/n+4zhKtH53vsr5W1OK4Pt6+F5Wi/Ybke3D0wPsy96PzCNd23MwpM 4HzbyogVprKm8PCAxX8Lr//6KU/14fyDbcvDTzUZofFN4Xyw+29C09VvY4cC kD0KiPSJnl4BeZIswg== "]], - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{28.265599999999996`, 12.0344}, {28.265599999999996`, 12.907800000000002`}, {23.2797, 12.907800000000002`}, {23.2797, @@ -10482,9 +10504,9 @@ I8Oz+bzuS85oLXDoeb+15Cx0vnXpuL4y97DxcxDO8nsXsJdrwPvv4f9Aejb9 118.20499999999998`, 21.253100000000003`}, { 118.42199999999998`, 21.253100000000003`}, { 118.42199999999998`, 20.359399999999997`}, { - 118.42199999999998`, 9.61094}, {118.42199999999998`, 8.71719}, - {118.20499999999998`, 8.71719}, {116.83299999999997`, - 8.71719}, {116.83299999999997`, 8.200000000000001}, { + 118.42199999999998`, 9.61094}, {118.42199999999998`, + 8.71719}, {118.20499999999998`, 8.71719}, {116.83299999999997`, + 8.71719}, {116.83299999999997`, 8.200000000000001}, { 123.15199999999999`, 8.200000000000001}, {126.34999999999998`, 8.200000000000001}, {128.91299999999998`, 11.1406}, { 128.91299999999998`, 14.874999999999998`}}, CompressedData[" @@ -10593,6 +10615,7 @@ gLjfFZNfvFX09+k+Q7h6dL7H/lpZi+P6cPtaWI72G5brwd0D48Pci84vXNN9 O6PABM63rYxYYSprCg8PWPw/FpE9+TQfjS8ciMq/jODXgtz/MtBh+gT+KrPf xg7+cmJZvr8D4ekTPb0CANTcH3E= "]], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{78.0656, 12.0344}, {78.0656, 12.907800000000002`}, { 73.07969999999999, 12.907800000000002`}, {73.07969999999999, @@ -10996,11 +11019,11 @@ LdiX2gd17+oUSLwZKMHjr+bThoDsKjUH9PgFAIEE1Ok= PlotRange -> {{0., 168.45000000000002`}, {0., 25.9}}, AspectRatio -> Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm]}}, None}}, - GridLines->{{5.5, 7.5, 11.5, 17.5, 23.5}, Automatic}, + GridLines->{{3.5, 5.5, 9.5, 15.5}, Automatic}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->{{All, 84.06675794928938}, {All, All}}, - ImageSize->700, + ImageSize->600, Method->{ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ @@ -11176,8 +11199,2190 @@ U3NNcNibX/N25lJlh8kSLGF8pQkOb4q3iv721oLH33JQfCUaOKDHLwDRnN+4 3.819646661308956*^9, 3.819646697531715*^9}, {3.819646745341476*^9, 3.819646787971656*^9}, {3.819647234016738*^9, 3.819647274208476*^9}, { 3.819647364401573*^9, 3.819647385023822*^9}, 3.8199077518805513`*^9, { - 3.819962653506589*^9, 3.8199626613184147`*^9}, 3.819962835608424*^9}, - CellLabel->"Out[61]=",ExpressionUUID->"01a9dde7-636a-4b74-b242-0327142a03b4"] + 3.819962653506589*^9, 3.8199626613184147`*^9}, 3.819962835608424*^9, { + 3.820141611401498*^9, 3.820141634462188*^9}}, + CellLabel->"Out[30]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ +eJzU3Qe0bVdZN/zjvefWJECAABEELNhFQHqAhN6kBBAQCyIiNhQFG2BBEZQi +IE0EEbEhIIrYQCkiGkJHQKVIFcQCKNjLu9/nN9f8rz33yj7n3hv4xni/O8Y5 +yV5n7bXmfOr/KXPOO9znwd9yvwfc58Hfet/7XPXW33OfB37Lt973QVe91Xd9 +T106+Bk7O7u/tbNz6LpX3fH/q52d/Nr273f82v63/7/+6Y3t6sHVJz/5ydWX +fdmXtU+X79f+4z/+Y/WFX/iF7dNr9v32P//zP68+4zM+Y+Pbn/jEJ1adkCfx +bXe++93vnr/9xje+8aS+vTt/+7M+67NWd73rXc9a3f3ud68H3OUud1mdffbZ +jZkXntTr3dnuP/nbj6+OHTtW13Z3d1eHDh1qn9q1Ayf/nL/8y7+s70zXvv3b +v3312Mc+tn3KtQsvvPAU6Ggk47e3PfHf/u3fTvDEh/U7f/RHf3T1C7/wC+1T +OPMTP/ETq5/7uZ9rn64zvNn8T/Tmf//3fz/JN3/Lt3zL6qd+6qc23vxt3/Zt +q0c96lEn9ebHPOYxn8Kb73e/+228+Va3utVJvfk+97nP6uEPf/in8OaDBw+u +bnnLW+5crovxjW984/btevvOdfd5s/u+/uu//mK++Vu/9Vtnmb5C+30w8213 +XHvLm4+137urt7/97W3Ul7rUpVZ/93d/d/Gm7c56cD10UqijR4+2a7NCdSXb +RooDBw60T4f6b6bsz/7sz1a/93u/t/rxH//x1eUud7mdpo/1t8/+7M9ePe5x +j1u95CUvWV1wwQWr//qv/9o53J/1L//yL6cw4m/8xm9c/Z//8386GQ6uPvjB +D64ue9nLbjDgv//7vyM6GyP2llLCPuKDqw984AOrH/7hH/azc7T9nsxnyL/b +7/v7v//7UxhhlG/bCE/r177zO79zq2B7y1/91V+dgjkeRemnf/qnT/jm7/qu +79rzzc961rPmNz/jGc84hTkv34yyp/Lmr/iKr5jffOtb3/pTeHNRj9ye4M27 +oztZPexhDzur3/oHf/AHs0Zu9yP7vfx3f/d327c//OEP7/PyIxsv93OLW9xi +9fu///tNLc7sA3zRi160Ou2003LPqQ/m/PPPb1/+sR/7sX0Gc3z1P//zP6sX +vOAFqyc84QmrBz/4wauv/uqvbmbti77oi1bnnHPO6mu+5mtWz3zmM/OIv/3b +v22+6aY3vWlX74MNg1zxilc8SZbFRxzqM2XJXvnKV65+8Rd/cXXb2942NoN9 +oe3Pe97zVq961atW73vf+4p002O+4zu+Y57Hjfq1sgoM4eo973lPv+/46j// +8z9XD3rQg1Zf+ZVfubrBDW6wOu+885qT4eJe+MIXrv78z/989a//+q+vPeGY +mYn1mA+ufv7nf342HUe66WD4+r/5Pp4pA71Vv4bgb33rW5spessJ3/wN3/AN +7VPUo7zU/MR28xVP+IjP//zPb58uN1DqrLPOavbxFv0aSmXwbzvhE8nVH/7h +H85PfPnLXz77iJu0a2es/vd//3f1x3/8x6vv+77vW93kJjdZXeEKV2g8dZ// +Qon48YM/+IOrP/3TP21W/c3Tm/+hP5Yhz6CODdcgKdQ73H5v3rce8A+0z7vz +gK961auu/uZv/uay/TKYfb3rXS/jjhi5TBXq7p3Tunwj4NOf/nTv2ZlQ385H +2n+Orl760peuvuqrvoq3a2rATV/zmtdcPfKRj1x99KMfjcCSFcrEKR7qT3Xr +D/3QDy1G/YPt8+F51H7OPPPMJrJlVifzcGj1D//wD6vb3OY28y0of05/2Wtf ++9rV537u53Y9ql8HDO1If+3Vr3711V/8xV+0e18/TebD/Z1cOAA/sqjefbB/ +k0VnpqaZT1/hoQBEUIS5wu0i8no+D203Hm8ST2vKHK2++Zu/eXW7292uDeUa +17jG6va3v31Dj2VbjnfukMdXv/rVq+/5nu9ZXeISl4il8QqccNMNulw8/vGP +b7Q0amDl5je/+eonf/InCShj0GTkQB8uePT+97+/CeaTn/zk1T3ucY/VpS99 +6fHxv/zLv9xuft1Emw91gpdtbmYREZ70pCetPvaxj81PZcHufe97z8wwirIG +wSNo9Hmf93mr3/md3xkY/eP9r4T5ne98JzvU7dax1Ytf/OLV133d163OPffc +1XWve93V3e52t9UP/MAPNAIaOgdzTh+YYMFLzzjjDJ4MEXdO7wMz6N/4jd9Y +Xf/612/3kNDy7BtTO9iE8HM+53OIV0dlh5oxdrdvXelKV4LSZnxVAePqMz/z +M1dve9vbhvk8tv+17HRzEj6d17n5q7/6q7OjK+mIj3vuc5+7usxlLtPoVR6g +m+G/6Q/iJYv1qze96U1d3HZXD3zgA2cqP+UpT4lTQpdySAtVekP/UlFrdclL +XrJ5kzK+l+mXDZSTu8pVroL4F26+/fnPf36T0bWw7zZAFaKU6crbGXQ0estb +3jK8/VH9r4yTO3y6eb92//vfv+GcspE7gR5GyYnS5MVYsJhEr1Zr/B/TRfJL +b0cPT8U2KfHwztUPfehDq6c+9alN7KUYIPz4W7L/JV/yJU3uOPiyXt2WHyTs +TfDr+7Mj+qM/+qM265pbnH7G+73f+72rpz3taRvjfehDHzpzrhQh4/21X/u1 +1R3veMfFeH+k//X1r3/96s53vjPrUtI36eiRI0easklbxGjTWZjApyv0axwl +v+LTBZvjE4okXsz4WIuMr6Qs46Nt7Pnm+H6o/5Wz8N4SitKcaXzxcbP17aYe +A/m4G/bvspp/8id/sjHm5zznOXP8sBgzRyOoGcdcUtvI4XVf+qVfmjGzm9e6 +1rUWY57895lNe7/8y798nizxNxY0fPOb34zvkdf2X5/hJDiMda8n78Qj8EBk +w5Ov39/umphunBdU7h1b5sVEXfnKV1799V//9U6Mv3lmeGUuYndo+Z3udKfF +vCYHc9gDmlXqytkYWvSOKXzXu961+u7v/u7V8eNNkBqBysJk1KSl/5tH/ZGP +fGSGX33UMZnCIwpM+MMN/iSjfsQjHpFRwz4cxuaoH9K/hFKMEOtdHIhl5EKp +hWfd4Q53yCg5yo9//OMbo+RYxZPDKD/c/2Tw97rXvZoHnGzYodmqejKVZ7SO +9vuZBliD6i8JfHD1gAc8oMFG37hsv8bUeFKxZud6/Roqdyw8D5I1QJ+LDPJQ +06Eb3vCGjQriEDbxSP+bhFdIylH85m/+5hw2QAiUmL49+9nPvuh4OVWh4AUX +XDADVWATEC0cMKcGfuu3fqsZvXG8FZA2od8isEASHS3b1/Vgd3X5y19+9U3f +9E1tmvW6aYink4LZX/iBdX7kR35k9Uu/9EtCqkZRGMsUHv3oR6+nEKzNmhuy +T5kCXA0TlIeepwDWGEPhutk+e8kXf/EXt08L+/yKV7yiqXL9lGb4PVEGKybi +TvdRIcZvNGX8jmhtU5wzYLAzBmF0FDHxGTA87MlATxxgyVWTzKJMHOC/tf8c +bjJe7r4N0o//B7rmfz/cnyHxQElGXgp3GLz1+3cbExk+gOQTn/hEIIHcFBFn +HEq1twfdkS9UDH4/u19jnnoKaX4XI3/48OHmcF/zmtdcql0+1HAfYeAbaD/e +bQ9E80LpBWB3fCFPKOr16Xr9yXwqPE70xCY1gBkRIpBUcs/Rt4xfuZbX7fti +M/j+7//+jRfDRqawmk3/sZY9Qb7IOzgjO/rEJz6Rz+fOC26Y6OHVG97whhZM +/OzP/mxzDWKBGnCQuLJCvPcCrgInwp9RxsBVabrV6qIR4MFGIGZ4lAqwLFIR +lwyC9aBq5xJ9IKA3F+iO128OBKbnMceBYHKiq/VAfrD/lT4CkeM3+FU5Fp+C +ZyiegZRhKLJOAwGSiRduvumiA4lO5rEYzNVvHwjDed/73rd9imGBJjzpt3/7 +t3fObddOay6QcRWN3uxmN2sAUajgv+IsnGNo/vEf/zG5jHFQt73tbUltqfjL +XvayDrJIH+EQms3/HjJwijK88IUv7HZht+mvpBTSBphc6aLvWibS3/ve9+bp +WwjA3HIORhftZ/5wwpN6nLv6rBO/SByx14sONXPNyrDxrEW9ZOdS/YUEvHBb +eyJf4N+VL/pCOlzIsOBRkbquyTVAkz4dbb93m1LwQB41zDyW+XCDDde+9rVn +yAeS1LVgRjBM1Fkcm9N6kHdPrezsRQwI3aegHcJRcWH7lJQNpoEaMnPrgU2G +88wGSMwwRoM9FMs95CEPaXEj48MVw5BchFygwFFQJK9XLmPGo8LDjDiYiZxx +S6tBObgohZPV2jeOk4rnz6R8PZM6PtwHYWxyPX6IVesoa+eMPji4A4lXg8UB +WpMoz+BM2Hc/hcGxM3zm5uB+pP+V8ZQpKMQwR1UqNBKz4vxYIYPjQ8pizUaC +c4OuL33pS8dJ7zc4HoClH68pAgXErgc3RWOnNWERdLFQclGQ2NWudrWWg7vO +da6jPteE/7WvfW23UrttoERHkF/3XBZIqcu8+Omnnx70uM9wI6m0gKsuNu18 +vF/bloSEt5ZJSGYq97Xfkz08NI/OTH7mZ36GnyqTI3LYbQ8RriF/kfQkhljW +uT2tlL3nSY+2IALzwMLEN/W0hrrq/iOdTDwPD6LhoGxfEJ0g/nWve9164H/e +HytbEK30gzJYojRRlLp0H5FEOsrvIa9vetObOiEmBjOIps1siuiIf3JTQIYJ +kzLJ1iQmGcrEdiZIrGo0UXvBW3mgdvOR/tsruNbYPHaWOVFjabN8ex+jmiXL +WVPYGTOdDDLAcql+H9cELe0xzYTyyfzzipBo/dRo/D6YFEW744Odq4UI22Mp +FUQZD8cZSd2V15sNMsZBrhN7JqYipzgD7ztOWf1V/xsxBQa54YMQ4fQYzpsK +VZBZxmkarsfIU+4xu1/5lV9pn/6lP9noeBGBZwl+asAEccxKFz/n2pOMeI+y +Jwb8WP8Dl4szq8EGygYnaE5aW1JR4FVIcQ68eFUPRe3CL2+/6MgVRtcjn2Jc +4aZUTMJM4iZ8iniVS5qtFcIoHZXL2Rw2YCiIG4ctxZ/EV3JnEKKQmLXNsEEc +wTmG10D+/KLDdgdQlWGDEPRuZL0gKpQuNofQLIQobSb0w4cRd5gx2/Nf//Vf +b9+vSHvnpv25LB64ztSWaEZs8FsWr7xeCjUf6t8ILAIRSwY+2R9OZRMNZtBc +eAZdwcuYQ+X0ZK8vMmj3ftEXfdHOZNgPNVkHNPKcZzzjGXMhi2dRIShW7Oz2 +kUt/47uc/RvGkR8ZAV0bLjP6jne8o4nHP/VHMm7EYJwGaw+H9TDn9H4r4IJ0 +M+1/tIuYaXiO0gdrxvxfuuU6DjV6E+4kt03n1v2BIDw+l4OYpUfK7653vWtj +dH33teOMjrW42BBAEIBTCZKKIAIpqs87H+tP/4Iv+IIG8VerdVJxxGJ/+Zd/ +GQbRUo9czOxIS52MXoKjZpDe//7378RFoJZ31QN2bjtQkKMXhhTnI2WICvqt +1oboo/0pPavYPv1jv4YOzOQ4A9mBjKYcbmZgoKkdDTOY0KAQdZ3Z3G3eCDPh +6jK5cQKU1q0+TVmG5v6b/YJOvJKVriFspDAmuaTAot8P9mvSXWzzOHhuMYMv +r5HBU2jx/zz4lI9AP7mcEt558GzY137t17accYlYbDz/n1zB7bpcchFsAClR +/S8fkHg7I08nHGOekWMeLSwPO2dtzdt9xLNeFcBSMtQcXBnZaeSP7PdTKViQ +ZNWIIwB8OxyAUHfvowSRWC5+GoSGDd6w9yiT5wr0lzY81h9FAkJfGVyPSpUW +J9l62KoN9dF9qBzEs571rFaPK8nIUGELiK4A9c6d+/O9E3YlbVwBm/PmvYca +C8omIJx0ybve9a4jXbaYhhTv/FDkom1yoKwDZwbC9fTH6nH9LQRJH1aB51kw +xFYQII35z//8zwiBEIwrM2Ymg4V/64mFQIThKzrIUkWiNwRDfAF+wRhTOvGM +NsLAsQgKa4OEAIbcltHJdCgJzPXFJ/YXgmoyEWeeeeYM1aSFZSEKR+3cslON +MxHAa/Xg/7ubffuJpwQWLTOjgs2YnYP9N/xjihVEzplR0/G2OXv+5M4lNysn +ilZrbhm5fIZkiLLreZ0TwK/3E4OOaWaIRuegxdXaMm6byoQYJgCMCHCXHhip +ehwhkG14X9G/DOYDLqsByGAVNvp0236N6dAZcc1rXnOmPvwlD1TjngvS7sNK +lQf0FD7GfhrUAkRvm8Nq/vflgzQrTYyDVMhPFP+VnfVkUs8ASRf7Mdjvfe97 +r9/HhhXMnbQpd1txT0//HGwRxCLuPvmxkXt4LWN72cteNo/t9v3lPLPstZdj +rlg7AxN5snAwF10od1FwB/sPrv7pn/6pOR1if+HJD2ztS2ClAiDp0dYZJsIh +vLft75cT8A5uQ3sRpgV4M2nLpBe1i1JcsDkmRqlPY+dp/RqN7AHyRlpoGUQj +Qx6b7lcp666DM3nJbGKGdvfVB14sx9r50O64RZ+v6hH3qycAOpdOCGJPwH6C ++bYPU8/d0ZaVIvCSPGSBDZPSlqUqhYiH0cUjE3322WfPdkNglgJeGiM1VAXD +Z85ecaMb3WjvOatCp2vXQ8XrPi27e/E9dFDxUGVCh3KT6DJ3bYQOZKLig7Na +lW/KbUEtQwqoDWcqWx9uOpZuGKRAkro3JgMKRvmJbtNXgBhaa8TMKHKU1qai +SJnAx5EawK9wYys1UJ/nSRCHM3INPuWaYkU0NOaXRYFdQRLhJ41OzwZqGBvA +cPnhXYs84t/1R/HcoDWlB3ML++08s/8N8lE/YW0EHDJC6SVSp+ZFUjf035L+ +jFptgeMo4e+2Y7eRx206QP/wD/9wSrYfbEEACKuvvVFotFfKNCM1tlGIkmV2 +N+5Dl36AickEWwalXaLfL+/sO6Mgo5rQemSdQgOIOlAtwQtPTu6hNq8mLOYg +bOLASOAz+2NMV8gGraRtiQinYV0GjC/OdNTUwQr14EhWGhdHVe9dFmvJ+rKB +bsKTE9FNGSl0u2FnK5aD4zp//HRoHr9I4PnWkXT8UfpOQzpSxVxdhHSH5p4O ++JmLI6e/0L/GrLL4r3zlK+cIFkgNEiuZT6Ahm5eGl1RrPy1USq5kG5XiBSmL +PjfS1SOv2T2LE5NbaS+84jj/g23+KjoW9vxiv6beBNCvVuvIXSCWppn6TiJ3 +KfPU0NIkTrHcql/oOc95zrFefzFCKWmfco1R9IityrYkh8IK0LsXOVI5ZqIA +Yi8s0pzVEMPBZiIoiJzNbfrXxcYEnBvdSM5MhFE/8ymE4epT0U3kOSbuajQR +CHISkYtoIox09jgBZf7AyFxTlpVzmHk2GuklVWRouaL9qXJwTFDM0qgfJ9KY +PmsZH/eJUbeQJKmARpIDYHICWUnGEKK4G0LgRvzv6KfFZycihPtkePclRBjB +JycfVdhvP1okO/Yp0iLtOjEzsgKBa+ljFP+CzONIVf+2JPNEMbqtLw6lhPpC +2q2U6ihsXnNEl0XOcgICV8gmkSgvSclYWhSV0cuaI5mQbaTkHsoM75zV1sLs +NssuROOtiqxRthNQ0xRGarILKYKFmnq0JYxGagLERtWteKjJKKoPnYia0kPC +6/EaH8IIbqUm07am5sGW91yuhxqrX2kLUondRr10Lmbe97znPeeUYfKZJyBd +4tuxnULGeCQdwZRkfPOb3zznnjS0RhALTGb6nJmm7RORTp+ZhomZTAl9Aq0L +wm8N7cbp9ya0+T7VntQw9pn+0/ufLlJnPNpjIsqYP2QSaEWox/f1lEn79JP9 +mrQDbQLrI2bCy9DqQQ960OiU0jm8H61kMXxV6LyVVrJtGZM2iyWt0Cn1xtyH +UbI0J6DVU9p/jrZolb5LOcaXCzO4uQqTUvCkdGpwpOhQXyJQD9ZpCOkvCWq2 +PqU2Ii0mjrIi79H9Gk+orCqbmZZKAU/KRyKYskhzS6XyG+shng4BCFCSK4f7 +UHHf+9TgCh/GiOGpR3DtXsOINaIHwIboN7/5zWdienaI/nN7E/PJfQCp3/qz +shMAOaSpZPi6CM7FVRkJ/iDVE0ac+TG8jAxFjeShD31o2dPiVs0SkOFCfadQ +zKM7ARk+uVh5Cm3IiiMxTVJWkdbeJDu3gCIabIa1j3/840dQn87HWHwIdFmO +7YWadkf7Hdw35uDr+WlQlIRI/JykGKecxrM77U3rJ/UnC3yFasoW5TwP9G+I +qtBTEj/FXqneZdWJCEiA3uEOd/D/aXEZ2rlnFDC0V+08st+Hjbpwi847B7uE +CQskyRRNOC4lqcnQn96sVy8btx9EVQHUpm64QnYS6m8PechDMhz0x6pZWG/T +xWakqx/TgAHwO53PrBMl6oQOnT0viHMfOv9M/5PI21cqRpxjQ2zSgZu3FwCc +i9MKC8Iyn0YBXlJVOLukKp+1zBkTdEqyGtwm6gpGJrpPzxvB10g+7+XfBvId +b+yjDpKrMrqcHs1jz3g5UVORL3MCcoDceufGSk3lf3cEzWwjLS2kjTW2JWlV +iWjT2h4capF/skvKxDgffyHaB18uvPDCmbQyY5CGGuFZzTbuNoFNC32F9D/X +1Vf5CIhQExSxgHRFmXMWxCoRnoiVGUAJiqrrZaOtrt8grNwLtyZzjeuAiy5w +SKuIfLsthGnP/txNSiBQuqyioXgQAasZhxdYlhgsbgDv0+I6Ls30WkHsu/oj +M8W+eKuN5J79fgZBSkhX4fknGHaqKMQoqfRgAj4gw66Ab1zsK0lFQcdhL2Ea +PxBKvLNLxpA0aD/CS3WnUotpWL9+kuOFYRNNZLx0KwttSvQTxJO9dN/uB5UY +snTuvrMLBzmloqw8geDphZrgk5QtByWv4t8dB3alaf6rtkznZl0/yLbvMrJU +C6JIGtw1qR9xx+H2+2Caidodf7ZJDa8M94J+vQ4lFmvBGBvRz5IaAVqhBuPV +e0Zn4Ci53tdxzveZgWS8Tzfu19LNNTNvsiqnN98s8uAjGCkJx+Q0cQ7KoH9g +XKHBbcJ7Xr9GSTyCCUtLh9gpgU0wFImD5L2ydDMABvySP2Rses4sGizRlf60 +iBbLGpkdFqoZQF44EjOp7Of0awa2JDARiqYH3RI//QBKPI1w6bokhyowsEAW +IEuNcLqcc2RvpNS57feRJkscNiwsXyZ3I6WieWZ0AerC45xhN9ZM+FjY+rWb +VALiNWSN3xi1+wEPeMDYLQUKs1+jwcgLRyrJ1Y5UopTC4pFKJuEVVoc1KsXu +S9Wpes/OdGONM9zZAVCvDG7S6yZ9Foy+dLG4p/R48tSHGgbJGik/U/P19BiW +h2IVLtxZ0EkODhWVotNuoM4kEe0xCIPd0XyO3zoH3rIR6wBa/dJAIv0GVg2P +/fNsBR5WcHObvah0w86rrI9KZMIGs224B4xZBpXCAy1mBQiv9CCIOqy8FiEg +l5tvP3A2C/JiEDyGbj/taU+b4QF3kTBNsgsRQk89i+4HD3o16Un9T4QBPcVT +kTsQIGy53/3ulzALtpMSfeQjH9lBxu6M35TgisRJfaZNZ4R1vfOx3ZGU2UWI +eoM+GwrlD6yw5JDujyyv4VuZzr5qqiljmc3H9GcSrOQjghhYq8yofEPsjdQp +++hTt1rpJ2CHmXpQpjx0ekVIJqCVh4EiH/vYxxIsydUJhEHgkvXrdZMxLgWF +iWAttknu4VmfKslSoUpHFmEpVmUJFF8mxUbXwEfttgm0xSQprIRU8FnGeve7 +3z2komPcC6i3MPAcunBdaTQxNZ6oKVF6Eq3IlxYVqfWxszCNmgoPHLf6La5Q +QCDWQvysfmLhxeqiJgu75H+kwARykuA1jrl2haJQ6LOf/ex5WQeMo6dkXNYh +V6I2ZCxF8T0VPjJv/IogwEtRNytbZOw8noktx/xT/TFmoqdmNRh2t+306llZ +89BYgivs6PXvIBLRO3Qu8jnS45/uKfsdq9lyqu8pRif+QV8RJUP0noE28bSx +EhxTOqxzTcIuy0/29BeNMAdISyC2EE4eWS/iOYPaeiV4TQEEpWWkYl3YLwi+ +fupmvw+2OCRLTdKpgKNJ/oaeCuuRpjLZoSfhgzQGev5S10h04hv5TLewMRLc +ij/vG2ikqjzSg3Nb0sh9ekT2pVEctYCRj9IhFKcsgZhcSgJU2QoB7umnnz7j +Me7Bsn+DTMAtx+b7moBkDfWJBZRZm5GmjsApIE1fzEg+ZjDkq+eEfALFxdLs +NpUY2pOlD1Snr+Kk6EOxs+AzywgJZiKO6b6jjY4QG89L8SkHg6DvptxgPKqw +PXA6Fo4fk4vw1bIloTi/kfAxlFFpD6AuRR7b7FOmWSxahyaWCyfpdcYf7L+N +eOZDK8ZrUET6SU9IPMNPdjrEAzNiVJJ7o4q8JwEpez8Z5sMtFsnOYH4Y31K/ +DEWxmJgS3SQZPAm8esc73jFHSsn/QCP//M//nK/LDKa2vCCaRGq4FKKpPsTy +7Ec0NhRs9+lu/ZrXCCtVFDYIJMZMzS0EErcyj2sCTS1EZi8DHU1jgs0h1Cn1 +mFNb8iy47FNII2hBCs+IPHluvl/fCUgVHqEWT7dwriL+7AcU0pCl9ClnZkgY +0sQKi5r153H5cUcjCfN6CmtEhUbHhqvtGzbIFS1L1SQgPi51AcKUHYOGfTN0 +ScggqGxE84goSulzSb5fvzgPEoD3G7/xG3MLMVEBRMv5B86GXJxLlDjk4t+z +f+RILr7tXve6VwH/e9/73jViSfggtSLZSLEEm6mJJifBCrEbBa479NltkARD +JcJSbwrgIn/ZpyYExQ2WazU4OVhC98OaS7stkRvZqbgrBOW5sv7mup0DtFKQ +ztEIvXSKCeakmCZxPtwS8+niYeLk6MqgHOwz5H84AOrF/uoS2ULrdNaH1gIn +tnVJ6yWy7Zrd7kjNEaGzdjPlUj56WVIwm3z3jp04GMLsCrgE9/7l/XxYklMh +Ogue9VYhOnCSPRRCdEAlRK//D9GV1sKfKAHz2FerzB4b6Ob+VGYyJe34fT1e +l5kjTZrJBi2I0vDmTO1GALzbqC7bojZQziKNaAjFfxQbZwuE8Jxc6VHZhHrn +zsE5RFzahGwc8nX9NSTXjPiDYX0STcffQlk9VNq+eJNy7Ld485ED0bJcKjJE +QRBXyjrEhR8QZOSNlcHhTVn7MVIxa+XYfJ3L1zJrP6PD7fdUVcpwUj4QKIvn +y83NKArUBzql6V+/qQHarZaSrXSUx+b1GJG+p3GRr+h2yYhYr6/t1wToqOHp +R/s73JPKx+M6TVAcXiZuWZDrvTRUQWPdmrHbjKtFpqxdyVICBeYiw4xSZlcq +ib0wiL1O+0imKBOUokeAQPa/YMeHMMfoNiHNtPhDXMWgljy98eLTubN1HiwE +uA1HSNVYFTBtCnHJ1usa5RCfiewFEBRDhYdlkxhhjZK3EurrK01XLrOf7IBY +W/JsUB6syfBS5SWtAuRUbLGaais2xGtQENbBstrUSblbr+AXo+/KhH2jhFlJ +OL4oSVmtcftebtVrGg2vuElxVka4/5SnPGWOnUVZpjDGzpAXyI7VxZHR8mR/ +ujCCdGwyYndOesglfvzjH//qfhmGtZmBSVesF0yAVmIVqSzyJ1P76D5bXxHo +amxlYWOU4A1YqSzrnJ1lbbOUeVxrSH16wuEx/TKfwqhr3Civmj5JrkI0dt55 +580oRgQmuhqpL1UR6pddCfVZs1Rb9qI+/LpWpql9Jjso5RrYkFeO3vbEpD8y +5psap+EIwJKduHv/ntwF4XMt2osiiKRLOPnIi7/yYGrIMj5evZgWhMWcjask +a5rzEMB7fAZnwih5XlafB33LW96S7Be7opjqT8yY9FUYBiWxgFYdHxvuj3Yz +h5aIZEacgETiXlxjpbLJzH5cw126dOpcO9aAIXFmkQQdnqNLGDmEwUWynbv2 +7+MmxUKmrG/y/XQDpmUXmEF9aoVO7II4T+t52eOgbvlF7ZX25IrHABwDrWOE +yTwksl70N3EzKT+g0wrkcFO+PHFhNi02Pc82FOSTuE76lx+XIcieBthV8O6G +XRB4EC1LQq2aeWyHyUSWEGq9E+jBlhBkO4wqDNnr0Agz82kRpuHpyfCe+eJZ +ToX3TxiGFO1JKU9/fpbmZokAnNQ1bScNUMxh30Sx/ZDt0vqxfJfDELJeRKei +rAr8A5MyNHUtJp5yphsvRlT+LkR+6lOfGg6LL7M/8uQqL9UGPQQGLSYkzNwt +XdZWRoCloxGC0JNAYUq59Aycu0xxMcsAfGavPdZrCddHPvKRCfxMwRHvkTe7 +RazOux7sE5HOg3ypwwtf+MLMea+zQCCaLUKxzSBwlhZujdf47AQoo1D0Rpj5 +VTQoQpGORvUwJU4bBiZzLTUVgBWhUH+OkKX1HYzEeUnQ8nkHhuHIidoQNC6z +t5gO3J4gH/spyRubSm4z7EiFFGWIXfFV+gh0XksmrKViWt3C6XvpGYONEcKJ +QLOlj5nQ4nWsNa0m1yOhpvbWt741kH7Yb3kOtyg7y0gMlHGTi7crV2ay18kt +i6VI+/Fa/jbGNiucGNkkQ8fdBsGdkvW5lzDBDb8XvuJh8GP4Sh/6vuIbkajp +aG5K9kpeMd1D3iW4GhuYUe6lL33pjCXpY7ZkC5qhKbG4ZVCi3qiblHIyR+J4 +9R81oWyuBnETfRFPCvHsFDmSyjzSfm9ukx4uSoEpbBXndsa1vXyg9Uc36Hdf +5MSce9zjHjvrE3OG5XTbGJeJYghD33Ny4Z2StMTByLtstSHLtx/vhGAp7cYZ +M8pxEOEdGAUaavCNAsGlUaBSzNBdUgqU5WhjNlQXo1SZDcOdr1fYkK+P+/tP +Lua0lrSTLLaom6+nzl6BGGCGMpmKgv6i8/vjATh5cuFbkT+cHc8S2meB5+hA +FfJWq3WvCeEQf4p1zj///CTYoE/ypf+wZCUdLKBZNhsMd2hgKivbuJPVqLxR +0lZBBfwEJzfCJwsJk40Nx3iqHCU19pCm3beispg89iYdGfm612bZ1h5hw3ii +SbaobkT8soXU97hz20kzx4Y1qz0m36YJybEkWYUIyb8d7fm3MXeXCCBrpJ// +/OfPIaqkCyJIfj1jH+JDakknxLdYB6SOifiZPsql6hJ5Z3eWQRe3FmoUhMjX +ZS1SzhrXWGXtWr5O4kKlGtYIU7Nt/UD87YddWTOTJfi5lmzqarvzINU+BdlR +P5GniCUlZsZBhhIkK5Xbm6i7LUUPaQOc5Q2PtuT6VBLVHGGlbFtQXcrGLAHx +rkv/cE+lV6ER+KTqONJIhiIkHnZ/IQUByOGQGkKWgeXr3cU3eFVkG8/SSRmk +kTgLabad/rWNxMzXYpe00b54hIxqLJclVN4HVxWyTXc0gxabWfRKO8E20dWj +GyN3djdy2SDMHdn+AYl72nomwrACHlPHjuLMITQEd5gYPVKJVMeefdqjuh/T +xXAy1wo67+7X9jrvLNf2O/trG60BT0BiD3HuxNu5Sx9uroHKwgTZ2Uv0v6lx +Jf8FNHBo+1Gdz8QzLfZntd+HsrlfuxcSZDgyJREjfLMe/u7cUt+xzLb1f+n3 +4OLNVIHvbW97W1qBKCPhDhMgvXpTWoEUqUDUnnVIiheETIdc2AAAJR0Ulu91 +SFzy9PuxiwUDtsZrPFJW9m2wa3dmDVUo5zZx7MjcA+dPQDJfyhPj3NF+D1kn +iKBZeuBAEPjg57dwMC3VzPhSyCWkkn2OjgyHt4kiMxnIJ3bmOsNrwJaS051s +xaPGbdj8afEgDUhopk6fJ7MLAkZyqSjEU/D8aChQtm9FcrGcX2Rp3CYBXl7y +b3nU3mgK9+Mf0TEuEenbR14dmY8Mi5jzdXyldMad+9e1I8O/64jnWJuKdAZf +Tn3YN20EDJgdHmx9lqIVMUu78X5M9J6l2AozgDDBWpgonM+YK8TPLPniZSEZ +5ZfLPLqB6ndMvyFnSFxNK7koXPRMWZy0qOAWwyVECCYkszSwcO0c7eBW7yTZ +mXZwmfZoyxGFRfb9TigECd3mFJUNhh1vukiqyRV9lk7Vo0JLuHhJxfp7Go5V +dQBZcc7pfWLKrwGdv9Dv4xEM0Pqa8INDCaDPxPh7/NV/l1SY6CaLyky6nj3j +LrwiK8DMrbvMicckvEFPeQGeRP+lysfjOo+zSJkJHnaHlY3NZqn1ypHcy9hg +XFG995mM054f8tK+L2CQm+6HaQXhuyWr6e7UB+hRLBroUYYuB4nIfMvHldyO +3ZRThV+wKl43NLoYy6++EGtHuuh0EXW3vwp95UugtIpP392fGBJx1r4BiVym +LwWjbrCoGLXkckmn4kiJUhFyZ30eq09H2+/d9qZo2EJUk65KTKXsL2lIyK52 +tavFUkKfFI8JfPnLX963Gf/l/iBdl9kYM+vMSAXHLTGnWVYKzRTg1UbJG/Qv +AyMoaJPVLIjjYgXd9J128PixzhBrFqd1uWmFN8lGtsAwI75iWAIw0fhoqwLl +ez3yaUJCrAsRZKtEIW5We48GOwdfRq8lV7JjSEAq8wE82BhiefAlM5PFkBJ6 +aAZpH2m/DyZT2e540yaJ4R6P8KndkFol9GH6o0n0OVtKJkMiDO0PmU0izJjs +cDo/+U5oX2NhMinEjmbbYSy7pagUZLn2SKPlubcjjXKNRmVR+vIYSo3mH9h7 +7llaBsrL8stJpQmWG8+m1vGpSJw1NHkVRKJbZrxvPK8nhg0uBH7k/yP8iiHj +CUKC2OWicyIQ2Jz6EzisGMo0lW0IZRlA6qYTLUkECpEdp0fK5nDJ/Sg7rndf +UpZsnARlx+3MQlnKkMbBcUHNcmUTyuaApHGpfigboSXoyfjnPsYiHQJJEwp2 +uKy1bdhtBg5MYVQKtSb5to1CAFYO68g1hZ5NkLzOj8j7vj+r0i8WkdLllklB +oduIpPIvIhvX6G8jUrYlGcU0OwPlvTpALA2SsolcMaAwXN3ftxTeTiH4MOuC +slBuzBZJ7tWces/zxSKJfLs9j85qmz5Nu2wqffGQRZoUGxKvQghFtbPA0Z1p +VSMfZV/Yn+q3IoxbDXzYa4sRJxiFh+ZlGryQvBD4Xl4x5PFUfTzvfe9756hx +G3m4vWQdb9av0WRqC1tmOYNiAdjTN5dtcPtdF59kS+zTJajdEewzxPfzfV2C +NqTNqtKcQRIpkm6Qjh3vC1HH5/XNUdodT+n3KQbQn/rbrJIYBDgxlp/4xCey +PgxFbQ2wWq0jNvgiuOjtb3/7tFvokRZ+wqeaHQOFpTMf8YhH/H9NSHbEBPRq +HIe9d6ZOGTGrT8f6NZ/FuSQxAIytQ+CRuEQw20+fLHF/tt8nNS8gHc+1glGo +KYhfGCX1J8RNsjdNEdLsigFQfY7si4hmP2JhEQ+h46K9/PMuPnlZGG1vx1qM +MFW0pbF8Ot6vcXqyIxx1vBnZzRKsMdxL62uuIWOsYr6L5NKLI8mlVoDuNcl3 +WyKFieE+hn3DkEZlcdw3zLC9huF4Zv86kC5YFQzX8GM4fDUlntE3gwdrTkxa +IuxXMTzafm/WrRLPQccExoFCb774jFgeUEGO7KHo07h79TZXFCS0HyNGdDQy +QugJuo5rI+WDBSBFvdxK/CXkxkfCoym95BqKJfk1cXg6DxfAYopN3d8rBBhD +oMzgPv3alj0pQlRGP51TJyJqlmSMx5oviSot+ekm6tJQAFCRmxgtFM1unPtR +1H0pev18l1AOTF2EpkJDysoJxpATCnL6wj7k3Lb17f+LpOu7CV0s0uks0Rzq +UzbCEPVjh7wjUjE6ZSlGhxekfRLUk6QB/Mrp/T9BPfmmcTEkNC4PMDZ0ir55 +KFMqSowaviQqLJxDn3INtsxeK60SfAD9xpXry57A0Wpmw1wEEZSJU/kCxfWb +9L+NZ3ZrT/KUe+/Ni6f1r2nT0V0ivuNpbWiaExo+3Tzhhk+WJ74/3idHzEyO +10jucluEbQyRguGK5ZSmGO1o8xzCJIhHVZPLFJnh+3ve855UjLBdnvAqV7nK +fMhuXwvR7rhpJ6PQVxuWKYLnAPZN+yCIOi+QLmrlBuLJ/ZIVtZVSsHvtzawk +TaFE7lHGmkf2RKrKsitFgvGlvvvxT7btZPhn7WQWsYSO/dDZjWuGtI1/6enY +j3/uk6Q/Ef9yygcoNanCtKctI558o4RlBY3BKyiTXU7TuEfMwSB23tdoUYlB +WCj9YNSSXSC4hEwyIpp7jUx7BT9PCbHQqXIn5Nuh+QhyP/oaNBnlnBqTzc4T +YZJhZDu8MAmRl0wC1IRk43eZasSQRs13KUDwxakySedDcpx5L4yZZT5JoBIM +xkRe7kEPelDgtzoRJZJd6Dt7znt8K6jIaDJXH/jAB9JnB80jsOxu+ux6/n7g +53SfckHFTPMm2syY4gnmMCH6+Mf8Uvb+22drulRrw7TyeXMJyfYLWWASEK7V +KqsLksKgUVlGFcaocGQnkzBGmiOrDkNcGJZFUkbIdzFeIKPfN98l/TnTaj+m +Cjho83iN1c1ZoKPmJbGZZK1AZ7nMbDySIm0uBEQFW8oknXUWrqdlHC6271De +T1AAW2S/Ub9ftlJgp/TGkH3kIx+Zk65YnbGlc0zZOVv2nsSubNgp3JWHDztl +i5YbDckNL9fF0NmsgIv0KWDRM53lYUma3sYdaHJY04Mf/OC5DYpvp8+e+8AH +PjBUIaAcRVmgjUh7yVHgIgcBJTuDe6RGci3TYxoSMmb5KQAcU1TvychpNI8i +gZNSj/WColjml3fRSpuFHrIoKe3ut5fbCRiS4GhkSE6CG7cl4zLHBWE5OcwJ +qiGqHekgOc6wbHeIxcpLJbAEIapsMQ/gGOus+5SJUdjqJwi1V9aMo4GCX2+0 +BeQ23uQ+2Vz3FWiYe1uTBXnFK14xE0ZvA4mGScYCZE4atARubPKiheHldfr9 +AhoaKktCwwUvObdDPUDQpwtkv30MTRWGkojfwiDtAKN2sPKbPfQT0zSLPfax +j62AuLxuMUN+PtvRzWuGJ8E3a7as7MihLprQcVqGvFUdin9hAqJvJkh/GaFJ +Qi/VPHpqfNKV/GhWU5Je38kZtzn/kDxIZ5UniE6owhEHE6mhjOxNlWi5wJnV +4F+QN/2XfA7/gvRFo3MX3L/Tne40U12CJ+F4MoS8YTSz5DeMp7DZ52hsrVyG +fL35ot2RDRFOtIkgWqezMRym8WnEP9mVyj/Z+SFfkSlIDWsLpSDew1Rn4box +EXZ8d40ZeOUrXxkiEzL2LdVORegbdFGBvvIKPyQJO9cpvzOafez1sNagwfuw +jfA+r5RjLtXDVVkrTtkKNEavCsOsBWFa6bb0jH2ng3bHjTtXhwwoBUn+ixNN +Y+0J9kE0A1ZhFIBh7/NPWQAkTEcBwMTldpEnEoDYZaW53Heo/8bgnnRv/2zO +NVH78Nw5DqBSJ5XNisLCjJGgydSos+Y40XTmkJ+ch3ygC8rYHL7Tu7iAUahy +PLs129yOWp/K0J36s0Ym+uFmcFBdO/uREaTlKnlRYVrFCoaFo+y2y2x/0rbh +KAo+85nPnDaBn9aXeJumnG1mPG8fswVvOzGPharpsB953I+3rwlojJkaeISv +Ph3v19L2xx+nn4hZxEdNZmEKfJeW+/Qn5ZTwifvTffKzDIE7zukEhwEYdE2C +mE2jhQQSHtHAURBS2GdT06KVggGGilzXDD3eTLjQm8zBmtnRFm6Hl91fTijI +RvhHdjAsjZLZEaPvexm4IcbhS8Y+S7zNmTfhQJZEr/YAUBOuP71RVuVQ7kmp +yTAS85q9hjYzFC6+JbvVb/A+cx+3hk+/98j7nJ4TJKNRg5z4FMkdwXEWd8vm +KazwX5aUCiBr9mGTCTCq2uwjGgYulQiqnDfcFwnOInDzgQvSwCrE0BhmW8Lk +Hk0eQWRz7zE8q+92MRPXfVljEP0UeEana9jhoS3o9DetFhY3qxlCSSBAQXsv +Hgb/8TdKhGXZ5l01VRBSQVus6sc0ZcKKDApPOQphtxlGBHb9vve977b15Pvx +bVw2+fTON40yCposDs+oYlmAKhBltCg36vRKqtnj6uvf0G+VMRYB6m5NVRkU +k09jIpdni/g5//zzQ+7E6yO5wdJU+UJuRoIR2IvcCYU4m74H4mxkYoVHY8H6 +ZzngYgOLIWEz+7u+RffGMC8O/dsTrt4lfEjet4dJJhA/lubr+pcpVcfRfbPV +abmk3IclASFvduL1U94pwFmsD0nJHWRlxEi2Kf91ZuNg1ub4oQGU1OIO9pgz +y+4BhAPp1EGgZ6DaGrI4bt/Nys3XnZi0faXKp5O0x1tZXXaR5ulRIOMymvyN +biTdpuUrkr4bqZwElXGJ3VG7DHv6HA0j2FRXDg9SlEmfI+sDtSPyAx7wgLht +Bb1+lMIc78r9JCV1Xn86YBELD0SLFeqRp/U/i748PYsOAeBXvepVW6isB7nC +0bIh9vOY1ptipLR5hf772RC+cUloXwuh39unyo+qCEDV73vf+/J1TpDTUt09 +3H5PYpjNJZI2YqOzP8JXb+HDuI+COZfP3YnDR11xCuIrTWm/T6skOz/2fspU +SOyDN+Atu286/gYGcdZhk7UfrhfAn/O3jBn8iOlwpSTmJfvfqALnzMKAujaE +WezNixmBhjFmIGZWvoxeOOtYQ0oIbD9OTAjsSIOxpCmSzln4nlRzLAFSmW79 +FFv8npa/RPUiEVAb9FUob4bK/JxtNdY7v02bgMAd5nGta10r3h0lKJrkeAKR +bOdie7MI/zZOQ/HbujqzRXi6OrkcK8+so409FwVkx7tsoz9y84mD0HLlJKRC +y6S0CIah63XfwkDmYmQgs7fcsUCYZmQjA7nYJOvCQMQMA7OAAvN6rmIDJyGu +3TaSVqVbijpglpRy2afZ7JI/W/bJm1y/C4YqE4zqR7hFEHnHMjHz91iKtFIk +GaV3ClwPN+U0oyMYj6pyn9u4mbiJxaFz0IsMIojBtNC3bI09cijRDBuXQlNA +VPZQ+LVf+7V5JaVClmsvfvGLl4s2sSxpk7BMDJ+utrBMjjR7gY4bmqSxZTxJ +gq23XPDRnVBMkmtKOKbBg0o5IUV5w1BXJitZ5iQrPc4rONxyVFmmnSS1dUBl +LKew6XBLFmbnhp1e7KonjodvEX4Z9pNlUTZDH8l/q856nl2ehXk1tzJ9czsV +syv0sUgG3ey5GszHBqmneue4hr/vJr6NRXR4ZJEtMaItYZHj4dNcG1MmfKJt +d7vb3WatkqszFZAzCUeWm9VmpualCNPZbRQhBK2Yb34MgaWILF0sIseFVTb3 +SdYQj/L9ClLGUbAu3PwYP54qM27RrzHG0jElaDvHu0RhAtSsRJR15ewH0bHj +aKiZ9TecwGItIuLnDLgMKa2VZdrmHWpQSomZKaBPU9vbmrdMiSRozJgImnud +BHd6BtQoiRFqWcM/rrbf3KZx8o3JjmYczIFxJO4FfPMMnbbpYI3DuTgkv9kw +L74OyRNABJGNAQSJyEHQ6YsH4LNoO2wAccTtlqluYYPHsIh3HsgFsXilx4mS +dzsxWE/ID6fpgJKAR4t+oxu8gqGKH5OY41elSUllbNCQRcbaUFOY1QtjG9sn +pE6Zr0vx5+vDFpBGmNrwyTIjBoQhi/8M8UD4HO+S541MS/iiHjeeIsrf+SwH +bW1HCtD+YYgkHKp4Jyqv+3qnDQWyv3bSSIQsJ+Jmt0y5iZxkuti3IWGOZtDz +O910D2R4UhrUWkArNV6vzy4sPS/cElmKJYqoUATexYApOMcjsG9QZ3gt4MkS +y8SGUR3RQj0nzGLF06mcwItzQZyR1+DXELmfPtyaHuvsw7+N1xwlhbaPSXgt +3Zb9l8NreCo7pmzjdUIkJficciAViS9lC7MTlojEzKKz/FjpdDjJFFkyM3IS +kvCVi3Byd+akHOSHPvSh7EMwbFk8p7rhq55+bP/s+pBUN4bLZ4sVpButgS4Z +DUjoy4faw1va44CZJ9k4ntNQwhz2Cc0TWIR9MGAqdOF+thij1sOGk2BdjpDZ +xr705mFVpCSsUjYKbtrGqnO7oFI1eMp1+Uuu6FJ9WDljw99KD8If/VbplQt/ +hDKpl2zw58hGcw1VYVj0S1jvmmSWgJBJRetQnBfpS3rnsCJV3oll0319LW67 +IyomIZC9sUPkUbvrb+OWuGmnDI/Ai+WGlFBOvj4c3iWzkvjvRDwSF/Kt6UrW +HsRBUJESxfEEWcKswenc/vaU1UhoSc+l+2VvgvZoUsX4gUPGmoVe4RCEle2a +Nzh0vGUacUDIJBWMQxJ++gMxW4a6gsM7dJHhfuFAQwenlabTjyeG7AscZmst +eumHY80FCcxgsUcKgzIxCde73vVCYfu5JYt7nWGCMU75OmULg0rS83UBRW7d +xqCsQhYBZBVy3OpwcuycC+sK2e54VH+1dhl6zQ1XJH3Z/nUZe87/nHPOmZEq +tvQtYGfWIET2Re+smUokU2OvzAzW8Bu8d117XP8mLOANlq3HFvVjBJv+lNMd +W4qyQitkxEUBlmxmyAhKhwsFFkNGKpIzUENG02a7HXoRMjIMaew+NTJOx2aA +BSBy4pNgXmu0xmWrFERsE3vHI7Ig+ms6hmsPj8CBDEuLQCUiMRV7hlKi4WUB +hndMx1++HsjcsV5Qd44AlvAKioUkcvzySBX5w5KIubPZZ3nsZWezLBCmFNVi +4shaPGKIgPDZlTqvga+yDU6ICsArG/q0jVgIjOH1unn9OnuY7YXgR8QPos3u +I+uN2Ka1i8aImiVfSVtIi4Tm7KGaZYwHFWQsHv7wh/fD6KeOFI9wf2GwqBHi +ZUuK8I0opg1gPMMjrco37ENgUOALmI1zslNeZuJ1xJBIH+mnufTuz3ZHNsaR +LMYQOxFFjbngLBQN9dlK7lVbUrIicrwoY2n+IuSW41qelM0yJNvx7k4VO21Q +XBI9n0VzaD5gw4/qiYLPeKy5km9F6h0zT9ZFPAyh9na/dR790LhLUMMBBfVn +gJuvCvJl7OldoJeieNJVt++vEsyAVWOjdWnEyM94rP346b5gw+ARbrTXVubM +nDA3p+2kbQUvtIUYHkh/5StfefZRInYmAiiJdYQMVDTxKTw2LSklC/8j6UwP +avMeRZYs1hcUiTQl9xf5SpWztJqGzbxpjuKI9DAFy4XjRGGznfVoi61Ao2xc +riYi7lEIqWgibVwGSvDCU1UgUaIRHhiUQ18adRbI6jYIk+DJpEDT4IFAcCrY +XMoQoAbhyoyuAd3RZrLZVWBZJJGtjHTMlxm4S/+q5vl0nU+Q6FgLYphfDowp +BjOoKiMDndT1nVMVJZn2rJDPgWeIyJyr2iO+d8qAlMGbcSm1TwosikcbeDQ4 +hVugeBmPJE+awK8wkMfU19SdxDOdbvzAS17ykl7EmJq3mTto7D3vec+imETw +GJlRTNjMpTgZ3bKdVv4wXSDxw1plyMYlL3nJGpffU9hCqbSth8nkCUPX8nB4 +3nU3MiYI/uhHPxpdhfuIkb2rWymt61n/Nz8aHM15yNFpQ0UgaCXCIseCYVrQ +btVNDTibrf5FcYShBCWPhmLSKTD64qXMCNwk58drXEHOjswCcTLEgPYqY1pp +wk47nUR0ep/+IDoH55OnC93NIiM8Eoz5dHa/RtGysem4hrrXyWaFZGDpPkqX +X87iCmEvYnH9nCKZKQ1a1NVdxbXb3OY2BRacmzyhU20NUrkZIIifAsnYB6wr +VhLh6X2KSuXysPSWBLEqBgwBl3HKno0S2pasaclXTuWR79bJ6zU5d66g1c37 +fGBPGk372TSyXe7ryDCYNBrtx2SgrJfY5vQiiysbQDrjCvmYoB+TZ//zjMB8 +pYe8ixnNMpkovbqW/M66rWxCZ7hvm/8j7fd08Gy65eK7EFGOXcWboYG+Fm0p +nMoSZY8NenklM6y5vSShIEl9q4jM7vXNhlPKW92iMwA5hB5sz1A1GVd/TpJ6 +bK4iMtHwhHizz6R9XV9Q+olGbgRRywHyrrx5cTAMAdQ22/s3w/FCSONmmTF7 +mTBNZNAZ2/CCIkfD2vAWe+JHEZRYL9d3sEjzxagI2dBnJHr3zutnn9tFTnpT +wKxUaYpekpuRjSEr1b9xF3HjlhmVV4HGYZYad+xYJ2j7dO5A1GzKumyJ1kPA +ABVEnVuiMUpvAAAxtEQrJKT5KQSHpkLwco0heA4e4Bci/Fa+ZAOY+BkmKdub +7EVwPoxy5DvQ7dKHbSN4JHZ+9o06BblNtpSTgszFQWWS0vrGy2bpVDZhB87h +VAQHYJilekxQ9F5Ez3TzaMhruf9s2prdkaoQRYz7DaXxPR11ZWuSzNUTE6ZE +tDmEHOYSOyy5AaXNh0dfaZPS7ASoO3KHJV1Smp0AUm2udKyVlydUwR/4NF2b +Dl5NY3n5xsSnRC69u5ffci1T8PVY4NzHZqSTLAZfKxMN4D4gRswr0T4yPDol +6ev1r+gw4u+ExeyHJFQ5hQTqe/EyZ2UkOQmHZJOhWCoqHG2o10Qb5CKzejN0 +JIB6VpnsZIbopEfYo+CmnfmuyYyTSMBBDlPiSkalJPytF+ViVleNSwOWXOQ6 +PXU9+MmeJnUwtjxk65VtxxaOW1oslzlCVNgx3jeuOz2vz5BTVArgGiByM+Uy +OoUmHhxp4FhKNaEKu8tTSKhkuHvxLsMI77wm94V3Y2GsQHUeSVKyr+MY8WA/ +QJK4jpSpiK6XNa43J+Mocs44BE1/HDm2WLlzsswTzy3bfrcxj7FKXW5kXvYe +yTugnW3ME4mN98kDhHnxRnI8MhwoDIlQ+TL+gbuRcp9SQhK19RWGMzxl2IAY +8lESHxS8Fz/xyKLF8JNcKAqM/BxPfi4KhiiMvUh2zc9DzbCYADDNu/Bal+z3 +a9oRyTo6KkPQJOd+Y8+2loqWIfYbLh5fOfts9LgfX4XBif9HvmZa49agCL3e +y2a38RVFRNolqmeBmjvTRiN8qN2CcsKxcl0QHqWjIPPBI5usPbc/XX+MPIwS +QYV7CdHALAkKSxH3dpm7M2tB6QJ9WXVjrhJKSttJZ/eyUFKqAd20cnlGsBSX +wqq+gLQhyjWBM6JnOShGZNwJ2Xf4BSxikcvbRXz9mTHXiTU97ljLE+EAJwiC +CmTABK/gZta7+E7b2GdJ4CLOOpGgjMg3QvHUQQB69qbwe/GyiMRXp6Fy3rvs +4CwDI1ga9+LKKTtkUVSBANIv/HGpyri6OQJws84WIieRBkQXbo0AAB4d1u7E +NFxUAI6MJYGmjOChSG/sPCOS3I3UYnQ9W3z4efzjH58RylgIrfQERRrkSH1d +buho+30wFYD+sMkmgGrSBGgvKa5Laxrm0YYqsDavJIyCGpF0AZm0GnFiTAXk +cNnLXjYhEuuf9tktGcDs/x8BkGw4FQEYubptA7ETcf/anfvoTpYT30jZDAe1 +ciLh/i37NYFaP2u4p2cOt+hFhkipUhGps31ykcdboONRII20mtkD/Gn3Rub6 +WhpD3eJPsgnJssldqZUaJL1m7oL/YAumw6ENjxn0O0BN9gGqqsD9jP44+QGB +bzb6Lee/bIZXCgDjRzaxoDk77ERsItplqUp81QAnR82Q+XS8X5Mm6Ho7OwjB +NXZYkXy8NQ9NxR0wyKdj/Zocs9QAa57vDkWAOc7DG7rAfVZ8EK87sjbVZ48U +wBVw3MkRRRJ66eMoGBvLLvbLud8xmogaHJ4td+UJBeayQzJlfQPIFutleTdn +Mq6bMqvS4BzryzPIlSAo9K/XJluYJlZH8BKRHIcAsqd7oSz8QgG5YOMZ403e +PzXCE3E2fRmxQBKWWckVzcHZ/bByfBmfm5Oa99u3BWsYQJvdhDXZdVTqrJxy +4s/RZN+uEyS1ZPiprFSegLEqPepMQ/5SVjZbT0U2APbsJJqOcCqCkGOmluh6 +u+TSNKLTW7FoXL5CJBUYOBA+J9k1pdJPfvKTYa6YhK6DriVvOVEEKoZadTgV +fFmU0aQ6PF/BKhhJnpXw2fMu8J6IpI9sPxzGuCSbuC04GveFWQrBXgETpp9I +CMbNl66/4KIQZMFFO1OLFmtK2atllIM79CeYMWa7vb4W+20tp4d6uJeoQ17j +GtcI7yk1/mi/j7LL2wqyGenD/RSsvmKrv2u6T0aeYllgN1bceBombko1Hp03 +nZeOEP7qhFGhFfsX/bNhrMoNUdKrlKIqcaULasddGp7U/6Qgw5VQ9dzOU3uE +JEmkQf/lcnnHNmmgFel4PFVp2LaV08WRhnM6fcXKsBUFnnl5qKkF9EFZu5Gf +T49hjRGV1Riguww2HbTZ5Dae5+tKbpQSpervN++XqRdDLHldqne4iyWNY6+5 +3uJgjAb0SKsV2Md1rzw4Nr1mk4M5iQFzk0JBbeO1BiXVJfAs/Y77cVBSZL9k +R74r3ZbO9lPloKx+Tj/YxsEceIQdjDcstNsPtt+Z1hppsygTNWMcmdqkA27b +vy7bB3EZVtE92jVu4pp2nZGbcWVcuEBZ3JIAlyFg1WHxrOLVXGVI9CUMg+hY +2RpWGJaj1dP6WvBqJ71qUu6ifzwudx6ecdFgt8Bs5FlOmh3PtgPVgYQhzbiN +bcxHTsc6VbbRnH6kw1a23XSgOzTFvA/xD5AGGE8r+qavA8KqcT6l4oV21CV9 +v7qbt2lddjfmqfqKwvlsFLQnIhISAKlYFLRiC9g8AWLGBWFTUU/LTg0MRHYS +SV2E+mZn8gtGnk5b6GVRo1eKk3ISkjjJtIW8wCKjntecKGOfqvM2ThJNYjfu +tHMiTua7KVhIvp82XAsns4DDWIQB6iITuY7MG0eLcM07h96ryScVxUfqEdjL +YE50O9I6nhK10G8kZ1gsGgsQF9kId+31nOhRLiVuJsoCoaaKEpZByn3znLDs +Kf3VwrSwjN7I1tBkHZs5ColeKXrA9lKWO703345QWTRxoirXNhammmFq+lF8 +fzhybRsXRT0c9SRT0+9Ur+RpmElCnaiGsBs6l1SUj5l0DtzmkQnr0yj0/AQy +8U3Z8abCmDTD85lplMzXt4Eflni5koSK5Vq26eLGsxpZvU1qJHoD2Jixv3HA +4zHfYFt2rxpbzNKa2HkdSy5C6hsx7iRbJalvhyiYmg9kIXxdUAxQjwtI2eFg ++/BdWom5LqRYyOk+97lPUU22i2/bmUrFox3uJeGdHCUm58a0K2CWFicFLNki +iQLhFbIO27btA02vc5p1Qhv6xFnWT4mv3wez0HPjPs+KGMRbkibigRDli2Id +x1p2cpEsbvrC9xMDesA0jGJA76ivT+kSg4E5F7pVYfyZfawemaU2aLhuLJv2 +FMuWGJEAudm0jnUJyCbt2aXanLKNhXhZOVNiLDVHnI6WJjqSwXIvDD+ydHN/ +ral/h1DWTxHf7ynRtiQ+jLyNmTnKbUx6hkmTb5xW0JuLHGFaBYtD0U9/Dkw/ +EWPYcR2m45kf2dUlVKYc/bzsGVym47T0bb6PL0qZ9wrDtfSCdW5k50pxDF07 +++yzd4KGmX/BP1dZsU5GSlQ6EeeRMtup240QVRJkZByJxrgxe5TEH2ty+WGk +IXQ8mIoHj615KsO+KCV3GyV3era+HU7soLEJ5MGK44Fk+iMR/WEPe9g8RE4L +32HHDJH8sQMjMVmk1Fk7Mae2/SPNiSCorIvYRSJCNt8jExVqwYTKRirytWml +GamYZa2XG4a9zMGFimWq5ucxCKFi5JGdTqEtp5tzqmy9HptRHpdOdNwTLGpC +uwUyAHHGp+eM4bALdkhNkPRXjfOAF4KDtjV2mzv2qOnnO+o1m3NfF48Ulcp1 +JmrWvOKydGOafRmp5f6z3NqyN12eIE08P7kQLEM6pn4xHRVGJl3yKdeSHlLv +CAXAlawrzWuA3+ymFU6KPHLUaGbNg2QHlE6p7MUvyZqVhB/sI03OnUcsZly2 +X845fTtj3eVwMzPJc/ENINsnP/nJREL+HERYpAwlJc2TZQol9SuHoZkiLBMj +FqFGSdZlXTlbb2Hp07j7sJoWnQ15cmyj/SCii0piAMlqMJQy95aVWZAVQ2lJ +WZrTL9wk43hOxETGI2PpotWr4Fb4yPqVadXZoSZkw352g1xORQSpG3ot8qIn +ZFSI5bqIrEzIaZ3QWakEHpRABVmPRZBAV4TOfp/jcTQhdLSdwyLeI5OMKvuH +bSN+rtHOPC/fZdUCFUJ8UMHM15u9TkIJCekmSIYbM63lpmr1/6/dm/7nd8GU +YFN6wkZmGesKgj22y4jcHWURnsgA+DOF8igRZH2lT+ZYqwALp7RNGFhiDCxx +r51tzuksxQc5WUk6gMbBpBPsO60NKcfjybWIaEk8nim1AP3GJFzKrgGY5X1M +YOHRCZpOnhwfHAoapRLFZcHAyK8cYLUfv8Qcy5VnEqfJLaQ1l2XORlXX7ZLO +wZHQmDcFY8MWyZ4+8I8t4EHKRLx+b/5F+tjlHkzNwF1sEQwy5S2ONl3ABOlH +OV1xA0jF41c0lYqACXKnnb7xVBLD8SzRBdXqJaALG0aP1uW73REoLSWHRpbb +xuhs4wEXEaOTa3Qh59bmvRB8jGJ4wApnVXQKoLx6X3LelwDvNsBC+gUgZXBT +fvJIEo9YMLQGuQrw3rA3S+7Uv0l2TY6dl/3R3FSALNzpqw7azSM6yLWsD2WT +copwaG7sWby0pLk9P9KY6tVkjNzn3FAdKtlCqVDTfmTPhpE+pezFF0UdrjBc +W250qkNFlr5+Suj9ng5eT6d6QkEWxVQ4zJr+PodIZpUp5dADSKlzuOGBTnME +RCzYY6f3hvQtKldfPhB0eW64gtw2gqok8Wq5z2hjqG/fZ2DFl7XvmFJkjy8Z +1zFG7rYROaugYfJsmcOOpIs+r+b9svNne+oV9yZVGiXkR/gAKZtklGi8+7Dk +SZ1sSCpy0r0A+/hv6Vd29aHycn9lUWu+lgBMy5td09CTZjeURXFRwFn9bvfF +3NUwIm6I6/I4QxB/c2fN43PIZ7EuJeoNKI0ALCQFe+5zn7tNipMfhpwCL+5/ +//uHxujJhY0jIDbRtRPR+Nz2+5ItFoPMddtSliSPpEIgfXFZ3zqpPZKySLNY +txoZ0OKQRc9TivWMZt9ElcYkghEyKr9zfWq9COu671I0m+fkjA1TztnAln2i +YPF3t/+Zx1UbYsu4GHwcajDYuLTeXTk2pBkPZetGCrIu4eEtB+ni9eREWZ7e +rp6MAFeU5VajI07uJJuWUSilRxMqLJGkEaOMHiZRsCOyCMTkRIxEKZykxQwz +e6+0N3tv0t/NZiVJpx+ktyqMXkPiSxRR3mzcSyib9ExLsqcmlZxHYC5AXFaR +SCMzBLLzhEkeNgUFNS5cYmNKHdL+RrfVI/D493//98e+8Z2praXcQIGeupY+ +FmZgVMD9mJfuaroPgemSF5dLPwwpVemhFMpH5mUn3XSEANs5Xu5IP16u90oO +5J7qf8J9+yAklABGcFkIk32G04wCy7ALqADbOLA8lo5GcboVmxeJ/Z7STxLd +7rhgb+5nE3B1Ot5Our+0Jk0nRgkauUwPnawZvy5bmU0wxl0Zkx14bL9Go4ze +xno56ATY6EWhOcfCbkhQy2mXyFyiX6biNEGSvxiQxKy3pLUwES0bqv3uVNif +zmw1EKGcvDdL0xcCN8dbz4y2JV630ukufYSALxyuYauE9cx+K4HCYX1KGbXJ +8FM2BczuHSK5tLge7qMhaeytSEXAvdN7guDS8peLOBO6z1a0sW0CCWhyet40 +UJZSmxtOFnqKAzf2ZEMj7vIZORzr0f3rzJv2cMnaInW6humnBKuT5qKceGms +1u+nazw9prQllTFcpDEjd2DTbRBlPy6mRVv1QaqBx2ViNBRWeDV29BCQ1Wrd +Yx2OPupRj+oh05EWkTG1sSdCIGkWW3qdMXDdtKGhwsk37HpAZtjItHSKlLkh +o/WIdfVmWufrVSOPUJO+k8PSvh7R/k0fbN/1fpCVSaZk86dd66drBodN49JL +yeTsohqXZJLZ8iP7o1G2aFb2R/MOMQwCkirNZxEV9Y0kQCLn3p2YM++CelQZ +nTJxgPXYmVaY0jqhcuYj3E1ncGJ/cpLF7OE/8dwmJ9k1OPfJkkZOssYpUJbz +dH8vWGcIF5WTdaYO6irIksiOXzCDgoNzhMUneCpLVtFyIixARzAE01NPRrEM +YHRGU5rQ/13vetdc+2MXwIZkgpy7E9cLItAJ9ZILN8UE7Moqo5CfIDJs0ieH ++oiIgy6DtB32dSYp29NiAYOj4iIdJCPHrGY74Wx+y7EUZAhgUbkA3DCpbEcG +YvrpWw9/IVzKtH7qVJXGYw/LihK2IauPd4fnpc0kibqTlRcty5qexvsAxmxi +kXVUIzrnWWloyXPc3kXl5dCY7G5/Q/c7DOrJpdZPKb7fmwdihrCmSmKkHcoY +xLbTRPaFpARYSUaRnmRb/C2SItObus1rRknZbXbepChJ8ehAvywu4qfodel+ +llCDAtnVbGdnXtoeqyPYzI7BKaERercJXsMxnq0fGjtbJ81wQuv674wwOKZs +qzsuKsdJybBwm2MSPchuT++4RItuelNmowuwCUVKvslq6jVg6dJ7LJwrFmSI +1NojJUNPVajAOI+0ZCr3EdJ0wl2nU5NBZLhTgacr73jHO8I1xN4UqmmfKigw +X0lXsxSkwiTKFr+yiTpFzVqhOBgKHP7V1/I2HOfmeOfFDpAyHNm9KvMRPGf3 +mST8OAaKQdx4RfOh1LLq02uONVPBXCbSkHegPYJyImEZZyBytnKfvjld4143 +ziENc2Di7LiSTWmldZg0hohcylyWuObPAlREA1SE1xKnFXJHBBjMFEGCJpFC +0X79lt22eFUGHtZ7xSteETqDuCAywS7nn6dS+ywFyVNPJFi5T5Yc8XxKqEf2 +hSoOYch9iJ64dmyHYwNs75K4YZSwm3UmIjD7Qn/EDzwjPanvznvzCy3TzpXp +WkHVe/fgnyzZxdMAvMX+kxBrtmrKrFmQLAC5XWcTHJ08noqJfEPFGef013ux +eg67lAVAOCkoKruZBSoamNHUk0oexh25s/o44T4IBiyNTGZek9cvk5SUixZK +IaucSJmMMNm7l6t8LcsKzI8x4zCZ2XEvhSyu1LCa58nspZoYJgMYOVo25BO3 +LoWGMAjepU0iNCAWOslpRYGYDuI+LaeaPLiQgxb3lY7x4KO7C+SAtnNOQKiT +dBi5qCnE1LBIxGqLTMCiIX0m5dbIxJSom7ydnFOe7pS9YDvO0oR3+sIqNdJS +7ygCbCQLMYn79BscJOw5iQ1tZTYYwzGQTFtk+EcZObexOQ9UYP2mU+ama1KR +y5JZT8m1T3Gggn3itC6RTApO6t74xjfOzxvDgDzP95bZXjAmiprCts4cpYLu +lLO3PKdFbepVc8urIUudXf7yl59FgoqJWPv+Qxn5KBIpPPEZfIFURZZ4s92q +qBjKYGY7I9eKqYkpCDHpKb0qjvo9CXcyMFFVX01NJlKnzT4OruBN+CJMybaD +i/1TSR2S+GZZ97OEkN17ZgfvdOaYp6S10A5qZvjLXKbvkpCQR3FF36iwcYm8 +SnupTwTxeEw/wma2ouYHczEMJZTRTQNMX0hkj2+JPYmsCH+zp0fuA3GzPWfI +5rWxJ7lPWjHpnKRpwPIkFnIfO7as0fOg2fs0yRh2mf0o8z2v3ABTsMX9c6Zk +WsrCLnPCdXtyUtm7gusuL5rO/nH9NAktsZs3Q7roVrxT63xv65z3xYb544WP +dA4gJmVhfxIQ8axgTk04dkC5OdYrIjeUAbm0iNzYxL3F+S1Tz+NWNbfpg0ID +csij9NaeFmoBfqWqERAOgs2z9i8xu/nEAvuxFGlcGZ79yzMxZpkhXA0GiStM +7eAS/Rrtz5rO8UDk5AAiZOBVdhM4OLw3+29FyOQYsxtH7vOsdLhFyAixOY49 +LPI7AJYN6tJtyvHSP3OWYSkkM3ebGrfYU43V35/4xCfO6WfIh90RJBc8HZch +sAKsWMyTaCk70O29tfDR5meJkg5UZRi217TAyOLouJ9aCgMBuiRb5q8eMUfJ +8Br0I5aK6OFQOmkqljltIGA2uT9F0bv18LZ+ruTseOQcfNfGvNcdJp5z2BON +CnBzsrJYRSfXeIYwx6STPM9gPGILI1PkN13dkT16n20Dch9Dk/sie+rg/TSs +WabMW5Qzyh78li2Bc5/cVXoZInuYxjrZ8SIgCuVxSGvwDfvsvXc8MEuNntwK +gcJZ6BoSZ7ciAeOq7KwnkhkEOCCrkpDII0MJ73rkiDezud82eYxHgPE4Ohsh +xEwQ+URjnLvybFhFVbUeaI+MEPaDBwdh3d04qKIM+Hj6AgsKnS1iSh6NA5ze +JuqbnDkPNh0rPl1DeCaUD06bozx7FgEFn7ONhIOHn5sapkVksS3hJXAnOFsN +fjcHEvgp5YwWUco0SubrNGvz7QdT0twQrQ5jN0RVvi1mcvSdy/ssc8qOQHke +/JJIKu8125wiGFVCLXxUbklhCQl4DNcC7kAN71hvFXGsmVdcwQnPEYf4L5Mv +qT2WfwTWOUA+iz+ASCbCVgOTq50OUBUyUykqwxWXCc5Xtomp1yUyTPzGl4ZD +ZS3CISBAcnc8O5vUiuscbJC9ezn7fB1SFnElDDZioTUjtRDTMUaNUoyd9rlG +UBKjpKKkU7afat/+IbgGGwFIgfmjw1dT2ohMcGlZQh4R1SSYGTzwgQ8cT2rF +bv2D+boOvewfGlGR/8qeLYGLVo5EHHOf/qgcLpvn6cbIhv25zyzSsZ2xIHwO +oYpp6surBhGdFgIQNZ6hUHIKRBEFmy5GFHhazkXBLB39UCVQwnbcYRi2HJuD +XsaF4Vl3M2wuP0pcMqqoyF8JkrPXAgbkrHMggMhkpmMpP8sb2HUZNP6jnjNu +saLUGd5JQpRpT1uQP6sL9b2tF8u4x11S9pO/ceeUHEEh9SK7KZMDJwnk6w35 +ivAk25THbZqyqa4G284tpw5WLiuyA4cILcav4/8S8TF5EqkSdqEej42C406q +MvgJXyN3gG6WX+R5TAyTrBSXqYBVQmQCkRxFR7cDhw61YCIHjfG4dCbI0DOy +ZpPmOqk+EQS9UX62B24qETI+dIcbTvQhKZoDz+Kux+6oLEPdJoHQVsxASD96 +pfJYIV+WLo+kwjnA1lK8HIQl+UFPZDZMgQDn/MEcm5DHU0XFQBGfVJnhsNpZ +56Q6umUDl4snm4fmIkJfvrwhHQBJSs+ZHjXmPEbqyAdk+CVlY7Ej2ep8nS+O +n4wg8bFeU758hmasCF2Va4kgUc7AhTzPUDLE1GrEAyyVPppShMO9GgHFIqRI +rCxEnsrghCg5OJ6oZ7UP78pk21xE/0zWKgrQ+DKEDmqD0Jyuc4t+j8CLduvh +Iyv+6zPjNqXWpn0huQimPVnTEtX9bGQPWjZ4MJ4oUrFneMAxCNNHmsmBoW39 +1Pv9Pph8zAZfAt1LNOYWCavVs8Li0yaFU94dLLKIKzBLhXHZpGXYOfkhM8/B +fn7KTp02fH1bUTouNdKiVsJAC3yKModaJHqoxQVgLJb4il20IzJUOU2lzZMe +YNbzV0nsRHXHhlAhjR0hL4FK/TbVejggu5pPxuN400w2jp1GT2kfgwVXRThw +ffmsoEElgQzuV/pjle54E03P+wmWBlAkHsnLRSQJUwgy5OUtjYx1znF7PAK6 +SYrKm1FCuQwZyjJ5++w7dqrywmolOx0/qI4I4jKugeCitmRNMiGRZ+Sl3pcJ +IWPWnObrJpJlz3GPw9mKM3slsViskb19p5ON52UTKJm4PG9cipUz+6QRAukS +iQAz2YUjkQPrR/y5ueyYYB45F+u5/T5R4X4HMIX/TCQDP55dn5OiF6UDQ8wK +tzbJzzwxd6nkyXBXrihoI2GDQgH2CII4FiY0YQZE3Bd5zvcjtVDC0IMnx6Oh +qYNc1XhqI9HXBhnWcCDsbP2UdPs9dXNx0SXfM6ulopNdTHBOBT3vne9850bx +yHVjOdJ+T81L1E4nWLEk3DZ8ZBAJpS0Pt9WMga4ifxZyclCUnnMpxj2vP2E8 +UiA8ZweYHXAvuN4g07QRFYHfoyK/+Zu/eXyYE8Qm69W4uNg32cqP7EYWWucs +Rp8iO7zwkufsxXJvWMkNZexXv/rVs4VMrxmxDa+HPFrOb5sThGjOvH/v937v +3OvGQsPg9uwZe+cE1ggeJqhk97hx/q6IiQysT0Q43OgynPzV1LTUfLKjU+bY +1CzM5JE8EgCW8ipS3rbThiRQXGDDGygeEUgaQIqA72PfcgC2N2elSYoD3m7G +41aFJD4Uuuc97xmGCkb223lc41i2HwhTIDCGfwzCECqMT48ikEJYIIjCRAnC +FCzkHDMa5rRmniBMbcUbNYqUyofr2m/4PyeWheq8c1av4J4GhgJl2Y1IcpIB +0mZZcn9G/xa70rtx2z+aU0zJ0hcEZl5gnlh3xThVJgX7D/b7IHTpaXA5RB5X +ntVzklbAVw291svGEQjl0iMxnvwpyPZpkfwgPZ4s8x0+cK4EltEbfVjOV4o4 +MC6UwowSjxihEEfCFUGcAZ14hBNPkX+nd6CDGpKnskxyNN7tGbgk7LpRV0Rs +8EyGnoRTxJxFD9oMKLO56xLFm/Sv6i3gqfEDf9bdEdNWXGyL9QjhuPRkP6T0 +8YNqerM5ntF5J/LKHjJZVp5tPHzKJpIkBfCSX03agQQDpXEhTgzIygCRmfsp +Zw0pfAUms1QpfCXxO73Je7GXFEMG+gp/k7A3Ub6WOWcU1yWGSR89qqKqua0L +vQVu4ynofRVCv2P6zUzoQCiKzMU3vGW47MhwbrvvUk1cmRrvBjMZYREauWBM +RW+csXQCphmTCqYMZf0ttpPFSpL03C5aeKaGh8+yBOJG/PaZiPEJlApE8kjn +B2f4XFf6Y3+6D1XWI3mhQBTmjLLKYHB1hk6rdPUIXCJHRfogZi4+fQgx82aT +WDOM1JMRWDIhptObOLIZKNvzsrPMsJKMEn8NbRVCPLc/ynoiylDRxbyDjABf +pCHwLzRyqBNNojJP9JP9rsFY1hK4Bj7EqxwtABNQQxzBg3EWXMZWcdxttPEn +IlmszTnCaJNGJh2K5qxsp808OVEj0eQnXCp1zQBwKNWkDABaSnXzVv0VPotg +gVmvQgcKILqYgunT2mRYBmwgHfA/iQHSORlCy70qVwRx9ZMM26ecIcIxIAKw +W2YgZjoNAmuBPa15bkk7C6AItEo/58VDEWCvhcgsE5m8/eGWE0g+AAAVEBU7 +YwaZY/KXDi2PqpFE7jw126yEYCaoWc2nIH+Ql2TYfjPZWPKXvoHcJ4ogf7bQ +ONJ+H8wyvw3rAAH2DUpn62CInCzrlL4BTDBs7ynindUw9GTjrAjzxY0dD89s +7E/uyo/0i1gGxiRNWV7PUmcrrhytKrPjAMZsj4wfFDsFzbLaM+BmdlOoHrfI +SLdGe3DyoyIXA9BPEzdPyRg9Zv7c/kJKRqT9LdmxS/a/CQyz9AmI1iqUwWDj +cjcIFbCwMbhGX6TY3gj2Oz2cVcz6hKkbb4KV2CAfyu0ZA4JydxVU5hXhmAe1 +E9k6f7I9HmjVzzTqrzuj4bbhfKgN0IYUvJ5Klq1p2J6S87mAqhArZ+DpMQP6 +9bLH4eW3XGsvyXGGPEQXitmNq7ymzB+Ax4XLqlO2F7zgBZceLuf4oJKjkSNE +zDGrZ7XCxrR9VAoCxZkbdollZJJn98NLm61cJtDGcGRpJemGO7gZA+fGHFIW +atCpLF/Pxid7cST763keRq73ep8SQMsEkjJHOBfhQdWEUZk6juAUlHdWT/UL +dwkPbpYEfLhbJ9MiEEyEKVGeMv9BSeQAzl+np05vI2DQOA+4Q5BObZh5oYiQ +hqphQLEqhBFDZ6eaiGriOH0O2dWEodO0QQtLvSNRnhYapnWiK9cgeYfatfDR +Yyzyy9HfJAW6yYlePGVBhSWbys/sXE4c2mF/XwUSrj2tvymb93sitwe3pfiN +o0DOyFHWVWzCX++3t924PWHMF71Zeglsy5E8KXyyh3KebKayrXjPPdhaXvw2 +ncYex8VR62GhKVnCbZagor1UswDJdDOxVUR+PoT6cMOIqJ65uKU0Kg6OwgBJ +JeBz7xDSKbQCr0sGF6io+6Zyd5TSMo04JGgJ0PK3mmY2bslaRberc6NyFs5g +bGproR7jukBFv9wfhYhALncrdHd0V1YKnWgzwjBM7SntC3nluLAvCTicgF7X +9a3d5uyAD/iohCqLySUxBM9jPRbaRHuu6MZ9+HBNjg0QsaioxIVhBqiFgOSx +LMxsNciJa+PGXayIoItsJ+TBqBwTG4YqsBMRjEpRFopUlKVlZVrS7Yqqhia7 +llczbAzUSC1AJmvmks7HyGwCkfuguwUj0yHCDmLYd3zHd5TTt8P+lP1CFZ+m +a7stFhRGeExpXyaKh8vtj2QvU4kJ5FJ7pROUPUlZ5jtdjsl4AYb9dMqdnFip +JcgwFQTlfwCYkv3cBOGlaS9usMOuZpYq/oobZFvpBJKXSkatINaehp0nkVUy +stIjV9OvnPtkFANgch8wnt3N046VLQQr/JvVGVBPX1Sex6cmpLuYLOWak7Tf +tslyEl0Ekh7ZUjC9D/iJ/rK8FSme1XzDFDtb7mRHibBUJqCfgjbveEs3YCL1 +X5RBWfbcTH0fCkjpWUovYVAKy7wPLx/vxAB6jjy9EjgdS1aM7vCl/GiZhvhQ +qfoEqTfotzJkVExLdxnB9B0xNvgkZgtPCHOW0GRfFTNaFt3IQoQ3POEXIgtj +LVYMWJTY2MuR8FtqOspCvpvnyTRcTFn41T5ziQnBsKi/4rvwTgxGwvcSkfGA +hCCnjICILM372E02GYMjbcONwHYgkyzwu+v9Fqb9v6BHPXOFCsNDTAiyz7oJ +KKyvt2x1ll5/DG5h0elmsnRuueCCC+JhpRokA1QewgbpDLdJ9IynsWWtU9hP +ANNmfqrsB0jok36Q3KfoTVFUT/Ne7Kc0/OhZLd8+gXZ+k3kuMRjTaSchAU/r +f2Iaqao1zCGWyCEqBndge9E7xGK8Uy3dTzp8ziL+k5WOYNA0zPGyMuUQeNLR +iWjlmN3DctQMb9iFRvXDZQF0vT7oBigW9vmTuBe6ifOUk02j5XgMI2fwrGc9 +a2MJW+Q97De6HBl4quyHtpbH09B+YmdziZH9S6p1zW93BDKdZCr1KZ2Q8ALi +J52A2CXdp3UNHeM5ggp28Pt6TrL59sj3tP7iMcssuilnf6ztozBNFk98Otp+ +7zYsIEnOJ5XzCEBVeqECAp7CV1lpAcv0Q6UlWWK+RU2GLtNUbjsoKQkRsUjM +qMDANbtahIHq55zKyBgiFR+Z+/QQZNHoqTIaZFruPasgsLQbJ8to8xDdje8V +MHFXA6Of3CnEFzKa/HR5jdjRvk9Cu2l61tFmaiEqsKlXyZp79bnMcZD0Rfk+ +6Xb2hA2IAP6DnXINITaXb0yrZfhRbrgsfo6JMYJwvARhTEzIptLhIKgeYwvD +N87pywaAIbvYOsXVUQ9zVHjug2b1kS3Znf6YkN1MlmIBiqaFdbQTUN6S3aAr +hHE5TX070xGkFFLPWuYhe2JuY1yhUJCIbIPdR5opg9D8Ex3xi2CWE0yzv4vy +VkDLtrOSRqbmbPr9mJrj59ZMnZC+YduZOWyiw9TaAtHxGB/3lefbWIDVd22a +n0erEv1dYfhuyBCyMh+ykiObOCzeW3ktz9PikUJX7lPiM+7xeTKW2Ws274Uv +UjYc2RlRyPNYjYC0vFc4mFOeM18lqcXOv6l45ZBgEWr8LU3OeRBhgQQUCPvp +Yim8FO+UoRtivpuhmzL2Oeok95kOrwqRhxRAloBCFXxcFpUN8UNa1TSIcHyv +d6bjIu8VWSdhnPsspUlwOeJpHtWhFrlPFmC5NTt0ECM9sjTiMG6luWQp6xPa +nzW8V3bhIQ95yPJII7mRAI5jw2OzmHs81TdRfRaQnCxLpWR1bIzX5GWSEs0U +c9iWREamCCyR0gI28xRpVE5XGzMMMbp5niRINooOaWUnpHVHkgkw4AHF8JCM +NhOxcRd9BXTsg4fD0sShal15HlGQaxzfa8zR3FNlqSKWuRXUnMdn6SRaOTtl +wVLr1TZXFk1Nj+lxC0ultAItrjNcC5v3Q9RgSrZDHxH1kvWGmbPfYglIO8PL +AIY8Yq5lL7bYIQdB5D6anNUyY7s83zXep3QY7Qv7WCUFOzvIBJqJ1QEK4VZ8 +OoOPzZLGITdUQETsW5zngTniTkFQ2McSGsto3E/E5jyPikC6TinO+HLkB+j4 +2k02MzCBAGGVIWb3gLAKGQIBQtrxnID92DyeHbAfm/kqITQyhs0albN/etgC +vy0hD1Jnd5rcJ+WZ02lyn1hQVWMkoyp8SBvIrmsUyViIgiuX6rciAQBnw/pk +7CEh6N7S1uRaFKJ3emdlJMKjsmFIFB86ius8NU5P+xHBl6ZeBjhRBcVwiXKU +fVzwW/ooHccpe+dkSjWXdNICr9kLNrRzT3JN+2XaxsM7xsxpttxJA42MHDUB +SytqSWcScWF0GXeP4nPTqahEkeWlYTNRld8fh2rySRXnPsNcBjKmQyRGnvie +6Wuei1bpXCKu6+zflJQHQ/tGNtPsp90wzJYhUjpn05OoNVs+UDj5R3/0R1lr +JX/LDJebmbtPUvR60YteNNsPri79QCebVc1CbCmxrGfACJnZnDxLALKBh3sg +i9dtyo2mF2ZzvdfcoUYoATTcrdV53TI8mRxx13jIBpNm9jDwMYHbzpTOZv58 +mq7ttnJyWo4Xyfds3puqGse8PHynb6Xb7kiRBizOMTWRB6FELH7kQcwdsc99 +ei+CrTIWOp/tiMKdFGjG+0RivXNnXqxEjdL8kq3lpC3MDceFrDZ5S1sc7yo4 +Zhq912ZbWSiFBf2UpVarGyuJoixssfdJPIGF7MysBpnYJe/Ohu2RIGVxa1x9 +miTyzNbjlK1cdvpKF3ZJgk+1l8fvCxNbplOUDgCiCVo5Uy6huhxxtgrZkLQp +uKcf4HtNZ+r7ONouQ+YS3ross/UYa1D/H1sGnkgZ3eUud5lV5FQqdDn7IGfS +qKEkkBgNDkaNgsOuZiOKrI+Xcc3+eOlFJtdpeUiywFRUi1T9yiaGVxJ/YoLV +arWxuRoUIXY60n5vdi1l4b9hZyMCppghck3InNVLMml4IO+e3Bg7CgzmpAT8 +BET9jSzxcZfsw2ab/a0vAGxicgAGC53oduLHCKVgqJci9+12Qd9gi75o5Mld +DslSLJVElHiLvMpwZPWUOfftBZr+7PSWNtBBAjy7jqGddnKkRwNDefOb37yf +5GwrxicNbOFXJEeSmiSygJEISCtbwEUipH6FaqM0kU6WVdyQ73JJ2TEh5o/K +scqr1Rq5CK+NW86vrHCQi/wv/O74oCf0a2Yuylt7tYkCDLIewyw1Ij2sjBQf +HF5oJy0Mboujjesiz6I1h7pk+S+nDgBxlgV5s4chO8j9Ux/i0s/5jLQIX3Pa +Qtwzs4b14rvUzHkbWqoQngU0YJqEGWf5xlGCJoDSm35mgZN9Tyg5NbAenfPr +O73nSfQrF4Y+hbxCg673g05PRp4L1i12Vl/s6bXSXP3I0NGveUPZ9vlgDY1m +SeVkMZxMXxY8RXh8TgtNnsduBOLluxYDJPsX4ZGs5WvG70pQ+q4NVLNzqM3q +wHDNbsWbLArSt+ZV3EkFWOlTB+r0AlTcNZe+eSbICytSk6PF4ii7Exxpvyfj +uLkp7qFmnVgY3luWCACJV2fsg7IjHqjG8rnv3HbttKZOgCr5904+hIVQz5WJ +giLM2g5sb5lEJY1YtBgz7IQZ58UJcuzrlvkptOsn3W/YtfiEbUcCx9mOx/9e +p1M3QqEQUFYjRoUXxEsbioa3/G9CpPCW2+EleYgYM5yRz65YYf4um5iEfxYv +qlDS8jEZoX26b9Mz4xj2kr6uv3u44aScbw3G9YaVp/RZcSfEmK4WRbN8CS9y +aHyNMgsxaLBJYGUCK6Ex+tt7t2nc5K57/W+qImrM5zsGWGBcDOLa0k3jh55x +PQZnPHN77CDNCsDrdO0b6n7tR6rYXPXJZhcECpKEUMIqDiB5tdCbDTRVre6p +AbnGtMrCFEUSSVNFSIELO9DbA3KYEVaAsw4zmlToaPsbamTZkeY0aUewrEQj +9ZScD0Y/6ivpH4mZlJnq8hly/0q/hQPilLykVOVGw9SzO1zISFk3tyo73hrF +hGBEGNwEJ2UakAMC4HDKY+REEFEY2yuxnjO1RIoUTfGnAvsDbVuV3WZngVoU +qfAqZXUTxyuz9SfOtxx0otnUZkbHIDOe7T8mOT69xXhEQkuF8N2bWHvhPeOn ++ML3IE2x8gN9rPJTHk/8i3KX6pe55qyf70uTV1ee6Nz+P91CRhEKBugxbQBQ +zqOj0NSIIEb4jXI5K5Nf7tMsjSWgtUwofpspxRHtDeVlY1+Grcxmc4d46Ux6 +Qp8aNQQB+akyc6f1MeSoaAADC1jSJw0yi7YiTl8l1xKRUi/1uJwQQTjTICja +R/ahQYIj09iSgGXYBHSDtrfrE4Lp0Ukv+3gqvPDi8OHD827iACYDZ4VCcXc8 +BDb0iH0E9Jb7jtJndpH5OtJ+T1nL3Bd3gpZC5a//+q+f7xt7Wx87CCIBhJ3G +dUr4QyzkoZTOKH7ZpwNtzeLpzVSBwsoVHDFwx2QnDKBQEg1QXBH6cX1s0LKO +Ydws/JOJ8mk0V8/FlNW/dPObSSn4kQsg9tjE3CjtM3Im7rHkWgZd26x0iFfU +RGKrCUo2vRl5GNThq+nNiMERaqQAkXVf6QrXfxE2y34gRP2U+Pk9GbDQOr3W +xENKEII+0u/rR+C0O7KhCEJmf4Qnd6E2VV0VEAfwytv5LqNY07/EIPs59ohw +Sytyu+DX3BJyWiOYqAZmkUPHfY4StmGw4XUJTPXV9G3rReqrE2dcJhALGImR +kXlctt4Lx1NcvVWXPI5WUpc8UE/KBuyYJWNBWqkw1FnUfsMmvwD7FIzCL1ms +LAkO7qAb2Vcz9ylTJqzOquaRrzkMwNtTvw+u5o+T35lU/4xGdKZPEGGWkKKZ +wMYMurECLTJogj9uN6sdeR96CkWSIbmZy/W/kT+UoB7CAas0Y2olAj3bqokE +LIC0MXv+aPLNd7rD72Mtd6KopOSdVXd0HTdhQ+YqoQlklfR+nsln41Jhnfnd +OM42yR/doo8f1CINYmvh27rLeLdFQnhFhosmi42SXM0OpJcfri25i3LxGLmP +fw+H9uMuJ9e3s5q5K56Ng7xVnwU/wXXInEGADqqLGyLXsgayLGDIut4yrWM1 +B+BcedPfPrP/DbTh4qFFzxXeJRXg3t7JNesPbkFI7rjxYBHGnahQmD6bQ0lA +WgYNQ1hKWYpJsYcCr9in87pGZqbkhfEgc+yNGoG0FvnizshY+Y3JkbbVW809 +gJtBEbwcrMnsCs2phIlxc7CktJGwgWhRdKrCrUkRjUtfPAPjoZE/G2Vkt9HP +CNmQ0oazWrgxGXIjscVglEU3VURiPGeaIqjUZjuTUUw+0q5dtpkfSjL2hFFW +eED7SpSbRzQzvgkRGXAGieXl26QaaxyZGM6r3ViZ9hV9RvSKJSYRJYVX7pep +OtoozBUdrtkHi+x9dcK8jkb2DbyXVROxaM2EeU2CdcrSRwQqh5rBcPhZ9pH0 +OBGNeCmBUpcS4WT8SR+pzyrFhz/84X1J7dE2MraMdiIXIIAMRlL2aEr/HWmM +g88Ez7y7UfRq2c6rN+0BXxR0tG2T06AjoJQPK3EqwbRF7m7TiTC2mL2N1x/u +I0IiEug6HkvqcXuSnhk1Z4230gkmCDThrcb3a/RnuwcjtSx+Tr/GECKEZ315 +fxaF6+d5tucYEzPCgKcOgtBCkwqoZ63oG0C3OxLwdSPf3lHxQIp5xJ5U9P76 +x3b2iW6EpWYg7tBvG7cjpsIX+UKGqIRm508uHj+2pT/HlaNBPCMzpu3X2haI +DcZjAIKTZ8k/1Rk1f0B7su+TB6Z42h0QVOrTrA2fpvE2AhtZDvIAaF6nT1f9 +nB9gsuQq1eUv15UgB9oanyCW9atxXb0P2+0d6O18br+GfxTYp6t3JnCuCRhL +JbNyhm+mF3QIfywaDTvpSkB0Abf0/4Gokk8mVJd/qj/J/GkjqEc49ALE15iD +bANewHpM6R9vmtKwk00rP3FWWxM7rThg90dTenE4miNcJRkYehij5pa1SWIG +MIuFKaaOB10y3G7K2iSBUzIp1+xP5UqkyaGYEuMr9ssJ1EWJFWd9WX9qX0HR +Pn3elmtf2r+eXRKocRmkZDQYVO5QwFjwJkk5aJyclQXfOLURV20FlvPhBTVQ +FhtdRiIWno8GnohoTeGVm8rG0aVaFJAjJFuCIdJF0qSjLteKMNOW7wR7Ly93 +x65APFXKPcILkJMSGZF0k8Qq6Oua94w+Wqov4GSCEkeaA2L6WUZ5GQJIcS+8 +8ML6HhVrW9q2Tgq2iGKTQprDLoGd8jCxqDAAsTGPq/RrvkMcncr48E5J4I0w +sN7lN5P0Y9j7SvRZkiU+8EfTQsiKL77q0yP7NcyRRio2zMacTQJNbDDyik1u +4YzwaeTWuD/VmN/PTi25z6v3g645ShiKYtqYMl50vb3HobYOREhF9lkJXWLn +9mfhEurqj0lVCHZJQjF2TfQoflZ7+Ox+TTBC/eye86MDVxiptcmcEhRMJdJk +rjIwzLFkcubKbpoXOb1pl8Kc50vLQBXPFwDJaQl2jEuABWfJJ46r5SGHHKAS +W8wGZEuhl2+yScJtGT9uY9PYopT7CPySTdIS0hXce/K3cjBJy4fcFCN18fSk +QGRpl8pWUvpUIh5f2q9xLdngN1Nku4BshcNrdREgsSReVG1OvEGeK/7MxqyZ +o3xD3zRvZiPvC/vXeOf7ZHezDXtKtCx0IvvEtLyRsWKJ6KgMyxwxAXreBzpj +Iy+eyCe1/9UetvllmyxkT3JU7n4s5C+XKfmRhU/t17A5LRkpevYd2dqnpHu6 +2Gywix1LQ2DYtW06SJNc8IQC24Z4Db2xZaWJMaud0u2mZP9JBD/j4JFMj8JT +Qv044Qqcsnk+2RRDZoi5T2SeDoEpN3R2Myjqlt4TYIrLYLpABmLBcZhMoMPF +4CRWMCaUVHKT4RKLpzgv2BIPMxZtVn2zvxfswzpZlZBrP9ZBS5HCsK53eW2w +zrUcONBYd4A9mzrqDrVcGicnIMW8GtHs5PqRCO3OVA7MPlsHFYUyaNE2jMA6 +hdCiw5xMGIbwpSkY5z6xcvZczsJANYBsyc+i52RsHiFRCXXFBHKUcwPTbtEG +fYVNYvO1IXaSHzzDkrBC0nizyLoSYvbDjAkjWDl5IaYua1W0Cj2iX+NF+HGt +8TmdEEMIu6C0vMLpnRuCHlhJJq1TeJYL6YZsrxzS2cWfrHKGITH0loPRc59h +Ruan501dBNAuJC4W8J16TiIiTU/qGpCRP6s2nNv+dqzFyVSAYfY3UTrfKRSR +8JPaecMm8eXOlsTnZ0L8iajHm7Eg2YIxjKU9hsEA0cIemqa0C2tFwVOeZRyI +rhju3D4bIxYkU34GZdyoE38okmRSzSCdoryYEps0TrEoKkZlg/wCqyDQbBOa +g9CBfrl7xly+ZKEwY/05XKJ/bhvXRgi3ouW5D002l6dMsRMl4I8L6iQiyEHm +8GGRLjYBybJr0bhDcbzk6zaZB1eFeaE8hwvtQqd5rEiNubQ70NH+WPJjomoo +E0i4TLsPliPORF1WjCAIcUFUXokZlLB2TXafXIkKCANLI6xbJ32PNFXobTnN +4TLDVMFpYAcEyCW35FR+h5WgkeMZlMa9VqMjbUxSn4LRNEh57niAMoaRKH97 +3vOeN+apBQweN4nNtOkQXhLY+PctYgHCZGPJsFtmhSNZs3sqq2T5XO7jS5MY +vvZwH7lG/av0a/y2PIdNJlLCpx89Yp83O1QFdJ84iN22WW5S5N6drQB7Hvv5 +g/r1LoFZ08WrPRc197LE/iicJueLYUkupH5NWHrNco6JCRXYwt3crDMDhQFo +YXXZtMifdDWg57yfHFsKc/Mo5LoXwDi1+L0ebXeLNBkQDoB3j2d3QHv4zQlF +l9PnxxGIkDmx4ZC5geWzYYeFuNTRdypUZUPpcYN8xShtLAEGIGdOLgrPZTUR +zDrxRDKGI9OhrfUGfUq986b5IM7F/WkgwkS1eFOmHZj52k0+yz34+sjnuGx8 +jmhBGNmqK/1yRAt1YC7BjgCSciOPYEr3cFmzSBv9ixGcukrPaI8VMGhkJvky +qdkbzn+9ArV4bc7ErsG37syhgAwmhFKh8AHQoC6THuV9JqccRNirbJCTncNH +1gHdKkqbV8zD2ywLnrAUC6sg3RApuUQfCNcjpubzy5ikaDpKSb5OVrOWJNxH +qjQhR5r4ZdwXZIxLaFiV/8vee4DrVVX5/++TW9ITpCggGJSqgCgDYqf3JqCA +qCP2cRRFYWQEdWB0sCCM46BiQ1HC2BvYB3tBJdRQkpAEIRASkhBCCEkgnP/+ +7LO/e69zzn7P++bey8z8/o/3PudN7nlP2XuttddefZHxbNPEWfFcJ8WKdYEk +9sc//jG+FyoAtth1FVGD9QINg/ztsPq/HgiH/du2L4Q6ZAsDhTrvKOQFAW7w +PGwfnIZxwBSc9CFjsDry2MaDQSP0VywI1xGBhbzP1l4yy/FeGYZ1hYKaFi1x +gphpZP8QY4e42B/BlwOQAgxyeEFSBYWsXimSrGgkS+wQ0tVRgpGRUExlosHy +o+xv28BEvel2DOesVmXTixUMLlUJzg7N81etEi7QUQqPMihgCuq4oaVmLdri +wBiYIDV8mcKAtX/K+wffFCJZdoiMirlngwF8Cpb42Mc+Fuu6qbAkf6nzJvKe +qrFL9AKLGOkoa62FmMMoc+UcxrQpAaNshGwFLCMHToWgWIwKU0huqsCuFYQ+ +oIQRRexi4WFvRK5XRjXThH6dqh+jIZEW4aNFkfQEGJyS+GrN7XhstWncZD8j +2BAbGTSOShRy4rxAxHfcB2RsTpsKzcv6DmEhXMH44L22GxZ7qiruKcgezEif +deKCLMIgGtsW8p/jFQIcrEc5GhITUdqUsibcIogrtU0KFpZvREK2abHBJm7L +aBqUSkS9GINWli2Dc7FXBRTHsE6LY+GO7DVCjViNSh1gI1K6ixqasB2oViVA +gKxRlGAyIi1YHgAFMU4sV1UMBFnBX9DAiyx1RaSAzC3GXiMFlHJJedoy2GXg +OTgW3JuljEIRiuUpL/WJQR72UA22J/Qn3g6e8JijTAsgbKVMEqFQJQQhUOxh +sBoHdxEWMqGENJvxwVqwaAZNQrMmCy7wKpNoKa5q0ax4fA2HkKyFCxeWqBz2 +jBB4MVu+Rt5w5xTYrd6OCdNlUChLJZRjUPggMjqLOoj9ImG03uANjdFrOJh4 +EWNyYqDGgiYKUwfKkAjKr8O3QodYlmpaK80U227ophTt03AVdBsLJSEpQxIY +MeCxxMdK6mKnUuyUEMK02bYdwcZtCcGwE0oxCJmMXHla2qd5NQsJnX3p0qV6 +Deol0kARd5xS6IaR8CrHCcRWmygtgwtlpsFYzmboZjPOh/iUdUhQkBwTiJsM +XFLlv4RjUYbdg9FEoKykoZRVodlbQ1StlH0IUiUbHcwkpMKmEELd4d7EZ1nS +QD0CVFCM7RIw8lRHNrKE55DNZHROyEY0VI0RIRshQHyi1tVZPkpk2SuuuEK4 +RdwFkrg0dA67N1CnLo/EQxQIKQfi6PBNjAGIjU5ZPCbAVsHMnRDtgbSIUZOU +Opn2YSXax2QOZNtmownFCcVyLf5t8wg1MVYQJHSAK97Wapfj2KpIYC2s+Xgv +71DNJUXSsyZR2LG249diV3EkqnxMODU7NAaWcf6zNAezdfLXlHAOsRz5DfeX +hsBMWb+WFnmWkktsL2CeyV8VGWzYRhD4A2u1W8fycMnNjLYDUBiLYA/ciTfl +L6GXtcimjcfqeWFcSKJ6PEsYCwbPwuMkcc7gOhbaY7WwLEjRVnQv+Oc6vF9a +PtyLCMZ6d/gWIJQjC761pNigwEEKjC6TO5CpUUTUuR5VEzxhn4T1IgXA9mk8 +YjP4QF7ZoMR9ftGMB70WHu0evkV4T+hy7y+SYI1KrY5eCvLGiqZsDCk3IDWI +Z51aiB5LV5ATjwJb8BmwdWRAtAkY8AcyueOOR4XHQMkyFwqZxCRjiUVmFckZ +ZMbQcjQVpD2imyIDGortu7EpM3iHn7h/YYpi+8fD6ECnGD/gzk7COlKekTrq +IuBh2OWRSM1s14KZwt3A9YvDhOFfRA/g5cOgx+yc9K8GH5hSVd532bJlC8Nd +YBUhTGCCOhwjGQRN7kUKs2IW01oQq23NMZiSiYzz1VYGZKCqLFmGAsHQr6LS +h60sCApbxT/heJ3kYgyF0pwOD0/BNwQX3WyzzSIhMHpmQ0iermOGnCemeKtw +Dg6sbgiKx0F0ghsQGsheglwu9BGuhD4AqTsiOygQMCIjorl+FMiIZOuGZoUX +5Bzc4+4SFeayvWh5Cj4YBoUkgoRCCLyTZzU31iSiUYJkaUTRI9y4F4Yvceqy +peE3h+6J4kBdR0sSElArkKjoHz0MSXdKT4w8mwIL/m8URu7HXsMak4gBmJgF +ZOuDu4MkjrkAindrVXueKr0S7OEY4kRfd6pMZcKu6t7c8S0gwtKEb5aILc8F +f5V/WCUec9jLf8Zn6fHngJ8jicPCnEAnYgACKCY0qt3qekhKfZMkWgjM5HOJ +hDAih148AVYTPJmGWAD/oxYMSGfbbbed6AEOSHgAMp/jOaonxJ8SFdTgD+Kl +bg4RgTvttJOeAOvH+B6yglVzBIVdq1VbNNuwqs+r4YXSDwPZzA+3YzIJHCd6 +JJAEJIANh4fAndXgV1oAjAIp3JGYLZbGInWXRsaVE9KwgYYqadGygrNMM9kq +DCXU+2zSQDlyFSK1Dd1BvEUuJl4J/1PNdaqxKr8c7DvUAfI/oMAhV+wInxK+ +ES5W4BlsXEOQBRl2Erp4xJmhGSt1QesIXZIZu1dElsPKYJtGN3HPFVkAd8Jv +2JfcItGWxOaPbAhvdpKTIuZRYiSzaf8HJYA7NRob70GLNIqswALAXocVip5N +5VAnxmZkLFcGCzNASGOfYr/B4TTOEJ2oRkTH7orBH7nC0azECnYO5dq3UQm3 +ys4qWGLVYb2VabR8lkYmlQx3Ik4Q/z4b7mATYRJWemAlC5sSQIC6QlNsq3Mm +6jAT74WdodJjedRIEYhFUBopQpWYt6gDMUIrc78AJLxtMDSud4Rre1CjSZCr +4h4tYsDTBP/F3TIYDO/utDpkMTD3wJcGJCv5BgkKeRSoY0KEECQlwNGgWMwY +xvzOShc+ZahGyFbt9H0CqngFg4K5Yjm0gVRQLQhURgpT5dUCL/wMAwH9aOQC +QaZhJmJWZJoLRWyXsMtUz33QZ5RhyoY23dS01+XoiUuUZCUFTlVJ8S8GwlH+ +FchHsrLIZ8mDLJAvSzlSnMoKySXLTBmpJTp0fvndNSMIQkMS4aBSw/wLI6dC +NCojpcZA5Lwg3sGanDQpUmAfRdgJLZxEOLBm8IBK40hYuZWsDKQO5q8wRCgG +TRSlVmGIUAcUikajlGAAROgpg2WJAygFX7FKQCMGbNADwGyCNtYonq/6PLBk +BbignmLEFoCRL3hW6khXxknA/ZgtB9GeUoMRB1Tm7bXhHKwIjkmhpIDnLxgS +aMPVePMI2DORnXJ/sxsreqkTlHhsW0Q+a/iYEcT+hWP8mgiATFM4RtwSycpl +hj0J0QQDqAOZsMatKpokBCPdIckFQVYbFzFMamwmBIM03NOwz+3COdRaKIzk +gtKguJXn85hmlZgKoFGyYLaYfeE2sE3uxWTLGudf/lZCCoIQQifWMmV9Itfy +XIRTqRNEnbC+C7N/qJoLh2N6k83wtRjEBkybW+E+dE/qXBpuw9nKThfxPAF0 +CeO2o/S+4Q6IkvPWA6MeWRgphv3nYOQAvNxRk1go0h2LE/lZHg1MKlisWQ9H +hsliXsWSi+gSChd4ULGlum1b6i27MdoepmmWGxuT2w7VwBJnheKyFy9evE04 +zTaHhIepwXGRPQPhsiuGzjAeNaATZQWZWZFesAw8rsiYWB86wWvNWtszzAez +j6qyC21sB8KFW6NykyGVVGsTTPIGPZRktnr8l0j16Ik8lt2PIWIz56cMGe58 +ySAHSd42FLFIlIwNNdSTSW1FJXElwBnavUffBAIhJksI9aiABpI42E9ZBMgR +CFaOkx0Rvsb+wjbL1xzQhjsnSze8UPKhIjV5guoBlhGdZWYMCgMyIUsIw/OW +4TtoiJmrHSI6ynPDd8ijRJIinCv+wqaYsE0j6sJjuc5dr8B3dmLxKQkHtma/ +I1OtQNiRDKqK3FHLPQ6YC4uEHReOe3SgD0bACHFxgBf8NzgWEBgc0Mr45c6X +w1uAAVZOx/vdvWUDFMYcWhbEQuiS0kgmFSXYykdaj+xFTIhIRXkOWTWsM3zv +QiFAYESk9yCiEDTmqE1SC3u7PEcKQsC+oVsAL/uCG75uYQdj43VzjDsqsIDk +KUD9nPAYOFsQ8z35QxlO+Ns0fM2bsZtJPiLgwG2mewZkYedREyRH4QpGY+tm +THzlgL5HeD8SpELBhW5rFnKU4tE9DsOX2KyQDLt1KvIxYRmj9cLUZaTCuAUo +mB8eBribY1Xz7Aoe9BsbKxMhxkFDlmjEEaz4/KW69qwqUAEQHc8Y76NxSreC +whsccIRorg4xlpFvYxjhUlL+5EaBG8EyiIlxS1gmVEyiiuK27WA5D9QYHGvY +rTv5AflTUdATwy2IOexo3AJfY2d0MNs3vBwzGRsjKrTb5meEJ6FfsWk4SId9 +eLIHH6xG4IXNswQhepQpBkcgHoxgMNyjIgVIMQAacZB9wGrvQBQGoVZ26I5s +rA71MWxNsgJ1TJS0AfORAifSQegS6XzgAx8Qp8CrrygeCT/8Df8h8unYwLdY +w7o9qOKdUk/qyOjMklb3Gif76g3QFzJPEXl+aZFCEYG6nHZoSzpXixeVOkWI +jogFR1h+iFhuT+/I74j0BwNh92UDZ5AOTqoiEzKG/F9SsVkV8HsEQpaqsQbH +3QldFpQgDwyZ+wA7+y7Eg2AIt0Tt0YLgGuBI+Oi3vvWtbcxpMIMo7QCgZQtR +AQ/AN3XqVBkcmCdCMYf7v06j7rPQgKxbLpLQWD08gPAaBbjBzKF74teV90Z4 +jJLIRB2IEgoTc+xWCIH2pVBa6lAMnlyjog44tZtiqbh3Pm++ZSmwgTkRVOoe +601JFlK2kTeQndg23aKTaALRBzEjjoNFhZaBtDPefw6oB3Z4WKI1AjiQekxk +ALZlZd8MBhpCRMdYAbkCNXRkx4MODktWHiJ0L1wkqNssY8RpblFjXtw4h4d1 +ww4KstH4WILImk8J33Ev1iGWL+Yd0iFKHreJJxTYHyohph2eD3J5N1AGSOy9 +MHqYF/CFjaCsOjqU0AQ84QaQr6wEPBrEMkwlqLDZsWq+/e1vR6eWepaFEnNi +/1heUanYkfUaaILXJJoYiDThdo9OmTQVNPdBv1iAP2vbwVxUxBJGzWAgDhby +BKM0KQ6qDAqbFDdhQM56YtqqaQcnZhe+6667SuvyhIofV2ogi4qYDbfijw4L +W+k3OK8Q9FngLHTCYRQ7h80FpKJP4N5lW0UPArHnhRHbwLQdDTh0btdwDl4H +g4CfK2QHc4+GCcJhKjLCSUCy/fIAvfQyaaoqQmCXi9CBqBzQcYlZ/NAQTOHW +W299WTiNagFZIig6mpHZxbrftHmzW2BloISB/KTWnyrGHRLyvT+1lNeneN7H +QoP5d4Kfl5EgVbM6eA5yBLK+m8RAuE2dUmELcBI0c0iQxRHa4Hn0YoxzOJsb +JkWBHmI0AZljlOPDymdNWCcxO++qVasU38DXrELoxo1nHwP7UGSrUi8ZSTMH +e4JtdR0rTopZLSgRc4BqMCgzBhkXLghE3K1aMjA19DHYgJMmZDJRxD+Gdu0a +3G1cpIeEmbPBscJZZbi6cNJvuumm1kvKNBmT455HhPfCVHEAsXU6KA+bjRng +o/PpCcAM0ALx66+/fp5hI6gWOLsUWs96QjhGi8aqDtcqefNUP1MYpTDE+kTg +YwNn9cNT2KpMXF4MXWQCiomwhdpVFbOOJ+Q02x+s1jrok4EVQFqY7lHh8Reg +eyP2UfjmqHANQw7hgx5oMCaWMNEDijxgH1dshF7L8q0GqQz71QN7QjKF5Fmz +jhML0ESRoCCwv5vkeawGLApLTVaCcdKNnsDCgK+x8t1LyvFN98wX0xFjZ1Wy +ONgesTeyDyEDISkj+IES0Aq9kACrOTIoVhB2zOMDqwNd7GGgHPqGzdrAO55L +i/Hh0Gg89JQJV5SfWBmAHZQuKsRoqzgxSwI808KYRaMwhzoJpH26DAiGqhsk +MGRDHzwDI2jrmIAuODu7HCIB/wJsx1MU7sCM1VtLb2IB1jsFwYLVp0P4k98A +ydP4IDHa4i/Cn+YGLZcTUpKskbLBovyAKyeBx5WK3o6LCTXD7QlfCZeq/ybZ +C8oq4ZHYhEC7E1zVFk0hxjrALIYtNp2Slid4NQHDI3NHjkSZgqqgaLdCpOSB +MBaUU/Y7W8Dbgq2M9U7sheP3gpBwRnSrIIl+iJbbwFkKH4MhOj1FrBROx2mW +kYOtakMhtCmEUw8HmNUuXWVYnOLV1JQAHgb2a55B1a/DNeIGIAMxZg2WRGhd +oauhPFYJG5xjgl/KYEXKCuSA9EOYi7bmkPoUgF9+InfI1osyAWNiwWI7dt+p +sbGxGMUCH0Gt9FdI8RD8ye4UiNQ5ogH/MliFt2PJVhAlb4b8ECCEENVFRRx0 +cl3Z43nQi3jBpYLCLIWLeQIimIYDWc7xNn/+fMEaoQPwI2E5QdD6ZkAWjjGH +PG2nFtbyLIApmTOxhvI96w/PgtQnljOrhDgh+cDZZzFZIsN9tAXQwXxnAJ3U +LMJx3Mi3AA6dsvUaS4JKHLXQLKybyo4VrCF06V0S1nv1npRPC1ERCRU2YbxU +6PFwE5pBC8RdXCO287wc9Qj+iAdf+9rX4igtzPcNMFcAojIFYf68AuOrHPdW +zpaHxzr9P2JgjhpDk/AtGLwbMuYw7Aa89zOf+Uydv1jghJA5f0UtFhmPsIqw +25xe1XCo0zeHo8EtoOhOqmBPgx3rO5LS4RQOwTJg1l8k9oruwWaLIVaPgn8h +/yxevFjxM7AqvnJsrAXkZey49g5pgICoDmLQEM7HvRS0Im8XhnUyPFWetypM +vXsWS6TabyeRPxLlZptttkXI01BuDXXGA/mrnzOmSpQ6S+qMFB6Pa+/JZlTs +VUBDkpvyF/C+8EYMlDjL2YpkidZyYC+D8fK926SkAvULZNiZQhEE5GChqQAZ +FUhNJQRkjFrqZyXgYWtU4z8L5LquAo3Uu7oJyIQI6TquUde5wMz9wCRcYU1X +b6unmHMKiz48gItxYTLH7wIHQVB0cxI0xcIRKnhc+FrBvv1CE1OfdmJpzghM +am4goxJLWCll2sqAJnKbnQm7ZT/QhNOzzeSgaUUT26C0tjViwpO9TZfDuLQ6 +rIdeJWx1HdYiVpx9PU7eenw0G5Aam0kJRL9mlcMouT4IkEKMIpyQx8zXQkK/ +iEEdl91eiIEXYIkp4xUTsiA37LBa+yAGdoZ/zHHDstFzmc+BhMXat1q5ClDY +nley9tVxY0sR8Tws7xncEM2sPChdbm3bwg2kkiv7Lk6o10trtNdh0JCsX4ra +ZYwQ3mASaZCXMXIEFS9CFpJSBe7x5j7FKcK77H0nbCTmFIRrMccKZSFjvBLm +MGhgLbfzBHP13TMsp8p1oE31TuxuodrvdbTZJnfsj1BHBm2QtTLtdDmiijxY +Fm31Zgp45OSPkNwAZSlEbDiAWgECgBhQI4cDeohagaAqUVaSc3mfgpNlfOM+ +UM19J7agCNWdeVFYSyhiFSi5Vj4RFFd4PFsYpIay7sCnLYZhc8pRcATDxmBL +LL9u8WUIAqEKGzYwM+hnwOXYcE899dQt/DhKukK2x4OsJc0IEGDoVbCF91iX +1mIieYN5WrI03F+9JtWZh1UN+aIbIyzDud1yLLnfpJglIJGb4B+2L+QZVhxv +vuWWW07JYKScyybek4eiFjoKeA8nU+dR7OxQnMKnQl6ZN9Ixd7ftKXgcvqGo +j9///vd1pDgoxV7I2ILRO+qcD3s0xos6UsjbuKu6NOBodVzbCA3hWvVu7XXW +fy8veijP5P8SjWGrYnWCM+9g2Sd8jUyKLINTHLkArZCNH4gEMSo2JrDme6ws +gEjXvCaDFZU3RF/Alshf8jrBdhW9J/kF7GiCpRFpE1sVOdZvZNdG1INQOAdm +IR7+Rs1Rvo8jHNviExthYdgKDv+cQMGtTnlooO7rX/96HXVaO2U9NcLyB6JG +z/gnbSQ6bcBNOfQJXnCW7Ur56VgIkdzcrEWzyA4IsDAft3VKNwlh5ubNw9HC +zpIFz2yfTsA7KjwJGyNfE9x32223ndqCWaz+CjETZhFsdE6YRYjH11Wq9+XI +EC0UxyczIk4JwURh+iSJKcLWrkTEGItOFm0VnUMRnfhU2bhRNiTHCq10GMyg +lc0KyUd7anD4BEcQn6XVE33DFrFkCHAr2MMk1OmgWKBJOTJw9/LpC1+qfQ2r +WHmo0LHiCDHcwK0cR1OYIqK8ktglYfA3riYAIrwhGtpGQZxjZEgJomu2QoQs +4ktfF87hC8VtQgVPIZkoJJCFxCIkI4FhUeQvNWJhCyWWCocl1lP2m6VLl8rU +iT6uCAKbcQddkCQoWukPt5O86xdJmKkhIWB6ge7YuEjxQc50/F+ZLTZyAuEB +5nxnE+2qQGnRrhUpZorupEhmK7cow116IpYtbbp2s2ekNFIVD2bBQaGsRfiw +mpqwtWIEdppQtCNCRko6ViAhz8QoD9m5lSJAAkS5wIRz/FmUMeIv1c9C3AIq +UKyUMvYVkEWDx8MCnbE9ACL8IWyasH/MRaioMhf3Qp6aELIXoWfik2FbwSV3 +WACexVQnhPEgDSMLEInFpu6umVdFHruo6mK0Ic/mL1jkqUlZDnk6l+t6DHtm +s2elK0ERewRQ1gwoe64xMRM1OdDqxIAkHcRWMFObjG+F5wpTHAi5yN4KHcE7 +xIoMhibJYb0Q8tEAHFQeVCNEObXpQddkJWGSIfxuhBAn+EWi+sZCHFGxHorE +sOSTU1w8IgapX8yeumlAxvYuBgRUGfuSPzfsocuUKTcCXbO5OX55YHgc3g2y +GpEm2JNwl2mPwlsJe3OHAzufA0p381e8NLyCFBxLxuy6TurRiKEjpH6UDlYT +GU4WaW3GJP+id2wcNqQA9YK8rkPckIFYjCY0N/CH4/Z6DeYSIeTwMAA2EowE +fMfQsHTDLIAmr0IexE3FFqucX6YI14ars6RwX5c7xZA3/YXK534JI8gqfYdh +qYMK1qRghfShMer7CC8Fq4xB/ms2P2RORwxyJ2C9QYBjmAofhZ7cbGMaPwIO +IjI0xw905AhAyCMgil3bIg/PuLK7FUXIbgG35y+FOCNPyT7tn/2kJpLrO1So +DjUiJLMTqZqrkAyUhOTTTz9dr0EEQ/DGmyzrNZdie3ACSmdi2KCAFkyDZCW9 +hlcgyBNoqthyRFglHJa7wkS/2RGXHwrCeiIC4Z3gD+TdNv8TRgWW3LIqfW/T +PDJC93W/kciMgqTBtq+9ldsxS7PK3XVW+JCFRUhBkQwRbTFkiP2RR1KkRkgm +ZA0V3yKZmUMrxBko8AvrDCSO0POscC7kR1bea8/VCi1jnFQZbSEoGHwadCDW +KzogwFF0II8lkBJz0YYC25S+sdtuu0kyYI8R2ZbuqNJ8C+/hUkiKhQiLZIhq +Nsu/GEGIEsBpi7ASmgn4exx3Lkcz3kuE6JfgB+EAYCPkItCOC2Pklcg9kAiU +zqqDC7NhoP850ooKMSQk85Vc91gEVGDzE5/4hIRU1FKkddjSwWE4xBUSEsOl +yDxwbmZHUotegTlWQFXkOkhSpV4F+EF+AJUAPxuqVK2SWHrtMGGFMpLKPkLy +RGnAxStSBEqqRSYSIyghFMqul1mHIWOwsCQB41VlNsWrgACxIl2HwUYBzSIx +1rFqbYp01MSPwyFHFMokyS5KpDPo7QcEpGK3czhV5RaWMfYetgGHk33DEyA8 +CAfvruISEZx4AtShsBUUM1kXVMhJBOqIM+aqMRkZbEt0D3m+TIiPJuD2+1BJ +onR9IRNgknLC2YxwmtdxCpA7DCv+G9VQ3cqU2ARiQ2/DSh0znooY4ATcbcNp +5B7oDbA5KVN9MGApLCB2MvcyhRhD/Ghe2OZ+WUU5MQWwbhiOUAnFqN6jUI4m +pRq7uo43KQhOKId8sLtYlIMsQcwNRShnLYmf6jVMADWGkarAGkgQwhQaDOtW +9rGuw5Gu8tHi2YitgeXH3YHndYKP0m39Wt5wCr1GUgcWLwWdIBFcfPHFsW4+ +XIYlyGIAwKj9yhfhOzYspBKnFik9CG7BoyhjJaRjUMYsiRipGmLMBL6HLuCY +11bhjYj4iIQo3Oz2MCI1rVFDYhiDu069StAS8H4QneJgWutVAhvHkOCYXJTI +GTrExjllB8GpRBC6DmJFsMLAJ+xhZIPJWuSzBIV8xwmFfOQsJZjqdohajFKV +E611rK2kPyGT4nRCPnZ6nRPyUcnkc3e0L+TDexXfd1AYv1p2IbGoRK+6rrCi +kThEDKjpGBowbXNdciYO+edADDAiiAk7i9rhAG2YNnuI03eVNAehMEqnyEUT +CuTOboUIyhKB3zui2Sx8jY4nswe3ht1IiU046nkJli53qdoNwZ35Ck6NmQDL +R2g3pNJT7LhMm0bDciyxTlgPeDdEJNjMGRvZMCISBDtVKBWWAQfKB5mziqgG +DKwVQIuqhuikZ4BF5A9AqndhGtCyFqWE4PYKpRDjESpSREphkxNfF6Wg6slX +rCgV5e1dcMEFMSSP5UT8Jn/t6z9Lz5LEfX7QoEECfbdLvXCCZ0P4HXgezw35 +6l6Mu+qqq1SzETkapYMFjqGPV2H0I9hVwe1gDB8h33ENoEEjQelRazpeB1Pn +Oyd5qrsYuhHyDxzLzeTFgc4Rj5BRQgqLp2FseLhoWFbkEU0M1wIArmdZqcUi +fBQTFfbHVKt6yI8CSwez4XmUxVCNfgRPYj3V/cdpC+pa9p/hErgBTiYOpHOC +OgbCdyxHdq6Qcw4wwh5dckKER8QDt9QU6AeJYfFihp/61KdU7JBBcjVVlUSN +stx3yhAfz9klFaieBzW+9AzQpjgKURkTlBSuTQu04ZtgkUlCgadjgICZyFDG +O+sdgtFFGM++++4bqRGjarVO37BfGUAMWQoEhrrkyotCtFWfXhY1sbXghhDv +Ul6d4hcM2wtBFlzH44gjRkiCw8PrMGBwnQO2ov2RfzCVIAJDtMhPcGqUMHld +YH8gwZGRzPCwOqU1oS+SJaS2hVj0hGKoKPm7y/aLvCI0R1S3VMgeToLIyjYG +p8S6As5g0HhjVGiRbRexiNgZt2qfHxarWrDBr3kzWxXOAkKuHetU816wjriB +jM0ygLB4Q+hHEnoiqiMweLIWHwifMUH8bkwy4eJ+lg2/JK+psZ83XB3PA0oa +OEDgZUwwLozbQRnz3OKQACVIhGnCHB2TUy4FmpFcAhyoLI6HKZcCUwMCH6Nx +BK8YQHYCAIGsKGM/DII5OJkvxF0O+bWAKoj0hHIMbevNUAk7GRyYzRW0Oo4s +XQn7CfTIEtGWDb8xliWtCNCEVdxNK77Z2tUIqGcfmRC+A8vKOgmukLBPlPsP +4ISlgZWUHDEQE5Fsoga4hjzYMt3+VC7cJ3lsGNedZ/nES2CdRg5ieSgwkm0D +bgoDQohmYybSW5RA8kQ1zuRJnvdjOMPMCDIQtnkHrA7NkWGyyUNcUC1SH7Ib +hrNQ4jgyI54Dg0q94Tb3GwP6Gc9GheA9rHi2TDYPEIpSBjuGolib0IgEKnXM +gGIdZwjlpuTGI/8tXBmBS8CX5HhZjhAa5OhTvgBqkaJzJASggcIqKdOop/J8 +eBWLEqiS56H0FDZ5rRMOIIa1n/WEHQfRk/XFMxgXbphyTJt6LQ6SZhy8k70L +7oOpEksTwg/vI3KRc7Be5ou4Lj5y/vnny6aCVoe0nqpilBmkEA/I5OBVIJOS +MHLx8beKeav1KwiCgSJXMAWk6qVLl8oYAkmL2zMqBd8SDoFi6USkmPPLltsJ +Dny3dJRlyMoI9U/hqfuHjQ7qhapw3kHlbG1wYyzXsF2okyg2ZGVwCvVgFST2 +RFSo/r8W19ZJLjpBV6RYD3ddHBYtK4mNhpWD2kOYhZKQ0Z5gAGxA7DDokyHw +VM2SWFwsEFvpDLjzODiWIkRN7ffom2R3ETlKCkAXhB8gGQz7zwHVNg5XFFFa +AFyO88XpsWshqzLMw811PI9pqSQDi131khVVjwcfJRKG7fjbcBgoYrRq4TrI +KcmabROifNOb3tTxlX7dzh2i7vwPcgcjERKgSmKwWRToYo58RMRitrRklAUQ +2wxrB9/gJ8I5zDfCsYIeMNSoB0CZgzzJ45cdHy7KesTcAOdhTeGPDrLodSUa +lRnJykToQZByg1OeKITFxgiLCtkJ/qFoESeHa9hogSbXsUwQo1nMEGj5nLLv +PSHGsEOeAaFBWLhA+Bc1C7M0Bj03eHmeWGUoAhAJ+xe8CqEf49yRZrOCR4A8 +sERdKClJbJsoWBCitlpkbqW5lBXdJnuDFDIcaw/+xK4B5iFkZAEc3gyNZ3v8 +lvaNTsR3cWF4OjBk1Za8sjzHyOFe/JXu2Lz+CEVyoQUpNLbl8vRz1f8rX51d +/gW1x4//5OOK/0Pfe+bk46c9Wzk6/m8n/jcO6XmneG7HzLljMnfsmPn2mPi2 +nVuvSyPYIf7vbwP+24D/NuD/7QF/JT7iZfF/l8f/rYn/e+hvj/jbI/72iP9n +H+Gtbl/62yPG6BH/N5D6//9H+B2OEibu90H3+4j7df9/7+if7PdYjIfu9z73 +e2dxp1P++RwqFrnfpe53pftd437dGztnjt0rl7vfO8tfpyDmX/lY8VjnnaN/ +pdyIlIc/80x/dKb7z4HitDPXFm86cyWH0/P4HCrecuaq4q1nrvbfvfPM9cW7 +z9zQGQ7Xl0q6/ykjwcdmaKTOlopM0XmW/yRa5X/oVYPFmec+VDzgfh92v48W +j57az9tK//ewN5FgIceni92P/69fv7506JflQzFLYafDyIoJctIIBzqxOP3c +B0Q1/vcu9wvhrnC/q93v+mJ951X9jF7FMjB6YPXEESJzFiGJWOcIk5G/zBYQ +f/7zny//F6VqQkREvJ0wBeXljY8z3aEci1tF72uZM81kiEN3R2ey/xwoPnbB +48X7L3iwOPuCFZ1t/OdA8e0/3BtXz3D4zMCChf2KfsChTA+MMMHTG7NKQrpo +AET5iQ1J4Nhrr73kJMZxgPkII6Jux/6iLnPDVXDg43W/TIOlf7/7XeV+17lf +N/DOWRlAKYYHNiEAPCsA4K/ud7H7hbUYALysHwCoxg2m6BBrF8yggz4qEYsU +VtsddthB1meCqwWXgTa4TPS2cZ3mwCWH6whbFeRija6YlpUMPlSDV5VtDgS2 +ybyFeFYwbPOMDOwUGsdK1zOek4HdQ+434ODI/mE3VAlswmBKZpgSGrFL2jh/ +LNKONYiecKPg0+VwoFZ5Q9zLCj3sBH/e4sWL5ffGgilnaSekZdRJbKC4t0hr +ZYLZaSA3ttO17hdye0cGZDPCM0Sm3D0xAB8SXOZ+3fMrJMj7amA8pH8wDsZQ +T453vvOdamOAr1rpThwO2sHOPFRpyIvxnOgp3QeZ6juVe0l0parFBcVG9tyT +A6e9+3Srec/nFmv33JXD7Y18DhXr9tytWL/n7sWjez672LDnc7gGkPvri7Jc +rX9i2rASMJ8W3gXAq8CcWCxxv0gh+uH/AA9+ICDvGpAHgDnHd0Le/v1AWKZm +zOp2ORK0JUZv3G2sZhX2xXOj044hKn0FpJj2Vin4vQrcr3xFWxlhzH6ZF2Xc +e1dgbRvuddux5+yW8u5xvwiDhXYYSnEHgEF1UB+L2VHjs1pg9uL+YTZY8djv +uOOOys1QBmQnOEfIJlFkKlZ3feekA6Vf2q30vPPO6w9cG7be0i9CB44suLYJ +9wIWwGPBdbf7BYxcMbU/cPEIyx8QfvfZGHDZutcnnHCCwKXMUB3uEbEzPQ4f ++93NN98ce3QRBKDzRx11VD8wm1A8uvWTo6AEDFhjiNZBf3h1BoxPDY8DPFxu +wQhvAxZcsZkBI9ssqGH7aQFjeGtZ579fMCq1nONd73qXEi8UbM/xwx/+UBDE +h2khSOsBQRDXks7vvffeGQhSsJUo7lmz4IDuc6C4b9aPintnXcXR2dJ/usV3 +808j9xryn4MVlu/AcXILZO0GLsgCPfGCLbtAlg3e8YFnmQ2MDchCdveNgazd +jN0WIciqmDeH217l88Y5qdOO3+lq0qF12lf1E1AV2M9yDPtvZ8cwdLiZSFGK +5QkZiG0dngHLqkOMewWxGQH7LHHEHwOtTh1cVrPcZWPAFfo9+eOiiy4SAGx9 +z0suuUTgUidDDif/6mrkFZ32ZTDdjyfkp4UpAC6wyTABkVu1nZ3MWoKDBxrz +HPyYDNjUW45p1sHGWhTYdqyBDalQ73yW4ZyAzb3TWOs3ElwXXHCBAID8ptMX +XnhhDlxOEdPVttyYrzEucG3v+eZQcd2N1xU3zb+puO2+24p5D80rFm5YGKls +waMLirkr5xa33nNrcePcG4tZ18/qHMF943Bqvyz+b0v/rIHi+tnX+3ssuHjm +tbOu9VfsGt4564ZZxY3zbixuueeWYs4Dc4r56+Y7Siqvv23pbVzlr3xGfMOa ++L+H+F8OXMpGDXDJUZfbfwUuxc0HuOSoy5dcE7h2DkNnKjfcdkMx+67ZxZzl +buhr50dwLXx8YXHHI3cUt99/ezH7ztnF9bdc3zkkA66nBHA5cHJ/BVz8DXi4 +4rkWXA78tyxy4FpRvlPX3/zgX4srrr6Pw7E9PgeKy668u/jM5+YUn/nMnM4m +/nPAiWvXRrBO2xiwUqHGiMs5HuckZ4HVZvM5rSLH43z/RYFVjVUcL4l8J+x/ +Eaw51SyJqmnRqqwbXJ9n1PddFjxX7GPeyQKHUbBAHX9zQy2v/84f7y1kN9m1 +KG1Jqbx36Ffd70ImMUezP+200wQUlAyddstUGzBxHXYDJlddG7Cp3QIfSHB8 +TriZuSNfwO9hVMxpJ8O/6/paEl+bcOTaOvMDXoKBEhXEcHkucPz+H5d0dh8t +zMjf00wd/LrJfpSeFOBIK7PfUVg/J/sdc8wxaZNVhQARIBwcYqsTIAQlAkR+ +fn4GcMq/gaDqgAMhAoSinQjFHDMis/20t912WwFMVY46wZ5AoK10CwXgcXzh +C18QrAi20+mzzjorwWpfQ2TSKyESt6tGItNuZ4ns7zKw2jzAAHjWYYV4Jxgo +CYyaMrSfcIeP9WIc+x/weLHfARuKlx7waPHiA9YVLzpgbWeL4gUHrHFX8Dff +c+XkcFcqVLRRsB1qFDimubJ0XfJWdP4lL3mJdF0ClnX6pJNOkq6LMcbquldf +fbXRdQ8yK4qVJmJECtupJiYHRW6PDGxlCAX+0K6FLY8LNoJgv60yDdkJnmTU +ZOl9T90YmGHStlYYytDInIIhy5qkqAArMwwhekZK9rHYCiLHLKrvdtlll2Sm +OszMBDaPfMdM6pRZ097KfOga9DYN0GPW3NPNaPDyFuhNDdcjpvMurty6FXre +7+DYFdGOGPIIjCRClUg+PAI0SCqlzWgqJFtL0CCinJYbMhWSumU7GxBvuX79 +ejXGIlJcyVFBmYO1yiYIDtTViOOTn/yksQkebajUCto5Kg2CdopDSXCWzpiz +NgA3UZ0KsIFXXTclw1W3bIXve8NTsLUEm0p0NuB8oIkXV2xvYVyaskNWQzRl +E45OfCvJKzNmzJApm5hljaWE80QfX2kZB8kchIWiSCMV2BaG5PKram1iCccH +0pcaC1AdcHcygIKFxqHXgKxMNmuLmBTuDXYIf8WrDDJ0nYAMUYtlPKUPIE/y +UaxMlylhVmUTglqV/kMygSP0AGv5TQimD1tSJXBbzYaVB0VUdABovA6lSOU3 +E6WemKFUNifUs+3D7NioBIWnt0CQzb/N5qCKdEAqOAciBBEeEDC44smtEPzn +gG4C0RUv7bZmuUZwBJIhy+lzzjknAFB+OHgHORRO8O6IKjHtk7Q0c+bMjjgb +qmJIHYzXEeVLVD3S5oQIwFeF97IWDfUNyYJw1j8Uq085lsMtPz4dVZ1yQvH4 +Ka8silNOAWPu0w0+eXzNxptgLMzCLeowBpa6V7XhGIo2tsnhOqRbhBKu2KIP +Kh1Q8LTPxVMGkErO0Ow+QPdlgYjYtIgXJ/MGNYeOlHLQstkRN00KEmlytC+Y +HKH42kCW2ikkKLO7rNttp914C1AqC193hZLy+6DknB9F974+XAc0tIEJSkBN +/GLzVii9NTzFKHqOMEpiCWwqEEc5Oby4WKVJCmHfJ+HH7UjibqE8jL+49KEZ +V/sbtXZ221UScbLx94CKAsthkHUbP7uQOJfewTqUdjjF0Jiu27QvqJDUU4eK +LaCizAwyisM67ihHUJmLHN/73vee0Q0ajqltNDSUNMEsWRF1E7640JsFcfcL +f7fQgJYk5DypD2gMel+QErYOOeSQ8fiqO9XKoCqMRIaPRD+YNqI1Sh0ZU5tu +uqnIJZS+bicX72+bOZMDpu8+3Uqc+dVi7cxLi9UzP1esnPnp4v6Z/+EmsXTm +J9jIZn6yWDfzS/7Kyf7TPWPu3FaAxurUJrrHGhXEckQY1tCqRWdl6E1aAfqP +AaBWXf3whz8shU1pmxyzZ88eyJw++OCDGwRVVlfO623TM1tZklSbcAjE0tUo +8I/hOpiUlqPgYKXh6a1wUNY5aUNGgVCJAUIhrFhFVTTpD+yc1p89s0Sz51F8 +p+Tf8EiIVGUBSHXjtNsLY8q+fFBu1+00APuecJH0NScjRNHfWte3ygBUFU/Y +DOoAtTLJ28N1vcTfqfHJs8IdrHVG4VBuAsGbQFYeOIfj2k8NgLS9uzlSxe8h +X7fMfve73/0ubgQAmSxAfQfAV69erToPqrnq9oio11mf09y5c59eh7N2bGBc +3/etdJpUgARnITdnaOBewe8dBpd1CRixR++YEp/8F03Y/fKkMDJP5m6bT7b+ +PkFe9iu21gHUMiedyMCF5GGhTiqyqsQRNWTd7mR1LVmyRDYdBTewMtauXauQ +EVLR9EK3UBqAPzsAJSdKwA21TSS1IAF+grm3zQpxeriul+A8OT75GnMHaHVP +60gk5U2BHxmFqCcGtgkgVmqr5R6ybZt60ejTSgInOV/KMqoi+XgyDpFIqVuc +LiimQjojp0iUbcD8nHARO4bcfrmdJCkSCeYKqQNmddsF4oDwdUa4rpcgPSk+ ++cfhjmLxDUUx50oOloL7dEtmzveLh+d8vVg258tEoczBDPHInG/G66aH6/y9 +Ybkl/t8nbsq2KzZ4B2Xa6eeqCmQtbgceeKBOk+op2cSxIi0ItTlFBokVJ8pC +aBSn4KsXvvCFDeS8z3AJiQMCnBfnGxpIQs6wuVeItQYP+Sf+qWXRWfl9YhM5 +3/n7oji3w4HEeK6XGL97agbo14X5SrFDu3X/f3ovXGwbiL5ee4KSs4K4qtJw +OH1Ky8fecumll5bQmOBlR9VQoBaRihmEfrUSCHGWqKjejDpW3m8YgqTZyRmG +kDSehJUhc28IiIwWkiCs+Cu013fTH3Td+FFg5U8BuvJMyZ2MZW0gI6jN6A9d +ZYkMFR/iIJ7USdwTsMp0Biu2PndGsh5VDzj1ghe8IDhSJntup+WEGQeU6cl4 +YCV6UZmnIbj/S3iwdZAIT1aWSTpYE085Owx2A937zxlayGk2w6PA0+8Cnuqe +L7xtEzJOjJ54UlQfSrTUyqn+c7yq4sYfSicQJUoRKQlQakjJKnELp0TWJJ/2 +blej6nyRVa0Isssuu6yBp3PDcGzEpvAE/LV1J+0w4UmWlJwth3sFE21zVv7N +bXNDTTz94SKnvB3FwV/+c8PMI5xqd0ixZuaBbmN8eOYB8E/39+Mzj/RXTNbV +f/xEBp8/Es04IQqYucPRB59DxZVXXVl896rvFt+46hvFFVddUVx21WUONZde +dam7/itXfSVev4n/rFoBpvTC+4zwYorOCO9lxdoJKjIWf8Q/Key7YcMGiXBC +PXYXd1rOZSxSSOlYpBy61YcQgY8qENT5a6BdjaxzuhvkLbQnHTahfcDcmzNO +6d73t7zD6oeD8ck/N3eIQW8V7jARr51tGujEyyGo7hr2EVwb1CWgDeUgn777 +vK+O0Bmwek1prhmHCDcOU+E4Ch6MI7h/HDrKOIT1cRj6xmH5G8CBMEjp2GnU +6QoGLzXmkv6exX5Z1cyyYBp7DPuSsoOWMqioJ6yTIKLTF110kcQXXqgiTC96 +0Yv2NBgebxkwoobMQ4K+lbXT0kgYHmfuzRnaxFjtO9oU1nHxyT/R8nO/sA08 +aNtmtIzkfxSGH1n/SAPDKJjUAHWHe6/7DHnS/F36f0Jz1G5o2S6gxYafcvzq +V7+KDJeSlDq/3377lacn+Zp3Ok1pD3ZLfD04QjjHzvnLX/6ygRcxXOBfl/nB +k5hhzkJVWjfkRouyiw3Y1cJu6raDVrdtgJfhIIMgf2xnUC0ySYaisn7McG5H +LOatn7d7wA37FuVQqEc8nk/fg3QcQvrIsDTsjYcqlyzF1/FxLRT+1FcOoZIi +kPNBEMOSGxDHCnoyVzQwZEEoLmT5loJ6kxmmgqFe5sMPmiVQV4K5TxD3z7sq +XMzNIUjHibbpYhQEh4D4AEtByRSlLg/1LAGISNr0/MfmF/sfuT+Hu5PPgeLg +Iw/2kfzucHyCzwG1/PFPTJveOLaZcQgk45BAx8GQxyHgj2MfGofyNo6AlHHw +rSH2pWk+s6LsCyNpvwv+nx6GT3UYu0ovv/zymGGlHqEcbvtUmD81aKhQSskk +ivBQXdWR0V51nP+rQUoIOc4qYskkVMF5zlQabvG3/Vt4fFMJH4xKeAjZ+74Z +CZc7Xh0xzq28CjPfgHmkXm0ZglTMZCj7WgCj9S9XA/BKcUyDflrEbheR5ukB +yOhxqnPMgR/JI7x8H6vboo1qnfvXEfChMJ2cjGhtpMlMoV55wG32X2dXAGAt +sh82SyinY9807yaPxe+G62RLxXO8uQEo54hHlG5vLZR6r2UPyVD21QCIeuAZ +vHbnQAW1yMftIux3D69D2FSLY8kANXw8I7zHxgdLYxcybAIKB/mlFhmeQ6oV +IoOt24ysgTSZJYQMYlcXPr6wq+lVrSysaq0ncx9xr1yhDkLQajC4RmRwH/RL +vJlMvmxEdWTwt2TMZEG7NACivn2B7jIweage0uLftH0NI+M94UkXJvY6tJoF +KzHSA9eo5j49vJnraDwAKuCmVKucGp5pQ3DR3ENmIxmR8Zn41PTM/eqoE4Ch +wrrQjTwgAWtCBIjaArE+FjxWjegG1EL2BeG6Xtr2f5nrZLLdIlzHFqb1McW8 +tz5SyzuTJeezAmBmGxPqbGKsghJ36Yo6HRSUI6akG+rkjydmPHR5jNdhVGd7 +odja5PB8th2ZTjioCsgPvY50H2bJrmj8WHghe3lderdiWTJBKTKkmz1Yd1wU +ruuljF8erlMVBQwemxs2BxODHSpohnVSZ6/WWLNZHOmnAhpz+9DOAY25CL7d +a2gsyx+HjT/W8MRsbDcjh8aw8oYrAoRqfe62227CCJVoVT53UriFbG7dEpJw +KYGsW2yB+QYStWJyzA6UaItO9inFR0HhbXZjFUdkD2pTrS8zyAHMlo3yfBDE +ClEYKciXIpfbfZO17hMBid33tGY0P8HUe0YkqpcFrJBKmiX6mmtP3l5ieGRy +JKCOit7quWIzm9/whjdMDmBlSVvBkHCyF77whUIe6eRdkfdxgwpJ3jkQJ6OV +kGdz7YU8a17+D4OUNq1ZhRFBslQ5IY93VPa2LhqlNcMlE94FYeS5YLm2PfB5 +EXnqSUG2R6hZ3BnoiryUTojV0uSxq4dSMPnL52yDf0NR28g22TW7Ik3Mzabs +CxTWmj4QQXFU5o5cIL/6GfTyGX/WXMf97E2WbQbvS2drc13du2T93MkAd34A +Tj3vw+5+SiC1u9+LItKeG97JsggZZ9ndTjszyMWl/7a3vS1aQ6hZLtS4XU7+ +A7S4ED4WlWwbB9bA1L+HG3NBNFZ6T6ajI8MdudoClsxVMLqXfq1KvvA87odz +CVPAkZGx7Wxrnlc3B1hzZzKk/WuAlcLTQyilkKS8Cbu37ReRtGdAM+GKtt40 ++9iTw4Opy67zTrsSvkxGW8Qrlg5BpiHn222krpYaIowTU1HjZkWCqn32EoOq +Np+zFpW1925unidnnipx5Jx+1mqYbGbvD1C0yWb17UkFYFTJB2nm4IgH6bzY +iRU34XAgZkuRk2CDigVvEexDRZMIfzJsusJfO0GvmAs/JVV27lXh4HMtD7Wm +DK1AGRowxVpDA1RLfaAdw3XWGycVC6lG703msPcG0NW2ll0CZdm0FveCIyLI +9wpvoiw41jl6xmwanoUVHHEPl9gJJ5wg8FJeW+CVoEBFeFaIDuz/B9ZBryZG +TYlnMIrBwSKjbsW9aiV8IVyXcxtblmbFQmjPGhpYHQhc8IRdwnVWUp9kEC5G +lmxSZ5kna5Oy+dD1rSHV/SyJazj2RNRB4MXPf/7zk+rgs9thLjiC9GCMKqrK +36tAwqWZFZ5TLmWZaLOHMjO1sLOuyUkGxhKkU6SRnP5QpZbXM1o49gkN2JH2 +YPPs2A/dFtmA3cUt3AwF/MY5ZfUnNc7oVQLhy+E6jGALH1/YVaP7kHlvm2Vx +j3CdDaOzlsVmxJCidM8++2xvoKcrxFT/OVBMmz6tmDp9KocTevgcKI4++ej4 +ZNXPy3HjkyOMlWqGP48i6pIMKch+Yh3A2tlt7IEmAICCWhpbQfSqmCAtCn4A +cthERJxWFbCOgzYL4p7hupzRyj4vmdcEYOwM2uGfFTSmA48+sF7Gq8xQ8YAT +EZHSoFajMh8SGyBidTy3AcfPmCVRl9FsHIySXHMlFG5fdnu8LlWv60P7kfe4 +lwVQvZutwctaACVDJINXd2AOFEcdfVQcwWsjENUcSrnteHAXLFggOBKtJu3T +XdKAo8ShnCMcJiaxaV8z5XoY5bxVZW0FrviqhSM/QSmJAclWIVFAbS9z3PPN +y+tig+U2yVjRBkcU9O5wxCOglKe3v/3tgiPZX6JHt4k34PhZM8S6UcyKS+rf +lsuM4G8VXUi1RuXw7qUz2CjwNqOY+mXkzHeWyJPxQMAkC5G1SheJ8f7ToXPl +8mLeynnFTStvcvIQn0PF7JWzfb2OO1feWSxeuZhr3BzL60MsQg34JSeY6Fv6 +CMpUtaHQAE4+UfBhhx3WaexZEipzNga7x6gTU7Mww2AszBDEqgR9xRH1UhcU +ypqzZjEIWbP2bRms5Vsp8OQ0MwKt0GlhY8qUSSwDmSv8FR9Y3ctM+ww1sG0Q +8+cNKUkyyoWXqq1bs0TDYMzGaEBUvm8Wd5sOoIDsXiamA8xg65ZMy2ySXeVt +Bgd68jRzh4pWnhkhWYrZw7Rw84Zamu9QCJKQGadZnVwHoMTtXi5bMbZepRrG +VUE4bCbQFgT6NjOMNoPPIea6Or7tJpAMHsqvsUQ51SwLIec9EYSNwrYSq3PG +fjv3vc2r6kRmohvj0BKYFIbeS3D/h3BdL2vL4eZ5VbPrYL3ooX+/ntuNzvT+ +s7oD6UvhEb28neq83qvWQsJgApP8lDlEwKLEP99k3tFmEZHZMkf8Vin3L39L +uBj+2EZI783CyLvnv2jG1RYvKBNjr4oKiVEkGClNqpdT43Vm7oohyxkujgvX +NdWAwehDC5xTYO9FRWd3h5CWGpvT/EfmNzAiEULaVa9aCIMZCE0272iTnV9j +ptNmYXh5uM4qQFZLvu6m67ygJOGkFwG9rzt4tMgohEWdsPoeL4Vcrr1eVQxy +4JEdtJeNvtyLywg29iG4HmCCkB1YJR1be8JJ4dG5aJv56+Z7e4elzV6E9P7e +kPKk6SR+N6qKtimBfbdwXa9qBUnGTJCKFkv3G+7PyrvHBkhBlCAZQmEaXOOI +akuz6mQ9UHmJXHgMBeM0/Nf2SVP/0gNSNuyuPhULhmea99XBZffzpN8kcKlo +QS8BVb2/i4fvL4qrz/HH41efXTx29T8X669+T/HI1WcUD1/9rmLV1e/obFus +vPrt7AhXn+bPb7j6vaDq6nPgjeuS3/zE8O5e+u2r+6S8c7PwrFWXlz7Uyzuz +c7iuV52CFKaQgKrAgV4yauk6GvQTEw0+cP81uytt46HkZdIqzZm+bUjJK/uk +vX/tB1YKxMtlrFquIzt6r+oFyVCRYKUCOr1My/sEaKs4EpPmeyQp7rPZRYvu +vzrmwOyaAebJZrx1HdYGdpxoxtZGeB/sB5hSBXMYtOFL25uXthU/SCa0BEzV +RrEiZk5kLX3c5TYBkTJpOAzjcO+c1CccX2mGWo+tsLjTZtyLKP+tHzhKAcwF +dNj4IfUH6FZIsWnrTXBUXbdeMu0uNaJkoXAPO4aIchNtcGtuKFb8+gyOztb+ +0z3/1+8p1v76/cXjv/4gHr5ff8hzyMTZVTUqp5xax7DkwV6Een4/ALYZnjkH +iOQZuS57FVPIAVhFBnsJxIrDFaHW5Jk9DW3rlne0DN+GHyg4sBdRfqQfmFld +sR5SY4M1lSLXq15Cct4kmMk/a7mWFrflWlsFmEGkIkgj2extwCwN/t1m+G2B +ANLNetHZR/uBmRTHXESLnY/qZfeqfZCchQlmTzHE0CY3l7vQ+Bh/aemMBY89 +rgTcsIc9zwJ4jBO6dACRAbWXJ1+RBr3o7oJ+YDjJPKwOQyv6qRR0rzIGydOd +YLilmVibRK24QivNiO7cxErwjfdzBqQsEzYJ0KoorA9kSEKbkeXt8r32osOP +9wNDqZ7WZ5UzX4mWcgYAW5YghWokGComqpeYPc7QYV3KydEhsGXCwJrxO4Cc +H17Fsl/4+MIKDK09W+25e9HhRf3A0EY8t4V7iO/3qh6QIo4SDMUHmlL1YDSO +BAFGtKYmLIAPmgL8Ms+qv/PNC25uwMluczIQ96K1f+8HTlPNw9qcDYpa7ZXP +n4PTNpl3vCTQDBOzNMP+4N4pvz2KOUkj9e1Y5LlfnzTzH/3AQpHnvdwEEmp7 +5cyneMIECxvhpn3ZEgcwB76WODAffS4+odM7A8M65doo5JP9QGW6GXFbFQjp +mL0y1FNobFNNKH79wZiDPinklq+feSiZ5z77fNuQg75s1kfjO6YG6IEhRFLG +CKsJlOSX1pct9PgJiRBZJfhFZiJtNHVxP9CTNtnLK6B12CvRO0WFZ6B3xTGN +SgsP/uQN8Xnjw5qDxurygiOJ/4oPtDnJbXkG+4TrAHMbnX2qH0hpFr2qI1jD +bFvCdEqC6AdSkyyk/HNFSzWR4NvxYQNm9nWl3YrOcvj0oqfP9AMl8eFexQQk +ywKNnNIuvp4yfvqjp3U/eZv29c5V8Q6ZEnp5gRWNkyMYcCzcXdIPKKQT98q6 +t6pQW7JwKi6UAcU9f4l1l6aFukuPz/lB8dCc//KVmTbxn8PF8jmXFSvnXF6s +nvM1X6vp0Tnf5boBlWpaekuERYKeDAg5BdHqBEoE6EVIn+sHehJ8uuXGVxJm +Or3TbnPQkxnOLmkxoS7C4q/jzXpxLyfu7mYibUzo8/1AxTa7aMtHF8Hn1GZr +aEq5kAkqO4UFKrFRMmF922fj+mO8q02ht9Y6G43ZRiRf7AccTzEvlaaV2zK1 +YeSi0qxGnPJ0Ezh2Lv/nXjErnhP36hUHrbDdXvzk0n4mK5W0aYgfjPw8qKt2 +LM0qibm+ytKLc3GSNsBYPYh7oe/L/cxISl7O2w5a2nIXt2qdjjbhbt5MbS/W +dpxbnALeZdnp1DxPVt8SbORAtLra1q1Dl2bYLZlf24HMtd0wIVbw1X6GLhXI +2ojlJbbqU/vQJST2Sod/mnlbblkI6pf3M3RpLNbku2lGgn1q69ClW/VyrQlQ +vaB+RT9DFxwsN9/EwEFD36Z16FKAcqaEZnu87tKwoP5f/Qxdgsedv76z+PSz +P83hXsrnQHHxsy8u/uPZ/8HhYMPnQPHJZ38yXjclXPe5530uDi5nA0pT3MQM +vS2GUttjL+x8PTvFLgL/nCvnONnyXA4nZvI5UHxo4of6HLp117W5fGzabdua ++Mb/3ND1lF7OFE2xF9S/9T83dEEzZyqxwpmWfS+of3tjhr521drivhvv4+hM +958ODjcuKm668Sb67lGKxn0OFAtvXNi4bsnNS/qcotSLbgJXpXJxH9j5bj9T +lMRsVYHBDDU/vXXoW5ih1yPWrPFTYlYv8el7/Qx9J/NS2YnGGZLQ0J/ROnRJ +nL0M7hKHe0H9B/0MvRQjB6NwFsS6HVpHKnafSxmzIpBUhV5L4Mp+RqrImpC1 +4/9qH6ak2lx2lrUqjzPXSbbIAfSH/QzzZa1DkljaFGMGoxgToDU9A6gfjX4E +kiQbhtRx/DktM+2fjP6lEm1sEZYtM/P76ehfJZnNGvC2yMzq56N/lZU1tf9u +lpnVf4/+VdoHyaUi15rmAZP950CxyZM2KaY/aXox7UnTnIjH54D/m/NcMSlc +N2fOnCL8dL4/dkMi/75Tq5hoq7f97VU9XkU+N/VeKL6/if8cKBasWFDcuOJG +DrpTrKD5yewVs4vFKxZXrqMo6xgOSXuwZewK5LJy/O9H/6pyzxyyzFnrs3PN +6B+vkEFl5WNR+tPoH9toTphTYP72iNE9Ygww8rdH/O0R/ycfUVYwHPaMm2IT +M2fO9N04+f/69es3D19TaJpKVHxFvRW2HnfLpNEPQAXcqED26le/mirfMZOQ +mnN0/X3sMdWfHIxV3Tme//znyzXBhkXq3NDQULydwmWUuJs9e7bp+DfikarQ +FXJLaAjQGR9eRb208BNrs4aaKP7Ya6+95Fr6wx/+oCYf8XaqdVFLsQS2RioN +o9jg1JeHlxZuZy6z3kYyetvvM3Stjf0+qery7//+7769zg477KCKVueff36c +1EB+UtKoKNi4zTbbmKcO+TJzF110kS8QQbPriRMndvRoMhwr8PIT3kkAoKTk +2geLYsX8orh3ljuu5e9Rzn3IF2fW4EnE/s///M+OOmeRfUxesL4PVe+ETJK0 +qTvK4UA1GJ5oq2RzfPSjH41tosjgpLaevkNOdk9MnU93EGQfW1cUq+4tiiU3 +cfO9PjKCqQcAnTm6eQ9WuhS/853vVJPiVatWVdrNOPB0VIuM5iS26LQjkY5a +PFNQwVZzP/PMM00/12doVmRzLJ/r5zOsWYHMDY+OblYqikFfFQv7v/71r5FL +2EZRjmQ1K9uGi+OHP/xhbKBu+7HvvPPOaUKSi4tf/rIojj2WA3vVsfQCLY46 +oigO3ZeDB7lPd+7Iw+J103Wd4Q+vG93Eq31mdtxxRzVCtzVu6cC4bt26Sud4 +1iIVOZkoTdJ132WXXRbvIxue4iKDzdl/5SuMgSP1atx667GblS1Gf8IJJ2h0 +cBaLMveIYPseoilb5bvbb7/9f2Pkhx56aBzCu971LjWomDRpkiU0Dfp73/te +ZdDz58//3xi05XWO0WvQphkqG70GrZ52HPThiB1lq4O+++7CzY+DGDT3yUQ+ +VRSXfpyD1ek+3bkvXVQU3/2Ov2KarvvpT8ducqHMnz8c2WtyO+20Uzx9ySWX +qO76rFmzvFDDfuc4hNgclGd7uO+9994lm/NolbGleHhZuT85BjdebO7h5Gd/ +11jO5YILLtBcaOul0xdeeKE4HJ2QdRoC/PGPfxzNntgQDjroILNJV4uBDpjJ +Xevj82Zde23x2KLq5B5a6HOH/RXv4nMcbQ5eFv93efzfmvi/h/hfbnIUkTaz +yCHKcbtycpOocVpZOnAr6glT4BQpAwFw0003lZBBEbpgkChh4Oc2I8xt6bxr +G4i7+fo0t9NHOzdb1NptrbkV9uUvf1nue5qrh9OdiWECNNUIVjJDeTOErPWr +m5T34N0RnaePlvKoZqORnnbaaZoAVUt12gmtorzf/va3FeSUEkM5EeoFq8Tw +cJyIkoR8KFaYSJQU7ruhFAPHYiJ2a3eT6ra1XHfddUH+mexlI9Xq4aB4KEoP +/e5p3ftv//Zvvi69O1/6bowA60a/ekkTNY+k4Lt3jnZGaEUa2rbbbqsZ0YZe +pxk927xq0TrBPn535ZVXTm8OGsGslLbToJfPG6tBl3KjhbdTKKPAdtZZZ8Xz +TnGYGk7bwnznnntuGrTsacWKBRHS44riHiL4ypE/ti6O/B2jHTlcxArRjp47 +kqJRHOw28bWvfa2j4VuF46ijjqoP3z3ikZVFcdf1RbHg5qKYc3tR/PWGTpzB +Q/eOfgZSfWCPGgmy+xe/+MWo+ixfvtw3YtX3W265JUKgJgGZ66utttpqAvsI +3sv77ovDS6LADvqbtUtBJq6aN4+oyzm8cP7siK4BfS65KS71Uc6zVG9Df6io +3tLn92Mf+xiqD5UdtT3AcTUBeY6Rk8WFJ4XrKKyp6wbiRJOas66c5B13QMzl +LMHkPeUso0K3NsVunDbSWcoEcdddd6nmYuSxrHe0VK5QnMwWW2zR2FTuvPPO +zHSiCEe38Esu4UA0c5/uHDLCeedxwBjcpzt3/jlF8dH3cvBX+Xnhh+K9E3Xv +V78a3zZisU42IkjurW99K/t+tCQgAyD00MdWk6CuFz1O3dEpP8v2mmC3Sq5P +uLhd2tdKLvHnP//Zdzj+pVMkH3744TI1/n9mGGf/r77qmmuK4i1v4YAy3ac7 +9+Y3F8UrX1kUJ50ETblPd+7kE4vi1cdzgCL36c698fXx3vG696yzxnKY0Qyz +dCnr16/h1pW8MvGDt43h6x3n0uvH6/V/vaHJLhe77eLxDWP1ernYnB7anP0d +STCLsze6zT+O4ev7Bb4prDmWr+8B/Pj6R1OA6FtH//ooei1Y0B/wH1z0hLye +djv9AP++G+NOPZavzwH/zhubszcS9D+M/vVRhOwX+EYWHsvXdwP+olIUTwLt ++vj6t4zq9eMrbIdKjf0A39T2GIPXx4XXL/CX3PyEvL5f4Bvp7c1j+Pp+gf/A +grF8fVx4Cxf2B3xvtn9sDF5f9WvR/7cf4K9OJZXeNIavR3LvB/j33zqWr39W +n8CPs1+fMrveOIav7xf4RtoZy9f3C3wj7YzB65WSVaAE9QP8NanH+RvG8PX9 +An/ZnCfk9T2AH1//aKo8+PrRv16l+7LAn3dr8/WrFj0hr1++vD/gG2lnLF+/ +fn1/wH8kxZiPgZaj3My+gb/ijifk9Qb4cfaLZuW3nFLiGdPX9wt8I+2cOvrX +q+lbgSmpH+AbaWcsX79iRSvw4+tNIcbXjuHrc8BfeFPz9Q8sHMvXq/Rs38Bf +fF2Udsby9f0C/+Ek7fz9GL6+X+Dff9tYvl6J8r2AH/0+69fE179mpK+XT40I +ERpZ8ZdC/ufPn1/8+tc+t700p1aH2S+SVt41dsOkYP5pp51WGSbBGnR2j8Mc +X2FjdA7vB5lGehqTYdJFwQ4Tl3lzmHHB33VXf0g3Utarx2KY9MqxwyQ8r2WY +DzzQhObd1zWhuWzuWA1z0A8T0zzdE84999yt6P7oTp933nnezY1Z2434mOZg +e6A+wtTIbq8aC5jKj7BtURreAzz9FUfFYUZ20y/qV93zPzxMv95V/aRv1BtZ +cEyGSR/eQw89tDMFAuiUoa4EC/KXzh111FHejUGzvWOaQ++XENYmOfKUsRj6 +K17xCv+XfGYM85/+6Z/8X0qL5+/KgvNDVysBHydUJ465tzWHboIgx2To4rJt +Q7/wwgvbht4vwRj5dUyGTmxLr6ETw9sy9Mce649gHkqO3Vf+7w5drRGzBDMv +QzBLZz+xQyfU7/TTT9+Yoa9c2UowceimtO/JT8TQidwOYer9Dr1fgnkgeZTH +dOg6RzAy8dgwwmmtQ1eBrzzBzGkO3cj6T8DQB31Dz7AlFddcc0074OPo+6WZ +h1Mu90ljMXqi2/lLoV6Puj1m7ty5xYc//GF2IgVUEFZABD9hCMoC6co546Sy +1DS7OSmjgIzJpBCn+Gs4nPvNb35TbLfddoS5uIk+5SlPCdsvAT733HNPmPyA +D/FqTud5ms6iRRkKmxunEyOojEJz4lhMJ/SYi7It7KhlmA8+2B8pmcDBMRnm +jjvuWBkmw24ZJsRB6EnFLpNh8D4scMPYDZN1effdd8dC0kR6PfnJT67JXKqu +mEX6HXOjozQifU0qGfKKsRrmOeecE4dJr2DOdRlmFunXN6G5fO5YDTMpNKQe +/PKXv9wqnAagBOKG0WYGS4RuHfV3zWsuJBPQ9/LRDXbYago++YqGyo7ZKdyd +Qb/tbW+Ll1TBrNZqBeFEDWqY16SGVfeO1cgH/LAYMZxYmVYk8dDJnkad1113 +nUP/gzH4hhyJF7zgBeb6bjpRnFaOeu7JMGoTtzfiaZUbom/h6BOmfvrTnxKb +6PVgwnaPOOIIHwHvNPoYyUos7g9+8AOfzLLzzjtrVyIvgUvBrdtfM/jKUdqi +BU1KW5sqhp4w0onNCBMj6JVcC8K+99hjDx/RysC/8IUveDsUO87xcagvaCWt +O5qkZTSkUQ61TMEEtoWEoeqQVq1qksV9c5tkYXK8Rjwk1Z75/ve/7/dr/tok +nPv2t79Nypn/Kxlz4k6SQ/I9dzWRvDpVHzp+tMN85Stf6fvB2mGyL5OsWh1m +5HrdELz4xuowTZnSUQ/z1FNP9RmLdpjwggMPPLDbMHNIX3pnE5pGezlutMN8 +/etf71kabV0VyarMPccPOsc0h5lD+r33NIe58s6xGuZgzEZBJ3RLR+HSa9as +8Qudr4488sg02MiGWGI51N9/e3Ww6CZB1hnlYIcqqTPYmW655ZaY60nMNCGz ++v7www83u51qcBfkb9RJYfniJoxNgODLRjfsYU+xGlYn5J5dccUVE8PXdFRG +rz3++OP9eiPF9oADDsgMPkcgixeXBnI7+PtvH6vBD/qlhjTElu3Yv3ZflCz6 +5pbAL+Iuzd7lBKdY/om4e+SSoiIxq8dylormzSudZ24uE6IdOEUsHjtaKoLt +kmzFD1kDrEZNa5999vEKYRie//z0pz/t8ePOl3tBdQo5ilqZSaczusmIp1BK +zj5z0Wt2SmCG0fzsZz/zT2chYCI5+eSTferMy5tDho6Acp2OyhSmNGSTvjTi +IZelo8Z7Yd+pqX642I3Bwp577olWXipBfojqNOCHkyMMzHqWMEw05TEjHWKZ +BTnsxQby/bVOYYCOQDKjy+F81YNFW+LRKEc33uMcst1+++1jUteMGTMIyC/1 +nuoQwVsOx74agQGgUUiOHh2OS/kXFRkxnubZLP5NN93UD3V4eJiVZMjxpb1w +TeyIHapJJRrxUKXJ41Elxeazn/1sWOjDxcKFC70kIfzD+lavXn18c8SrVzfx +D00suamKf6NcjHjETwn4v+CCC7zFTT8UOSHF1AkVgQNP9EB/y1veEmfADFFI ++CE5zclIZlOM0+lGK6h8FgEmfvSo0U1n2AMX9kVeE6odC+++++6bEGZLPr9y +z3EfHXvssZ6EDjroIDODfXuREP5DOwMTgjrKGQx5JitAo+FRckBWRBQmjEdW +YXUSSfXl1Sl0o6lQfSLSlNFMRjmFQS+kMnwqwbh9Y0qYmVO9vTSi2Tm5Kgf0 +HNmwoWM3skA3SsqRoxvxQAT6z3/+8yhWk8raHKZa+fi8toafbm5prbvvhjRM +o6SMepinnHKKV5b5Kza8cfCCvUTpvzpM8gxz+EdusNBcn5SUI0Y7TKwMyAmF +0aWA5mGHHeb/Oro5TJCOnF9HOhKaHaaJuB31MPE/YCuxw/z4xz/uk9Orw9y/ +F9IRfe6/LQ3TxJaMeJgKB16wYIGXgbsMKYdgNFP8HxZya5LqcfhIh3R28/U5 +xKG/M/vF16XXm2jdEb++3GUnexMkxrB3v/vdxfOe9zwvAOIDwzhNsi7mBr53 +1xnRWg3JWpH4AG0GmtrBYSMdsozSl19+OfY4z7MnBM7NNst2W0iJHV/hg90Q +u251FbEm72nEw1T5XUStYP/tTAnDZCWrQMGxzWF2IwB+lt6ShmmiREY8zLKY +8XQyRCtFWij4QVkjzF8YeUlLJqGVqgS///3vvdUU6RGHlvZNqp9J1UyGiMiQ +lizpTiSr70tEYjSFQ0c3rUFvKuuUSf7IXypQRIE56CRkNVMNyCAijnjNmjy9 +lKULEiKW3zH6EWunV1EFNAi3EcnOAxkBXzQyh48MeKGEMquySTUr5ifwmsSu +Q0Y32AFvylOQnnZPKAnqcSKL2T0P6ocK1j6YhmlCokc8zCeHlyImwc0eeOCB +6KkgLRoDDhzt6OYwc6jHUwGUl9yUUG9Cp0c9zD/96U9ePuUvlbxHcQwlAYws +GoeZQ/qiwL1W3ZOguS4pBAePdpi/+MUvvLPEDhM5hCKO1WGqsWdXpCPZPbYu +DdOEYo96mCiOKCN2mNQjoi5Rl2F2Qzo/y+YmpJsEtVEPk2gTLAVUnRRtshtj +cikq8skhGmYud1pIX7MiQdMksh000mFqpaOsUrWKv2QypEACRqyiSMEzuFDO +PvvsbkM3edcRwhABdGxFfJMEN8qhT/DL55nPfKacTbFaH3El8+bNkyaIhRHr +4dKlSw3fiiPPZQ2vDLGOD96VgG7y5w4c6ci1e1155ZVe48Md4ZRU7bNUF9E7 +1A6BuBlsoph0j42jP1Sjz+W9imTWr0mjN4HmIx69un7DzhgSW1Yn1M+65ppr +VAHxxhtv9FX4KMr1l7/85WXNQXcjFn66qAYjHrSkSgL22YKpk6eRUnYea9lX +vvIVJIfjmiNtI46H70/gNZHnB4x0pL4Kg5NhqEHLSDHA4LR0o+ykCrmHdcX8 +YBmuxg88bPF1OYVixKM7PozObbWVilaOV0R41orqioR/9KMfeU4Ikauo7okn +nuhE4TsSqVcnZ/KpGxTywEKjd6To9P1HOjNxwhtuuMEvyMLouEjEl1zim1eG +bOuhYtmyZXGWHIsWLYoQ6FKsF8PDBz/4QVZMLNY7bdo0v1SKwhbrjRBoo7x1 +DyUImMD3UUOAwslE1VoIfPSjH415ECOGwEQf52dv2XbbbYszzjjDFw6EFoCM +2CDCO0XVypcJMof3Q/j8LJ2dU6RGDJzQU8hJv6JnhOPdd9+9Aib0azy4/YIp +Wwh42Au0tgoY8raTawbCE9mo4bb6mliuRDsRQrnV8+ijJXQesgpZCunfb6Tg +kR7zpS99yZuHOS699NLhcDpUuPZuVSdCTMVJ5k5jcqAGHmYIJxnv1AKx6eE7 +GwJLFSZK5ql4GvlD+m6TTTZBB89RTqNMwmAZiM9PqfpFyjFpq6MGDbSu0W2z +zTYKIJVfBqJ/UiB9/Od67w49gTJY8be/7nWvGw63UHYQROirn/zkJwYeRwge +jdIBg2XCjX5W3JFTLvcdLTxCHJk/3JYhJomFQfDYdITwMJXKsAPkNqbzzjsv +A4q2JfPISqO9pqSGUcMBbxeRCRzu/4IDigPWGHc49sJn6djHJoblum2xTAvf +OVm38p3TmSLrsRGJjttngNG2TrxAf1NOTR4xPGS9xe598MGl0tbGQzXJehlu +4hU1SbYtnd97773TJI/sl/hXLUpKdspjfuloJ4nVnEDW/iY56IMKdN4taYXU +E6Op0zvttFNmfqY2RIOiH12bVc1HPTm8nw+WinVfk/vOd74Tzzt5SJNjm9Pp +LbfcMtWsjQp9o/LEYJlzq59lc5JOn1IzRjy/4zdyLpMnT9Zc6Meg01OnTk1z +iQpoL0JcszziyiRqvGSkc5Gwh1VHzSKe38f8bMFxN5Ecrhz3tfO71hdIXnTT +TbX5DRWP3357ceOsWVzhi0M/uigZ6R+6MxVPfgmfIymerElSr/Q973lP35PE +eKjzTtDKrbbtttuuOcmb3WTqBHmXE+7DRIolc68VEm+5Ic3vxaOdHy4dzU8J +euiOsoWN6znnIV+33H63fPnyyEY/8pGPWFk0TTxqyI06IINlkr5+1q+J1Ptg +skG8eKTUK+sasVcMyk0+JJoNx0RX0jMXBSOIm7hKfOoUF8vPbgq1+sPBIrtP +HnPMMYnFqnxqswjJYFkfQT/335ozZYx47puHQWMgsIGY++67r5Mp6BlSJvx/ +85vf9PHgOxi4GM7kXTxd4CLRRP4Tji984QsCiTIwOM4666wMSHox5tVLk80k +Jbe8aKQgeVIYGPROUyE8V5MmTdosTA0LFeEt9PRQpV2KiEvMVOZDKGefFSlt +GMZJJ50kEZttzorYV199tRGxVWq2uTyGqsujtNQY329KpRkxUJTbiG5NuW63 +s3a2ChBBFwkIj4XTsU5g5OC64a5EMeRVPCOK+HDMoQAlrBv6bpdddklKaYRE +r8XywIKcVeeFowUCdmxsVriIhv3nQHHIIYf4DEv+mhK+webNloj3WZ04HLq3 +D4+5++67pWxFG1YTRmWHK6vv4WO///77pcADQtvzxqGok4FVo8jKYAk//axb +lbP/jBhW2k2YoHYTGTYwVKgNzA7h3MUXXywbYDTaWGCUsJ/oNXy7rPB5YShB +OMfu6p4R76dJgUTHtI6OFUQadV+GyrVlf5bMzrrQxxQs8uRg18A0XxjF1PRe +iFxE1+P1FdfRGsO4o0SZRARxyr0WzEOLIxGYTKMXPBGzJXAObbWIcn3ywIeZ +yhOHGKzoDe0wBJ1wOZJF6qAWJ9qg9qEqtWN7sF55k6w0prMVyeOSJ0yM7jQ7 +hdniRMIChVHeLYXNAspx6OFZ+PGPf1x8/etfx6Rdesz8DF+2MdS7fF7VDxmq +PozpDOXKp3j7/vvv7+1CySUWh9uoXjRYbuz6eeSB5IpM9pDnj3akuBc/97nP ++b/K1IwJxVVXXeUDOjiQW+gghCsdi84f/vCH5BGLg89R07IY0BUMGDeaoMNU +62HEMyh3iWHPGP/lX/7FH4jOOJYcl0iOpeM2hiIeXGT8/CnmcJ+RjjKFpMVh +9ML0o2uTneDOJ2QEjfIzNXTxs+x24xNM6vwYDON4DaNRZ2ioVMztz8PLOjlN +/HkjHYbkcwyfqNEIr0irbJGOqSTHaRxlA11DVXT5SMLrjbf9ttGPUg5UfFVo +Fr/61a9ivhFNKNm4LbNHA8PjxxWJt8Qp9IPvlX81bvdU92DvkU5BIXt4Hdh0 +aQ46LmzFoddF/MHjOnHiRO3RRBKFFiUm7OGEjSGb9Q+n2ZgUpBHPRkEEiOyw +QWzFjiWWE5rmA5/1w66Fi6UT/CK0LiGMF7yxm6lvlpNOEqri5Bo1ioZK07D9 +uf9WszRTUYURT06xHddcc43foUIYiqcoIr3wmjoUjQswIIeJCbAlODF7MAwd +KRwBc9ddd+1kJpajwfvjgi5/Vi8xfrKkqe41uomVohQSA3+NC5PF4v+obLNF +4XM/8Q6hp7jzchjhE0V/p+lHosWXa1YNWhwufaX2p+blMoUb2id2jl5ikpX+ +uftkZaWB/kLSRQxooXUJmMR/pxopWCjUoSyFb8WZ9UOIKxaYSMg0yL9rndbZ +egPbK66Mxzd03tt7WhAnyfd2WkRLqhqVpgVDv/3229O0xle2vkYlmwwZrl1l +XP0p+6p9Wn4K6p50fyh/8uCiPmZGKQHNQjMjxCqkMFUQRjxodWaRyefKJiVS +jHFmHuQt5SD6meWQbZ1YSs7r1/RDm0SfEKxQFKmmDwsRJdVOFRpWuGHKbI9T +bdRYGipjN+zPQ/d2cqranq3T+2e9AWnnvjKdf5zNLw5Aek/3qYrn0ImLTMAA +L3+OVAmEDTtVorYqRU2rU+2HXh9bn6Zq9LQ+p0p8fr1PjZG0/qn3VPEhstO5 +acSpslxF1MI0Ni90CcplpgDxuEP0S8DL5zUJ2KSHtU/7LD3F58iViauD1mAc +VMCe0x72/l7iRrAtveY1r/FewwceeEDjdHqeMhc7MkVB6xhtMNIQ5XvppZd2 +ksh5oq7th74fecDEpqZUs+e2zv6NegMu9R+8mQMN3H26c986uSi+dhwH73Of +4Vz9OrOaUnnvLhLTgIcKtqxktxr04TScGxoa4v/+DwdQxTZ2yhgFb7JauXJl +0jcjgBqrYrgMcLQ/pc6ZUzn7hBHr/dwOB9X3z/VdtkwgfcvcJfsi1yoIb5ox +BksWSQLFSXpprkrV/LSm4yIo8+OqOZImR+45T/QUfbexQNFOO/GNrbElnHHG +GW5ATptywyfPiVgr6uaohaUTGpNwGGfdD8E/+oiJrE1pdk/4TOVnx5qIJNgF +cbkSeYkkE+LKSiFV7mWqhfQ5HaLIrv0sB1bwa302918+XRRXv88dZxO66j7d +uaudEPmni/0V03Sd0e76mDYiIuX1qtM+uRe9ho0yTrtHq+U9Wqd9ZqSTVAxo +cibQNjVsbkxHnWPYg7DMORXUaClxOo36WcNlIoP9KRX+5D1KZUfaZ3GGXgIC +wiymZoKZT+8+i9J6Md57IxEcOOiqiKGXHIePfexjJmA9zipXQWVJ2jMiklZm +qgOZLMNn9ze9ZXOb06OmRtife05v2Cug2A048Kxff/31qJdpp3zlxpLfuly/ +5UV9zuzdegrJdOEp0yMrSia61GW3q6hEp2UVhjm1OZ1c+bZEfmk6Pbout0/n +XXoKhFxqAzgdGmFXqaFr1+mwQ8vOnZlOv3TXo+Xy7pnp7KR7keOCzHZOc4oP +pSJHcYoAr9GztqvKgqEQ/kfQw+viFE/RC7rVAqsTYI8Gza1ThE8ivmx41Ezx +dH3L5Bf7qqBVb02Ydqojkna71MS2Me0t/D9l+VgyaztlvEdm5rnyYjlaNWOJ +MzfGgt26znww6SagbMOjZzcnX1ZMqj7c2xQer+ZKA6DSw902eQV7kIFguyrv +sssujpWdeOKJoTIUdgh0OwekxJMiYPqleuTo+tgNkroDZsjqQGV614bHjA3l +nXoD6VMVMhhM6wqCvO+GiRlafHt3AJVO5mG/i+I4njdvnvcWve9978OuuUWR +/MrSadMm+6qNXTM+PfTmGnKTpaI7gIatlSMA6TaAlEwUEUZGHitfMmRNdOXP +w8uQqBp2ydTCtWskBOVrgIY73Kj4HPAFXqZPn+7/mhK+IfaHAHtRHNe452aA +l1t2D6c0uQi8sopNFXimks2uGeDF1oZsDHWTgLd+lDJqsn68Q3cgvtQZjpEc +4qgQ1uqjws4SvEstEM25VhUkAznedttt3hCBK2T//ffP0V1uYZpO6HGQcKf6 +IE0JnVbQGdkumhWYdABdMiucZoEdTE2pjEiK2hvQpy81Mqvrdamj7kb53RGv +MGCQvZHE+1frpT2Wahzc8vZioq0gKwvnaO0lI3kA2ZlNkK3KlIdcnCTMocx1 +qZBMWiupD+5GBWZgwITa+CsZziPI+l2gZtpxEibJ+FkZkG0W7j3ooKIYHvaH +E0T5HCiGhx53xwYOhwL3OY5Tm4RvP/jBIj45KX1vr1B8jbbMWCJAjcRYyS5u +NBbeKIASCaiYnAxA+122ZdpzFaAm9bkNoFTU6fiG6lzH50Bx7rmtIMuJNUay +lCHf7vK50lCpG/FGLVsM6S99aVnKLC3b1+il3QpM1pdt1oqUaPWZYwKyt+lt +6BZ1UJgtSRbxYkWmrjMCXBDzNxJkCjNnkyAHHMHulltuSUU/ouCWq2+4OtnU +IqGVRZ+q4zMWqbGB2j/qbeBs6a01+T5lyk3UdV4PuL6pB4Tr3tIbakTcy2Wh +WCDS44mN4MDagFcG5xT/X7x4cTLjV8Tfen00s1wj7clHVjGEpYjtNijitiUE +g+S1af7T6WkPry3W3TmLozPZf7pzS+8s1q193F8xOVy3YUMrtMuyVFXcwhmD +8jA5Xre0ScsmtfPN3aG9vf9n2Kc9EBfAwS5MIOxjjz2WKi1FuaXf1Zwbu7Er +7ZKBqKJLQ9VJf9eUDE0nRfmtEc+PRXabq/UUIZX8oabQy00Rzy2QSl2vIyj6 +XaJlea8qKIyhsBUUZbFVf1e0X5kYkqQ/RlDk2KiRatU5xgqHOZClDtX9gKJb ++crwsEgVD7Qb9XZuA4W5d5ruNZ19k6b4D7ojJ6UaO6/0oizISj9yX6Dw291r +9bBudTDrC8RsQOMz02kFhdETo+3PBAckzSWCwvgpkzxyWxyV4kJLoeqmmlCV +fM1v7A4KW2qfGPrCSAjEBKuufZIQIsh6LKQIsh6WxlaQLU5tSzbRvcbAkTSW +t+iOnLBkojA1N2uITVSWfNZv6A0yejeqPJQeS6skyoJ1AVm/C87wj2TNTFvD +ThmQba97vZmwvHfTKC2mzTMJ2G+2o1o6uwoKo6wqRNyLDA2h6vqoM7WALBRj +iNVmBrzkSRsmyn0JeMTiNAtonhppoc8lmrWTJmmnFXjU5bK0SuTGrOgnMvpM +kiAjGHMmaCNzSvLwmlLd2mqyeVOz8a4Z6ERFyMzj/j8cTlNtkVPU/fjABz4w +1ZcIH/RVFqjjgFlDLQmqkO1WQbdOljkCMBUGdmyDrJF2IhdAtfLrcFbyxZk1 +mOTNN1nc1iVUU9168zijtIByekKL01IwJvhGMHb/VwAKIXDhdLb6Q1I+I3S7 +VfutQ3ftyiZ0Da9rha7xakboagmvWZHkMbOPJqkpQhdprWEKT3LWFnZGdX2i +DMPrF7rHHXdchO4JJ5wg6wARlNgw3eG4Ap8DsWpRtUjx6zSWblyhFNITdMtC +gbW5pSoIrdBdVjdNDVqqQ0KOADbCchJAos89J72ZfEo5jKyvMV5nJIXUFL4r +gInyI7GJw/1foTScJi6m2uQjArNfRpCznhm33w5twFxSbyE5ZD115c/DyxLJ +Gi9ekmMiRHPWYCOla95Z0vZK2SO9IKooBnpSYWYqKrtTBF238s510GUtwwtb +QacUWK8MtMjhKVIi8dqJdrKlCGHA+Abd8ciKJsGZII8t7QjqlmYD7tf2BiOd +r6i/WwXj6/WCtsrFnrCbeK9aix/rDUbj06rcGwSJ+A6zoVfAWEavGXknjj4n +hxsVeGtdtyYDbsM5/r47GJPqEl/arYpynfKMgyXFzySJZvs2kK1Z1gSZCYeL +1l0juFZB5sdjZJs4+ocyTiYjVKrthHUPJAU5Gew3DmT9LtYe9uBWkK1a1ASZ +MbpJoLAAqPiaS35qNtPIanLueiPhR5CZ+NREjSnW5DXdQWZTzImkQUo/KYIx +co1+F6uRTnI24me0gdHInBGMRuGORnKzJVXB6HU/w+AjGHOOf2g6sIGnRQSl +AJCkUabN7tXdwahq7kQ4UocFBYfmFqoFh2hDswMK+JFJRrL2CU0w97vAjXSR +jMrJvdcK5qWZDo+mnn40rBujSwLz9UKn2QCi+JuTZUz8bwRzTgs13pAWMCvV +jWTTECQaK9ATK8uWwxUpn/MN9qXdSrtbCr7/1iZ4jKU5B9qn23fU9VFD/dH6 +blZJFbSlPStxuNfaJ9ftoiYKQ6s46zUxmsWruoNWYcirnWRIhhpAVdV8YnIr +VfM9aKNk1i9zMMJKzuT89DbQ5twoj0frfGwqY6W/CFr4epD+EieMoM0Fmxp5 +Ma6bHBPxSv+6XqAtZarNfHQY5dNgCFArbhJqohA1S4AMYVQwEHQjAv9JiyBU +GiGK6HfuI+OMLjoZNIACGpz97GcM0H26c9dfX+pI8+bxV/k55/ai+MP3iuL3 +3+U69+nO/fln8bpNdN3KZIaa1oYaY19LVr+b4r0V235oWhcDZJAwA6DTsv97 +3ZGTQY1xPUnLjza9C2Z1nNILNYPeQ0WSAcmmDg3qdYyjWa0JzzjjjAzQd921 +CD465F6/WoqLL+4PcEYeiIAz5WWmVAC3IAO4tTXKi4AzEklVhDIyc432c+3i +XtkdcDKN/vnPf/Z6POk8MlITx8TGR2XEpHpGkO2228hB9sCCJsjMxhedJ4As +tHGLIENcD4s1UUT0gudEKGOhigEoy+ohYAMV900fIMMicnE54WgQRS4g+4G/ +kq40JiDLbWhGGYhOFkC2/I4ayG6ORs00sQiynJFwaQrwSFG3GTePKTV2cneQ +yUyCZIo4ZUv1U/Bnm2226QYyzPXbO7F9xgxe+rSncW47t086qcEdbEru0517 +hju33TYcgMd9unNPnxGvm67rSo9Jb3CX4noV3KYHRMWRUzp9DLhnR3AnoMTQ +lrWrmovVSKc767oegUwnZcBdptmO94n0sEBKcJFBSlgEOxQVmHasooTWNNQ4 +4y/5DcgqaMbmRLN5Wy+KipyQUUGNAW+7DPijAJQzuhjDdXQKAf7SspDAX4ZN +14BUcaGG7p+5kIld7JNbwp5y4H9vuPe///u/VSA31rAiJWxBmdkYogEiCugX +Grq0RhSAtUo7kPEVKbitz0ZhFYyHm2A04taMNhQYv1ySoG+I90Ynk0fB7TUU +3BJRcGITBaszAqSvxFNy9WdlRpALo0pPrqNgkm+bwG5PHC4FGAi2oEYlHizO +b7XVVqySGiZouCD2rfnttdde1f4x4yv8qa2ViMWECa/N6RStmDBmreSJSRlI +0U/F3hW0i0mWZMOe9or45BS382iJUwthU+hsV13XIzorh4ky13jQS8vyCDi9 +biCcJpuJmh+cPuecc2qIQIym7TWVobRRUC2KGhux31AVEW29LiwicqnwRntp +RYTRSpLTJtlnojPLI+LWGiJui4h4eRMROYOLL61W6l676boeAV8JxU2uRPgq +6cvAVDyaCp5g4JnPfKa4ksQbfJIqWyt2S7klsp6LosihIMeVjPYRUZBL5jYW +olYULMukUppa4dHjBWUvraFgWQpnPyE+OSYuZV09iTB213Wr26PAEnITCsqQ ++UHP0eVEW7JkidqiU3MFHw+ZpqQdUc7ii1/8oir2LTYBB9tVkUQeBunobmeJ +IgmsjqqRv/3tb00Tuegy7JdhPZixhhqnfCuSSiWueq8BUfSaeSTdUkNSCpw/ +vomkZRmjsmGFz9Z1PQLQ+kWSA70MadikVItxIGztIcfdH9/73vdKRTb6XiiM +Q0U+CjlNCQ/HLoAtANf+SSedlDTRGEHUg4+lUPLlTRgb6SqHnxkW7g23VKoF +Kury3CZY+CJ+TJT+cfHJMevUhBTmhNY9dF2PqLi0PHvip7QnT/C1R9XRg9pT +9CWmkA897TfddFMtJtJF9JbtLL6GfQEStdGgMilF5e68887S7j/e93ogfvPc +c89Vgr/vOo1QncFjW18Zi8ceItrT2vBozITJL3ZdlFFlC/R4DLJswmPK6EhP +jpntJg0rF/LyXF3XI6Rvo/E46OPadHr27NkDmdMHH3xwWGqaIWa2kLwXC47B +A1EskSM4EAWnT58ugfy5z32u1z15QEJfDO/M9ftKzW+qQactcl0r+kzsbvLR +pdbM0fmIXByclBF9K1LC87FN9OXC0Yy8tqcdfUsYYmLACX2SCU1Z0mhgDmV+ +/BXKq6ScnRDHcdxxxwVuOORlQ9tmZ+bMmR3RQZY8BooLL7zQn6JtqpyYWP04 +5+TJYEyMsOMNlKiYNGlSZ2IYJVyb8KpHHnnEeBgi5vtlwD0EyVbMm2WTXI0p +gE/+Ec+Ug+V0kr0u4OeY+ORUJSXjajSeg7/TdT2iKRNrb2KeTNg65tGSdO8W +AbtUPbKY/81vfhOsyEO+t6T97ne/+10vzFNFiFNOQorVsG1nkrlz55bWm+DF +G/TS7oc+9CHflncgVIN2p9nFKcjHVuA4QPLfRRLol3cvz7g6zS7WSgJZITh5 +tJNP+JEmCcCJAwkc3SSBXPC3CfbaOzP6nCO/jQQwWdRJAP5bJYFhnytsi7dz +jdM/1EWYEnWWCpxS2E4Fg7E7FWxj7dq1g+E0DVH0IsdFAiHMCO/BE4P685e/ +/MVXWHNbeamzerTHPJB+eX4uUMD4KVrR3gimGqgElG1bQfsNVbSbUICj4pNf +oTsaid8DFSdARHuPaNY05oT23QIcQxvuePz4xz92XHXZsmWdATkW/ZVPDtfj +GbPXw98nBYy9//3vj+e33HJLdQDpgnZqb+r0V7/6VXF+jMmccuy8E3Cegkci +Xhs9p4YsRy9/1izPtiTO4TI5wHN7/5rqvTq3uI7LZDg/sonLRoL6QMWltI+u +6xE1mySDOi6HveyDwimoko1+++23Pz18jTi9+eabx6+p1uc2zIkBH7ZZw4EH +HtgFezpN7LjkcqcBSaaDZFCE+Mrx6O4IbPTJGkp9svRjq78a+XnbNgRmZe/H +470z7HXB6hIRaByYR8Qnx0qaudx4QxoRgdnA3NmRV+cQuHvA0Oc///nK4sLi +/Kc//amE4pDXMu3XH/nIRzrCXqgb74/TTjutFXsTPNeU35oQgtCh3uuyb3zj +G6VZ4T4MxVUD5KIiSYcXki/4S7YkmmY0Ey9i3miDFw9Vm0/y8/iGbNfgVpT3 +UJuj/4cgmMAlI8qNZfTw+ORYytDn9HcPJXyBfXJLqHCS6RLKnx1QTk8zi1NA +/q1vfWu78DXQlwLLQQ1fp/5OwPLt0Gv7Ybgzg4FQUJKRklYGCQd3b870VLLi +yb4csqr2YUaHJPRWxCoJ9Ndff33dXIVFhGLDlg5oaNKM0o10kOPdpoKv/1ly +s7HYpRCoVjow3rXcHh5jElCxG3SQsHVYkw5yRThMoYIX6boeAc45OtgjIBpP +hsUmEq1TjGR/w54o6WxqwGQozeKvULMqRCKuozAJ7kK3/rOYLxnBJG9ttKyD +19JjkvbO6vx42WWX1ZCOzAcl0l5ZSEc1UL3iDNL74ffL78hajlqRbvL3k7ye ++Pj28f2rSjuKRbpRog6NT04lW9fFO3Kuqoj0HuHYSZpPSH9OuBfohw07Yonm +OhtCfJZmSUJWXTZfliq/R+yDNdtBx23OWexr0+A9qG204HD3ShpG8ibYDLdM +BfND8enQFyLAoYce6kbkxueehoENE0ynTBRJ8SVvF6ga7fqGqu36+Fm1KBsp +1EoEuexGk2UTg2q893FWlQgMSg9pEkHOS2YCIl+i63LCgbEcJNk+EUGpUPnu +QF5yw7pJcflf/OIXvtrqT3/6U4co2owMeKV4SVl8KsYquocpQSoiGcatDXvb +gDK0I8tZNttsMwclt8c4lBnCwhGneGjsogQa0GRoIEM/e1qiGLDqYI98rEgJ +jQ6bg9U9YM3ynOieI4KoXuVCPE3SaQwT8vbsGhGYqJuD45NjsfEeBS9equt6 +hMfniKB0SZdVLbB4Umr2m9/85vTiG9/4RqcMO1DLMQVS0kyI0g0W78judbzL +hKYjNZ8oq5/p/H777Tch3MLrbPkqh/PQITA6eNC7X/GKV3C4t/M5FFU2rHAo +FXvssYcDlBMc3Jvc/2NHvDxTyLW9szuD6YJolIBt2kjBR4zVELEh2fti+FOZ +91gjhWQxO6j6DhHZ/TXh3rjQ9q2MoB72nyTHpB8mUpBTnL6KFJ0uKYDPQd88 +BBEAZ8Vvf/vbSZS265R9RZaX7Z5iMCde+NAlOpIHPuEK4BwDQEaEiwvXoWuT +rC/8qa8cJWnHsC1LHXUE4tgq0A9Dhzhe97rXeUomln5KOVUnGiTcxwpQvfq3 +Pr4hpw204j4b83pjvDcGA5n0n0kZjn1gE/c9aorsr+tM8GguGiyplgn3cvSS +GgjgwPq4gHuivOgzCv93+pnwB55Rvq3k5pb40wIq6nrF5Zdf3hFup0yZEs87 +nVKMBbcaXJ9e0AGx8nsiJCDluz0qjhXjbVPKj6jtxeGXzM4VlmhFrUkCSVG5 +SdJSbWCbKJVQmwxyB8QnxzZqPYqgRNT2yI/IobaM4hzv+4aBSodUf5CLQoML +x7Y70vZg9VtvvXVEDv4tJ4htG75GUpCbkoO0lUceeUTSH3dblDtmEUYed2qC +cMDj0qVLo+CO+0VdtTN47NWVdMUdOYi14tHE6w9nmGMMFjMLrppC+UA3PPao +4HJgnFQuGSOFnCRTQMKjYr4xkRBanZbogDenrC27qgQ1c8gnwlhsfOc73+lo +cdp+1zLkCIvswfY7dKwaFoksRGTnL2GRtj3qKpKwGAs79mo1vOqenNDdisVc +4ScjTMdAMxNck0uE3T8+Obbw7FF85qAMHeXyPnJYLHfJYQ8qhGytRqo33Xvv +vWq8jjiGg1lIeO973xsMYONpGVwxx9wf+nh89rOfjRsuUQsa7n5V5B144IH+ +8fyVai1HROVaz6tzZcWgndI4WrFkirdELBnZNUah9ciz3a+JpR51cWK/+R4p +IMnckrA0KWAJ0BIlICwh/jiG99SAJbQm7E/IKrBNOkjKu6DcEA6nmKojcS1c +a0rAKSHTtm1F6FBEo+aI01Cnz+LUFpdW0ZRUYjnitMFCBxILXb8ma+N+agan +0X/om3p2j6SOYW1mv0w4vS4mAu8bnxxbUPco3HOIruuRnZKsKQmniowj8JYg +ROGUovBuPWwTcAoblQOBw22TEacqZN0prdY5nDqZVO2EEUJ1moohCExOOBU6 +kXS6oJMrX/KSUreXVE4tacykRYW/xvLDbfy1VEyTzyDBsxXLJqmgku4Y7o1x +V8Y4mctdfml88lG6o0etocN0XY8qvzksS5PEuScMg22iGWcEfFkGesQRRwyH +WzBohRB7f5x//vmdHigmo8EKs2yML3zhC4Vi/BFdUMwuTq8j3NNCMVXwCZHt +guJGT2HDmZfOzu5UrfjNhoCnppOyEVrXdCUlNSRVv6SJ365FkMy+2G2fNdk/ +yRyW8DscIM8OhgFKOEaydfxUgiygtEIMJbk2bNgwEN6MJxJbsdVRMXHpzSqg +UkP7tEAptmE6SHRUEx+D+FTDuXZeEggwSxEqILGJ0mrYLSPOx1dsE42GuIZz +r7DW6mRxbsV5Ntp8Ybw3F4OXy/B+cXzykbojV5TJODWOiNTUnoKUrF8J50MB +qRiYaHwhnFNj1CkU8q8hgVYD9ob83yxKvBv0myTESwbFkJXh71Zx1yzCS6MT +yg43KtjP2iMriB72zY55ApG6mNMJMHGDneJNqgO+axdZB473mGjqqPA0WPlA +YuWr7snKMK04z1VJeahuSx3oknp+Q4y7/P/YexMoO6pyX/wszjndZGQQhDAF +jAafgCICV/FhvPAIgswIiqiACugFhytckekxIzMyqoAgICp6Eb2AihcVUBEw +CRlJ6HTmoTPPc9Jdb//23t9QVV9VdYfjf63/WvesVSfpOjXs/X17f/Pw0TzO +K0pF8XUVeU8WzhsRlJBsEBlEOIfM7CSwYfHRqF+MgMxaTbL9IeCuCx0kiug3 +mRCUNYk3MDJICDYZvQdEJ0agFduZ08gsItrB+pMGW2+QGRw9aWQqwYdj8VQL +HivZ/TB+Mm/MirJUTNwrMqjEZinIrEdkQumB3kjIhAPRbWqyjONnGHWcUlNr +RvDC3wNNNmFRqBCZwA6iRTUyo11BI5NMSuDASEceOnSoo8a9QqZFjYHgADoB +hzL17mYgk0MxzVJOEjPPyCxMjw8a/0fyyKyoiMU6VEUSloXMbSIy4dtHHWxC +JkoSOBb73vgzsAFRG/wQNUVBuJ06tZONw8AOm/4O2J7pGDt2bDSacADr7Nmz +vZsK1qUBcFa5c08++aRXwNIUlfWfXMP2SGWDYGxqGqV4U+EWVu0oDovzqebZ +7PzxjDdpWc8SkRVCq7gj460iZ+tIA29hF3qV1glLbDpyEGZzwBE2ckImBpvF +UHgyJbJ4jsitknJ9zqMCGgV+qTolYmopsK2UXxXRfmgK2Nkkdcnrl4bzrF6Y +hbokHpLt7hXZWWIGVMAO1lCtZ06ZMiXaJKoAjFrpeT2AAVxEhWJRAwawkglL +AWxlZam1lIory6WlSxUAaVLPAFb6f2E0MD25JLPKAjAtXzimYNlOmMD3Pvro +9DTYoQAgAC4Ndm7aVkREgkCrqsxKTGUp2M1gbYkG+7BepcGxm05Hj2CXbu1H +0x0VpcE4tsDi+KsyToc8EcFahv0YvtkjI8R7G/UTIS7hmAxdi2qsNKrFKjmp +FLoVmRQcOWcm+0umuXRWZ+hWVAzjcM2KNKYC6MLauCxoeAzd3kbVFEMXfq9c +U1Ejn0cJLkMM6HL2UEWG0mEp6Gbz+N9k6H6In8yGPbNQWCYTtoh2qywjMRen +oLtGlSYnK35VrEkOqhfRGCyKAIdySRBIKVSt0m3KJJsK+Mrl5EsquDSuZhO4 +WSNM6BSneVRk8IzgJ4/VY4m/Do3nQH5JqfIADdKNHd3xmULoWhShyyhQp8ZX +Cl3lb7eoCUdSmYn2Uxi60vSZoWvV1FRRl5zIWpEcI9Ad5f9uC5Qc44ZqTjFm +WzZS2BnENnhwHQ8M+lIQ/3NBEsUwtujCHIMvKVGiFMbKFGxFwHKgUkWS9oH8 +ZHa1mfW+MoWCPO8rz0QRY/SrEVZeGIeMiRSnhRO4c5hiFrvHS5FbAA9QlOg8 +yMnGoWMXcvDmvsMILcm1mTXgrfZmKbyV+tZG34Kr8AHJ27Llf6dAn8m/XiL5 +19J6mEFv1XlWFcOk7VF54ojYif/i/24GsgSiBwEbEueCcao1twjilJELWxCC +FBE6SPKfjkv2xCZX75WBj5iu3GKXkkyMeVWgrhT4uaDPdk2MwgcVj8Amurtr +jAEzc1paGEjT3SPpDrMAmUQMMgYqMj8EA7+Nd8AGgppjSKBt89/N5OSTTkpO +PvH45OTjj0lO/uRRycnH/GttkPv+uLv+5GOP5Ou39991amFHY0ioJAGkFoQN +OVmxHpGFP2HEZTNqMbIsyjTDyHNT/GdXA1lDNGhSfHlbHROla4AGpPX0CL42 +lma6S8tdxpfZ003snVy2qyJtQ6zshC+YuGm17xfXPDo7wPsBpb6O72aM24LZ +NAbn4aOLp4UsqDb/POAP94NpwGvW3d3dn/HBdVj+9rck+f3vccBW7mOCk8cf +TxJUVX3oIeDDfbtzDzv96Yl7cOCc+3bnnvk139tO90qQnVkzjfGWi6RsaJwj +rbZOy2OxCAIsKlWkue/PLzyC7qgopcYV7ipSLXqHO1g7IzepNZVGixA8SEeN +LOKC7tb0DiyqgIRjwYIF7KWmtAkcH/7whymmGloFnBHNZpN9GHBLI2Fq4sSJ +wXP6tmsLMuJU1Y42oq8LuNRX+CxbhhnmcqEZe1aq+nJJVZduoOn4uOJKbKXl +Q5V9VHwdz0Sg+pUEmcDhfdO8sQdEAKLVHWI33OFYEr4bPqAABh5Eh2zYsKGt +CIfwNxOecMydO5dxGO3Y/jj44IMpNxV2z5hBWWuPQ4D/mYoqtbUWh4qjMw6X +cGWc8JkzB2ffyrYnFRxaueYzGYfSTZNxaNUCVqXcuKZ0RcqDuDieJhxiLODQ +EAgXjq/Hm3rm/SP51UO34nAMH9/15Fc/vtsbORA0t53/rmtaGoLx3iZSqWAW +9CXyYZHfEtEfd9xxh/dbnnvuubELSkD4D3/4Qx5Ho7UIV2n+jPAVKkoPSOvo +EISjLnDI3BTxBgJdLsvc6mr5cboDm7GkYhzXai9Mb9iSQfgvIjKCgLk2+Kdg +G14wFglZ87MOyL22Bpuwc8GFjOPOO++k1Eed2YDj5ptvZmcmMmF0VB9cjY4s +N/NIPP/8JIGJ/eij4cJ03+4cElsdaXcHxuC+3bkRH06Sj/sDL3Hf7tzHD+N7 +2+ne//qv0gVA5f7+8Y8kef55f7i/4vcvZifP/7QDh5sCvhvJ879ZTte5/69v +T57/0Rxc+mhX8vxvt/gbt4+3T2PqqwKkffZ6NvlZJIL35tfIyvJidtzUoSLv +QVxlP+U10h0YPKLmscK63kAIbVQIRge7CUzkYGjdW0I2b2/XCgWMQB7WuQ4n +nHBCjcKOoNHo9KiLL764Jivi2zSxXP5igfaiBOJdSjA9YgRRCbuBLMdAm3nq +Vq/DEYyC9aV0+Ut0XUWagnjHHiNUYW5wP8NI7c2KowVVUPrBwSE/Q4br6Q4Z +V31FlS7/guO5557jLQ9KTOf33XdfwdIlNCdSIVImwfF5LKl5vh0scYxzRWr5 +8DyWLGKqqt4xJarIOBAsPRyB5C0M66PRavGbwxhBY4PaBKECw+3pCfSgrwhC +jg9YI0JkgZB169ZFBDWRKcz3IGcc5fCFRTKWrEa4nZPyWFKmxbeDJY5xthK/ +zeZubCirqH13rn5yST6BOD8fICxBmmKz10TGEowfsCpBCAOVdlg6IIuloQpL +YGkITYUbGbav95dgcLf421//+tfUb/CMGliCRpDFEhoUzMtgSTGOMixdfHGS +jBzpDydm4buejDxyYzJyxEoc7h34biQjP76arktGHrF5YDLyo2tw6RGb+faB +8XYowPRqDnr2CmQmp0+hQppSscW5ojDe+XRdRbqBIPl+QjIb16aDWw4jBRr7 +GfY15Clt2XhQFr8UbATF5nwnibzrXe+KGmModIVwdwTVOQ11v16gG4lG+rdp +06ZZ6Lbc2rMleaDBaprYRi10S7O3bDfEhg4yRsnxQYbewmJsRar2sDwaKwrk +cRVHq0CyMpKLH/2uCEC/QEAy8QZc2UVibCOIsdgBcN10bz40i0uyViJqhiJe +qWgdwtxRxh1Zkv+rF4ikamk4UDWAq/56RH6H5meVvFI8kBGpkiJLEVnVeHHG +jEGGPsJosXJsQfQ2q3Qp/8KUgTbXX1TINJd0q0hCEM/87YzI7kAfIKRgWl1j +0rImhBoIN1h8TtY8LItNUtQQBYnAY1EZ230SPNLxYR9A0jOqaiANSPs1EQ5L +Vfj3LcE4hU3CYAu7IGyMTjAikRUaK9VFxeEeG0TW/viTvc5W85+p0nJCRFbO +ygzh8UULwapzRvDevBmDDu/AAoyNAyhJAX/C/u+O2gD/XU+Wdy1Plk9+AwfO +uW93buasZPni9f6K7fC9Q355qNBKqxYeVxypyF6Q5XEzLQ/8Ao4PF45312r5 +9o0gs2Ehgts7+fZj2eURIOU7rnhHK4g1ugqhznBHR4cvt4Fgma985SsYTILM +I8r4RXQ04fT9738/gmd6sUSavkojne/fv7+v30aWDbjRkaEryzSdE1HPrxm0 +NOsN01cCtLVmuNxwWbdMJ65sz5xmdtoBU0M8kIh1+0WxjvItcIUo0mzsqqiX +x0ujIvFBok5uiBsxeIKD+dGJ3yKujQ32TXAmvNxR5COyq2KX+AwEOsDOhO5o +r732GiEpLghag/5SpOl+8Ytf9Eg944wzqtdBf9/wQ/8G8RsZaxR9D9Pzjjvu +SJQIgbndugtYXAZuzu7XsY7u9EyZUikMzHxzlM8CwV3vxPc2yVNPPXUS/2+X ++Lw3x43K8ZDueXxvsnjixB3ia5Y4gZYeeUC8/ZFHJudWwquvjubrBvMLPxrv +WDVjVG7drZwug/1avG7+W/nretzAJo0L1x3MT77G/91IJrwxKpkxyQ25c1Sy +YfYokgPcf/0p/OQuORpXWx2GLr300uSAAw7w27tprID2eA4JM0AjKr4Pr0R/ +3bcYjudZvkD2OBqY8cryOL4oTn3tm2/mt/r0CTkcL+joHY6nT8rjeN0swfHG +yZN3jK+ZN348P3L/PuP4sHhH50QbdxPHhju+Hq8b7Z6wfnaaKqyZKZP6ED/5 +yojjSe4JsyaPSpZOc8OeM4p4AB6+1s1o4dRRyTT38nFjRtU+mUU0JZghOAR1 +TxD82GYgmmrQo/4mWkzhLyr2hXL/MQSK08LLeABiu/VvwbwVFgHeRw0C29Qi +iJTQavyjZASR+sU5U0rvyxquOjF3J44tlM42ZESB8dPJVDjczPBdT7bfrjvZ +fvBmHDjnvt25wVvc+R5/RXu8ThWWUHwhFWVYUsePU/zM3Apx9Etk13doU7Fq +0BVVA8t6OYfUg1D80Vou2KfHHnusoKlguTjlzVsypTRXm28sBF0CVV5isSAs +FyL1c1UriJBYN8DzIu2/hFAK5zNSo1BD+YYbbvDpXe58SNz1Kga1HfHtyC0p +Ye7oQhWjdNWU9ZddvhyTl5ZUqBjp/uqnz8W6B2y2Uarg9noFx8RnGQuvELPC +n8SGSXS9EVqA63QVdv9k1qt9DGaIH96HhUkyls5jY+mpRSsD5cBQ7rxoZVA5 +MAiNFIk9VK0MrTEiMa5gZVAGXuzd6o9nnnlmuzzyITVkDQWzxuZJhlIrdi5D +flnX23nzBPlAPPSIGTOgSOYUzjTyw0LcgZ4Hy2qsZLATj4BDvCsq/THyK7I+ +JDSRvQYQf2MA7l4pTWJqyhD76SLko9AIda8qQz6qIFBvsaHxHK4hkYD8mlEb +SHGR7SPmUTuOzl999dWC+ctoNlbArSExaOXAwjz3ivFBQUYYM85PnRox3wjZ +FfhA+u/sZOQrPZORDxSB3jrNfkdG/mQuGbNjHvmqb6VV4Y85ZUUWisRMkun+ +iiuu8Bod6u0N9t/15B077pi8Y4ftcNSG+O/25MxTPhGeDGoJS+Easf2eWbQw +IB4MHz68cmHAkY2a+XphQDRBKQPk+bWVkALkcNCCcJTEWBCqkisviI7J+QWh +guVKF0RRK+FQvD8uiGb4mz74f0eHkASlSY7gbbg5OM30qgCO4SZxUN6eR8LJ +NmbJP5FZeFVUpM7kVwUSzmlXvi8C//hjjmZ72FlZjBOdhNYAn3fCeqItISD1 +FhZi/EUlbxEKg9zKYEMuxjhYPmF8yJAh2/ogqLrvPUmXisGRV4HVGj1IAgSR +KHGJhl26Csq6Fi9dKgyhU4IApY6/2C9YQpgvIX0S87A5cF8nr8mKmBh0fLci +RIZM5bflKv+J2fg/6DrLBqGyeiTAt3RFHH8831GwIhrelIOiNSi2sGXLFsug +QIsC6iEuw19UDRWNbqn71TaFiyLUI6Tx9Y/XzZLaUbV6fkVARIBcplfEzHH5 +FaG0itIVUdaOec4cWRGqa3ydvlUGOK8IVTqXw57AqvEevSJgVoSV2a2IgfkV +UdiePOxklgArMpFatiL6+zgHMggi0AV+WhgeY4IpLQ1aFUheOPTQQ33XHDIy +KEMCSwhUIEVVZ2EjQxQ5Myvhcvo7SOuZiPuJ+ZWgNIXSlVDUZTqsOFkJUkCU +raHaHs4rQemhHILqV0KXj1ZKr4TFfiX051Edou/IlQ+cw0++RF9XkjUloee0 +EmAdhuaPfhz9Y1eOJV1zkiVvvpQsmfiC26P4biZLJv0pWTL1tWTJzInJkvkz +kyWLF/H10PUKVw4Z9yEjQIMQYhDKRKLQLGo6u1VDpil0VMUpJBm+N0JYdY7C +iqEFA54DzdQdtfAdegrMCxtVMRNeMKr+WalIobQLkeiNBVPUYzswLVkwYlmW +BQO0WOpmLG7BGRpg9kjwXDBOLZjxQZBzqt22+QWjcn4t3wTrWhUJYRL7/k26 +w8cLhaU4gDQOb6XuDGOMVupvZhcCubbQzxsWgEGDBrGooEtl1SOI4JqCiRql +Zjs7O/9XPI0gTZRbQSTIxo0bh+URbHUUVYFUTBGUEmEhmLuCAkkxqEMy/laR +bCrvmC4FrkhgjupkGsFKpZT8ve6AzIXjBcFAFwDqENzGozqY7qjoWc+csiIn +TRDMNiofxJIJCMNii6WBLs4idvc4ZRgBUQgCZaGhBkJGvPXWW6kmLBzUJ5xw +gu/f1N3dLU3UGHFBK6tm6krYL0VcUT/woGXKO5TwSSQoaoJpxCl1cKQeM8C+ +cIJC3NhA3ru3hJ2eRpyFEBWqerkefUmim2Q2cBUMqA/Z6CPfVj4stv/IIk6y +cq6gR0A66w03VZJ2KQqsfuAAD8CoiaPiICQ7+H0cZTxGgdK9OF/bo2AJpioo +wPqFxc2hYBse1YeMUVmlQRgaFQlvkp7ABWSsWATogdF69+1eoEClxVoOUku0 +LUVBUSPwYGIVFKh2haTbm8qOypyWQhs9QbFZlEXBPG+U9gM6SF+cDThUfQyv +TF2XSfVQyW4C/Qt5xUjCQDpvOtC6S7LQJ80X2RVI9MBfVLftxRdfTL73ve/5 +v6RYBGOpIlp3G73Ye4Oloi7hQaRU9FCEYarHXqWAcO0ZABQGiUWTFJbGeBfl +2DGjpE5YRXW/q+i6iuw2yfxgt7iqt5xqsB2lku8UIQh9oMh5QQiCtkl9gQRB +vHoqAnV5Gykx7x1lCCrqIR6CoVTVBWFOA+lebJkSvYDLqMHaF209ZFjeMndU +kPS3bJKCnBWl+K42FpWVwiYI4qZpCvVW8+ZLixCEipto0qAR9I1vfMMoI8QI +qojRFTFNCG4pgqz+4auN4myqQgQjqEIOT1WvDW32xPIPgALQWzZKiGhF3bxr +GJHlWWqSSsMhacpQIfmOYqa6zEaQdG8766yzUG5tcEx5gpUWJmSuq5XGUUWE +LuNIuTAtHO2kF24WLsuW5HHULUUxBtG9FaI0V84Cg44FX9I48iGBKu+hvBze +tXRdRRaapLJw/KfSvaysxsuLNpFKIKnocsMIqoipZTakfNGlCLKag3uRcn7m +HSL/bafHUiIyn6jfEesdMRuCYBup0r50nVniThIYrqfrKpriCILOozuAiLBF +owobIRQRdEUWQaTrQ3UlBO1YiqD/S6+qiJVlBKldX4qgovbfEfCMIMX/iR5X +CdRcDg18PdYBYwRBQIvmRG52VVHLjhFUkbIlGUac7aDqITKClLnrShtB/b0Z +EmnQdEAdhSUJOXvIqnz++edRxrAfTEy10B0NVV/T1I9xVxHeasl4pbizGngv +mpbfwOuk5yfZuaokca60BvjHInmCu2msvHOrSqu80nKRLW+k6ypyuCTvKJVP +FCvVMe6UcPJ/s7gLBsKGrxuBZAT0/12+fDk5BxC/npciGEcQo3rDoVT1enHR +GjiyirZ1GfV6p0o9D8o/0ZZFSw5PlWWLVSMZR7AKhLrt7EWtqq73XQ3xkgwu +wdGXNPbjDmccqRSWq2wc1b09DuUMEkX3UcwQ4l8Bgqw6HxaHUnp1KYKsGPFZ +M/IIUn4mvteSw5XlgbtxghNF8iMI6uCC96k2CVkTjQLjTXRdRfKWpIVxlqsP +63grjSBl9ro6iyASIdBlBGEBiaL7CEOkCrtSgZw12VyHrHoq5oIRpGQ8C0G8 +C1TpOEYQdmPWXSctfgRBWLGhhJIph3Ora3AUH6U/WhCkwq+4go+VULVQSvnd +Unad0ngFQZyqrkq0MYKUVHhNEYLgZVsZdL9Q6CCNjIpoSUueK0WG8hUzMua8 +kd+RG6QosZhPDYEbYkYUuLmmnAPSwo5RCLdWyJBwKA7DsswFKr6FkVHRzkXy +687Wd2Srjak2TtdlkaFDaKmd9Dl5ZFQEIW6jJ9sbZFhtpGdNMrRgaffHwKsQ +rgMyGn6vjxszKqbTj0lHKK3Ib7ZczUCB8210nRI5rZyHYTzRs9SKyJUg821h +woq4vggfKHpDXW5I8oFzMYaHWNQrGJLVYm7qWMFwLBhr2t4YL1Zb52lv5fGi +wjw4ZalCpj6N3xZcATp+TJDzZgBoT0/s1lmvLDl4B12nzFKWn0+Qw5VxQDuz +FZN8N5dAO28oQg6UH/TeRFIgIQc9AFOd3dpT2mlFOB9vICWcSTqWgSgVG8t5 +QmAtWWqmSg1x5ZMKAfpT/LY63WFG8EziCB7WeysqFzKqrJwgoC+Xp/h5fUe2 +tI5qzHJjFlVELaDTIBI3UVLAVVdd5VPFGFVeTGNTYUWgnSWmlaJK1c5jVM02 +GI/yijPXtuRoVZrnVH4bRal5FKyabwRbhdAatiFVVDpkaIx+MEmePhsH7nXf +7twv3F7+6XE4gD737c791EHyl592V5yF5RCuG/0Qj3Q7HilXhANDzhbPWSA9 +OL5ro7SZXHDBBb6IyDe/+U2fkt+jpgXNCZlYxxxzjFJjeTK56Lmmjp4Lx5qF +purK5EhV12MSiZ2c293ix2EpuULqPoXfxs7X3sTHECnL7qg1GSkZ537liN/V +NRww/13tKyY9fbaBpjPpDl9uI+MD94X9A/m9yUZTm+dUsX6XPxCbsvvuuw9I +9t57b8cBQD/R0Q8/pXoV81BzgW3gZ+PSyFoxqxxZqqQeI2uqkYul/N6MrAoJ +XJDFPsLexKZkiLcVBs028V4ji6tigibl/N4TWHq/OYssYt4ozBOrNRU3CPHo +4cHl6rs2tX88HEumlKNHmc2YNGI/vpVJh1R7hJstQtyJHqeUTB7IaDAD+bex +c9CjZ2EaPT6yZKFHD5NQsyyijKDv6DmD57siyfvEpb79LVn0BJbd8NmjaBEC +ffbss88egO587jR8gRDaEVma2kM8xFyEV1PzsnB0jS1HkrK9MJIgV2b5l/Ka +U9VmryBlZXUoUlFWl7cxX+IokvGZKJIFEsJA1+WqH4q2wD6LWX9JkjcewQGE +uO/I0150MPrzVWAc7tud+7sTTsY87K/Ylq6b9VcDmVx+2RfZziBzsRR8vzWL +THK3fPazn/XlKZKU+MEoy8VsNbU7PRxbNpnqFaNMKfGMMotHKRf63vr9JWL8 +ifw2lvo46oQCfxohLG71/MC/1i5OdTmNQt79dLsP7Q1wHKSpYbQBDuEXfjp1 +hxXcEFbVbUWQR6YdOmYVQD4XdNXUQVfh2LCqHPKqUS9DHhsuC3lVwJUN0cqA +a8nlJ/DbdtAj1sEm24BVM7BVJPz36Q4IXXHbDGYJfS67Y6U4Cds0VC6OVb/8 +9iJgw8kQA6kVsHlf5sKrDPbhRLFSYHdJlAnHqnr2kaFMquYNZWlUSdbH89vE +mtcT9vyiSZDPhX1EQPxQX+d9BaMFxLC0RZOpJESyDU9R2HSV7PDkO7IgllAp +BmcuVKqpjf8sLFng5NWkWt3y2sX6zylDHeSWFgdYhWR7HL8tlXkSczx2obep +PkkP8opdx7YZBidi7iJwxJzB/TKUamMVQr6zF+DMxTQ10kR4yZRSSCoJgiGJ +xZ2FJAIt4nwZkhVip0CSDS8bJFZmJ00O45N/lFqYCzILcwKbikUIYOu/qkRp +FbT9XhaSge+3+8hkyCuITEYeFTTw2E862IE8tK+j1+QClBraMwyaVgptFanD +ZMCb2SenyYDa3tSGr0qK/CS/jYnOH69Ikh//Kw7g1n27cw8fniQP/kuSPHAw +dpj7duce+RhfN4iue/1+HsGd9DzoUTFtVdb3TGZmYlpItZAKhXmUz1449F1Z +rFBPB7R7RtMnZK1ss8021CgGSQKQ9V944YVgUEgjJxec1NTBSSyPWCYQxpAK +AmIMYTtlCbXkGsYcmShCRq5siZDH5jH00xPycvnv/52f/D0NR6ydrjECeWi2 +oQePylQ8Sd8R3ZXi0BUue3cW8mTHQXl66qlKaV0QRCg346Q82HPxRgZB37Cy +HOwqbITBbhF05cF9L91riYEgV/G6Y/oM9rt5wW9ghx6DHQJrlJslHZDDZLyP +tjMNdlWk7J4s2IPaNMgHrerKC4gqQmNiGP+g7cKHi3iIkSNHJu973/tgVeLs +PDSt/QfKZJDMm0ZPLtqooX25WFelmFGtTRkznYb/QyXZcUHhCjHxE33GzL10 +HfSuaOphSRwjjc6jQfxkjjBTBRcYMyqb/94sZqhqF0KMgREUdkNx09iY3t9F +VbuokjR8hD/72c+4pDgy46ZOnSpI4eiaadOSUj6yYqaFFA4KUvWzUnwka41Q ++W4cQlchTh6dRwoozfQ/4QBgp//J8/nfJcm4nyTJqB/gbe7bnRvj+Pe0F/wV +29N1yjd1Hz0PJp4YyMDbClJP3FYDeATH6/lGziOe9SXpJ1sBlEhIRb4awpCX +LFli5cJS1s99992HJgzwjNQMhCmpkREmPl4EmJYiTLlRGWGWZT24af1d+xmv +tgTWkfw2Fsx8KMT0tFCnnH+/4F20xNhFY8knrlIaj2NEbM634YJGHGIwg/Jm +OTfOOeccr2KhQE1ZgSsEd4EOoumGGIkYC7nAoUaa1XS9UYoFpY0zFrDrcskz +Ur1jf7q3QtgVLLA4AO6xPMQ7iNdZyqT+J2+HTRz9Jduhk01tkif4SX2H6ToP +4sAPslggTQbNToYMGYImQKXlhNBLliL3RSGW0MBsdFCGo2zZlBFI0lhQkbal +HEVxCo7RrhCCpWc5paB6YgOhDhr4pnW/pgdhwUaXDi99bIVAVcJ69A/i5s1W +wyE8NOokPywC+rhx42AE9X+VAR0JvajGg7qvAvQb6PW5iJ+GdstCwioFugqR +q5dxDJXhQBUXq+RaaUfNPEaVu2eIg3REiZSXOeKzosG/yU/h1BfT6f0Gmyce +KII4aiNRPJUFcfKCgE1PneoZlHIbMMRzYT0Zkr9mYSnEVa9ThrhF8qVImeSK +VIi0R/LbZtAdIO/R6zxIr84Qf6ZSGjn9y3cEyfipvVMzBJ0+WARd1BRHWckq +6ILcxy5kFnRzcTqRlJOTc8VMC7piye3OExHLbjxjBkP3g3SvJZYqt5o0Np6p +13OMLeS1C8UgGoglW5HzG1XCdbo5fPBFPlQEXQRAo16w04BLoYsCDRSSZkA3 +F2FTlwibxZOzCmMatCrHgkFreSIXivTMWWgVwqW0151NdyC8KG7yQfROLFzv +6urh6zl3tyjROaLiR1nAkgQCX3u6oKpNhlHyIBUZ257SpsqiY5x2XgpY1euU +KYJlBF4todqc/apsG5YQKJ115+g1G/MlBhNgkQblVuCoUOOSE9krcpAftmHa +8L2YoOfAu9fV1VVWagYR4bCxFYA1F8nSSHv/tmwSt5YBWVWnjyFrOf5UihJD +tkiwCxYeBdl5DK5VLAkwrXXi15zJoXIoF4CoyCt+JAtWUjkBzlos3AylHyol +irKghhOpnARXJEfAKIDQkhPycC0rwrRhZa0UqKqNKQPVMg2roj9cyaJCThvB +b5vPaOgmIy6TWJRjTTXm9puoPF34xzZQg+wb65FwBQvoe9kiy9Dt4RCCcLB0 +6dIT8zC1yhgRbV2zoBymKsKKYVrhdOPCQhVi2Mf4bQv4jtUc0qkXqt8ubr2M +4FVSnuH7aBamZCzE/o+FhWpUPVJXBaEqtYD9Aw884ItLIFtk7dq1wZDYntIr +zD680dG2fKYJWEo40bFOpbRVOdi4qpvaJJa0JQ1aF6YW69y0POAdwUF24qL0 +FZm5j2UBu0cEGOQmeCIuueSS5LzzzkuefPJJrj+DaKVrrrnG92fxkT1+NXNe +SVmlHMf5S4GoYpAYiEVutQicj9C9FUKVdN5cTHdYDt5V4uDlJyvibmXPPp4F +ojjJGChF1WXA9BK7+RoDRTX7KSWDykN2GN2r2BoDRaVQSEPLJXode6+g8nxh +C8foUV6zFemqP+kFUMoqt2zZWA4UVWSDbRuWOqlkPy7Hb4kySuSRhoHLeKWs +Y6uThALM4ZWSYuUlKaJPZIFCsiGURRTAwV+kv8Hue/rpIbZA1HHODiqrueIY +aynwVD9HBl6Fj4mBB+ZTIq0I8JZroHi3fcaXGrXoD+rrStI3f1oEvBNPPNFX +DtLAs8NXGHhl1VIcBy0F3uIpeeBZNjxVBpKbzlRIJR/ht62kO6Cu5Vz6s5gz +somkIn/yZ0XAg48HqfyrV69m4EHko4QKA3hFRUxCIqhyfRjA6zJy+CqcOVxD +t0j8iPEV0nJulQYKgkznK68lVLWYUSKm1fLExp/bwAuBuZCT9957b4SqDYJZ +wp2GrwwlrnOxhjfTC4vKjIRQBBOEHPWnqiGUUj6VzjCC7q0QNKRV2Bpef5YH +Ulzu7GmrSD18smj9tbe3k8+xonoBA6+oBAh4KcW3FwFv46o88CoSDKTXaLmA +IQ261qr1h1YkW+Yq4HknYTCTc80C79QoTgv8RRZ4OrnmlFNOweGmg+823+ab +HLkIV8Aa3W+//dpRqNetTfdf3182F0vO4C2r3uG4cil4VY/mUtqoAv65vGWF +qCJ9kdbFO0ZR1trSDkiVIoJETYy9URWJfv+ZBW/wibf52nOf//znfSI5NLJO +t227u7spkQBKBcoMpusAMByLimzEkImBZXBUTeoYjhWx+Eca28OSbqSJ0Dr+ +Hy7BJzi11VodG0o/JSoYsCJL76ksMEn9RfMQQOvVV1/lJCg0Acpn6XNKZ85H +HVdTIM0lEGzT3eHCESikVTmOAQc+Eov8WZKNBTgOsYZFxfIoR0vLULquMI0u +yEK/ykKPyCSaYGBnr1q1itk00ugoD9WAXs5hHNdQqAZYAr0mNSWRY9ZYAYmK +XWdDU4Vc8yEDdFzNFISuK+sIEx8wJzFUpLU9XQQ6dLJB7lOixMPHHnuMu9sY +oCsqD7FociHoBvIq2pLfuhXx5GJaLpdwpIuHgJEzMbwTd1p6BWJFxhXIaXIV +qWS/zoJRZz1//OOBGZ6TB5lZsGEcSxYSUmGATKWbM8gsm5QqksZujgqJRnpf +CMg4YWx9kQs2WAg4aLQires3NsiavrQp5ECYnZHJgB54ZzHobqXHW8V+pksi +UjHomiFVUW/UuaMFDKpkGfvcFHO3ZJgDDXBxKhbY6PKM/3SJ+E+lemd5YtV/ +ZcFFyYpUbAzHoEGDkKBY+0IeXEXFDqJQVQouaQOVp2vKNM8O4AqZREqkC7g4 +zRDjsRyiPsOtR+q/VCQ6PVMELl0RfZdddvGRLQa4isoRrJhfDS7pfxSOaROl +8Keq5cURCt4G6sUP6XuhRA+pIy7g4owz7y2amVldkucs5ajKU4mezYKLdvHT +Tz+N9jFgBdYmtPyVXRKFI5FIBpgWZXIxOiYLmFQlH46eqRA0LDCxZJjzVkbx +y5d87uHmCHbej1jUn8uCScxzt9EjphtK6kyJlbdAMoBAIt7xcMwZI1NVhao4 +rKtCgJB606HDWVtMMVkXyAHuBBXbsOE7fCFDwi+stF/HK1uRevMCrEje+W0W +YgfEuYIx/v3vf/fFctBhFY6wT+Sh2WXY68DkIqMqhab0nwnHzHGywFRAMoea +WnIE5I0oR+zPb+CGUFh6YK/Tpvngad7h2L1uPv/Bd0hA4WrTB+ktfe4OTvSt +SNj5XRasZJSZMGFCpvJ/PTnwwAM5omNkHsSrVub38Hpxt/QrA7Gk14ajc5KA +WBWF4jhrS+7AdREVUmaYK5xRevrqLgiQq7v8+nJImemox6TXAJyxf8W5ia86 +0DuCtsI3UgzX9QhvOoefLKlt3VQlTq3wN1mkoyiOqmSf32dRQSXa//rXv3oL +NaqAwrZ15513IrCVRM+NKmZ0mwhpRDXtuOOOvvs04nBQ1RVmHfSFgblx+vTp +FgZ9D7eMHWuxROGVYlBqzpG2JxhUPJsTFCxRSEWUSJlbxiDoZ4wN349iw1Vs +vWCGeTskR9P/Oc9vEtaBKpKHns9iZki8EZsBSrX4lAf7Druo+4AeHei99oUv +fIGLCyCqH8792H7Vm81RicVhsx4fiegq2Iycthkw1J7WyafkydhsseYUY6ih +m6SAITDQVRUpztupELykxG3fkSOVjLppS8Rt09TJtJQ7hM06P5s39IcsQkjK +gE2KOrB7wDn+gvQJ6OmICkSMJSgbolGwF2ChQxtktDeECZ72FKItIANDZTgq +j4W5hmVk6lu9w4J0HoE1JdW1Kt7OJQcxW1jiC+Q5qZHadyxwbmNRlu3y4tyh +/85CP4jEg5zGs8bnDqHkCdoGwoP9yiuv+G0CqMMGddNNN/nintgOF154YY0a +Tdx6660sTj/wwAOkJKLhMRxM+Ov/5BGxbF6e5aj1LKHTgoigIDR1xECe5aii +UZxhWCE2ZrHRFhKBbt01Hg5Itzio37zz3kly0064+eadw+lbd8Vw3Hc9VQhF +kMX1xFS+Luf1KvS+YCOm7oEOJ4lDAgcOoYg0Cp3MmDGjVo9IAAIJCWPGjCEk +IM4Q3GTdunUWEtavzHMNRSxKkSDdPvJcQ3lQOGEWdo6soAo7ZRRUpSrtl/Ud +GM2sWUilFGEMT3cq2/l8BxF17W3mdF+VKfTHIihjWb/66qv+L5K/0LOLOqwR +iUfUESA8NTSzTMiJSvcemQcxtKvgp1M+P9EAi0Hc0H0zYABnqCkXC2d3Vwiu +w/nhXFER0EWS0ezZ4NgiEkOY3bSpdi7fwQYw5Y7emaCrUnn+lIUuUSo0MfvA +B0KENCn5sCuCn2rokkcLIg5BF+5oKq3loeuZNdf4mmXYB1WISyl0JcIHViNe +u8rDIrUgymVWqVfJVd+glmGdzpkDkUMGFizz0jYbT4nNjr/ITyH5FIIImvq5 +w00F3/Xk3rvuTO696crk3hu+XdvRf7tzd9zC1w2I1y1T+7jAzlZH03ru6UCY +QZAS+bAJM6A2Wcyg1jPtDwMzC94yVAqJipAsDQMzkskLAxVjRpnbuD5KhSwq +xSu51JTCzG60cIAFnMNv3vW9Bud21pZkbBVHdM7OIQmNW8kPu19Ut+B0qAQ+ +1F9ILzA/EfChBp99Nhfa9N+QdPCCzs5OBr6uO2sAHwAsSUwvBT5VOAwlkiy/ +zxn0GpCKEllzGD/8M/RwkCP4CADwjg7eGbA7B/iLzgUqhxc4UruTpk/A7saN +wWD39hBB1B+yPHhqkkjQM4ohIQzmkUceYWWDKomhTx5dhwDfG2+8sQgREApC +xJmi/nN6gYi6NNgocCExFnKyZjOQGZyDEQ2L2QF2b37DaRobwCuuVNiA+QLL +3d0kRsbugKGZM2s764lEM8eZrcJGwzcHgiYGyceJLW3xtCM93iUAhWzVqlWE +k913392/Bs5Rwsntt9/O+DRwAit7CI0UnKhqIxZO+hHEpHpJimcolxTTGSV0 +Dia0gLcA2NiLoPpu5+/OLzlFowVwhSir0IKHYXdt3ixl6vGQiHveJHgJXuDQ +d0YOLSjvCh3XHW5Y+K4nF3z1K8kFXzozueDs09zs8e3OnfPp5IKvnOev2D5e +p7sG3xGe7HC/TxaRQaMbyL3qoTpDSEIKNhgGWPrXvva15LDDDvP6Bq559NFH +SYE76KCD/Kmnn36aMYrob5DGAoxCxgoRwyKCqmjhtjKMSq1wkEy+XUVxUyrz +mDGJ05H84WaH73qy1549yV67bU72GoJiWfhuhr9335LstUd3OPbswVl/vWSM +5WsQNKKEFTE/dWoO804sk87am8MgHVPYSa9iOK83bAiii384B3OolGFODlJ5 +TQ8TrPBkDAJPBykImlIOzUQ9QSlPPvlkRJPXto0bHY3GaZq0U0877TSPV4d+ +zhmGAQw1EJyaEtQTj1euWgIKmGVjCjHFeK1LYLz266k1QUj9+98xF394MoVz +Il9rJB2nkQSaCkgrJIEGYNs5JO1Og8ClYHdOg9lZU1cQXUc1pQiulIqRjGL2 +6KocKZ84SSowxCnQaawWJ5ix+VmVDhhqY63pxUVYIyGbg9LusssunFuBvAAo +/Axjdw6Nh4G9o446irHneCOHURjYgwtgeob3qYSTUuxR6w5tr1c0muz1eew1 +k01TYxs3gAEgSvV6PkZjEesBVyosQtQD03QSBpdMw0OA7I4O2WpgsLjOEWOp +0bkvPZxSlEMm1g8IadhZQD3EmrCzzOIaOaTRpkfhWSS3OKRxggYQCNsZ2OZv +f/tbbxQg4gZbGJAGe1lHRwdR2MVuD+22227wuwQTWRpvEB5DBpbAXrl4JdvX +wBvlKmt/p5J3ivHWP9k0kTWGcADfMyMuIXrAOtTTI+x5pIXKzs4hmg8CRY4a +DqfxAQM4N22abEhsn1gKQOoOcoka8JboUCaXJ0CO2Bh3OGjE71NOSU496aTk +1OOPT0499tjk1KOPdrTj1JEj3fWnOm2Krt/efwczJUFlYBG+X3jhheTSSy/1 +f+0QZ4uWrsDpIYccArsn2X+Q+wh7NkymbnwGWiGKZpmkMkmWohUUaF7GP6v0 +CUIrjBDY4e5wE8V3PZk1Zkky68/TcDjJwH33I6UL+MXVEOhBJAN+JSGXY6TI +WemQlkIuWIFDLlfb8AkYq7xFY2dNlaO9SKrt/TbegTjErIwKs+Wvf/1rHG6P +4buZ/OY3v/F7C+4c+GdQYaxZhDRUI0HPXUFaf9+ynbqNwZoHdzqyFJAkBIEW +lo/XX39d/DqMNRJPpr4pkFfRPBbWJOxkS96FrFRwtgQpBWI4SarQtECiHNyn +jR2bTBg9WvL4lMtziKaHOOcgw2kJQCj2pKabMJYDb45LStmz53jE3ckmhy1g +Yv+Ij2uvvda3wEFZkTb/XU9++ctf+qbliOmr23ho+KbVSLWG+dNxMxKAUQQI +ZZjC08M3/GrE8AwcEBynT6hZEn8pDihCq8Dx/CV6AinGWOfYFA5m79W4ABEF +fLG+Hew4wwq4ADwd/0/hAs9Zt04yEKE4QoR01/HeAM6j7UnqOXm9DNsTmxkj +AgZnho5MmyZOPCCCDKt3jJOI3eG2Cb7rvoP43/72t+SZZ55xfwFVDY8qgHxT +EKosREElQVd6bI6f/OQnO8YBQK6E4wfSCfYJnD3uUgkQ4BJr4LRZhqVKM0gB +BQM/lJOqXQgqheJ8ggbwhfUMWkIQ6ehgFGFZA0VABYiqEwtS2yCFoka4PqAI +j+akM7E91Szj00ge/3/qdQMcgqnBqDJ1KsuBPY7F/Ofdd+NwL8Z3PfnPH/7Q +SwruqG3nv0P1ktRajucQmgEkbhN3HQr8QAVkl2lGEQAeQejw19l5LEEczPoJ +lFGpFEtwNmbvVVLuhTR2LRVDoJo5Ew5PQREgRCYRhyLOwcBax3knOzGKsOuA +aUC3p+fj+lJgrsAsJRVVfqYHpZeOe8lwjdw4CXJiwCaLMpYMekvpgo/u4ot9 +a3gOmoTFFyIAFKqvfvWrPlVX5ADGA0XIa46iFPtSPCDmISR9yL0qhuHf9arE +0iY8uCkzHgzTFEvaIBKQKxzeUnjAM3BtTw8XPsAr8Hj36JRBKlymylU8ToMC +CcSv2Iu40mHwPTQoLYtEEkvlxZG7gGxp4MNCBaIEqKgKoeLJJ59kbxwiDB26 +LFRQ0seM8QJO5X4oRQU8vyFBRLQrVfzqkiwqQPyjophDhTJHiSttEzvfcqgI +Rj+OyisyQuF2h90RPPiHs1uC1ocb1HA9KAwUdwfyGAzJkcKgakIRBUKpsj32 +2APCcERFm6+6ABELlqaf/vSnXhAfP3686KuMDRK1Zr8h4pJytdUNbHBAtPdI +ZzaV0uiu0GsQ4ALEATKNDYCMJh6xwXY+5QplbGDN4npgo7ubo3MwZCxxTaBw +aQjzUynxbEvIG3zSGwPnIHtExkZUE2oQSc91w8SATUEbAALvvHnzYqhz0+df +LY0axOOPPw6huZZFSUMkr0wOinIvl2IFRpMs21BVsq7JUgaQJGDFCbaMFVBo +YJKWo8MKq0XKhZrCCp4BKtLdzf5Zy36uLEGS/Huf3iPgZWrjDs8uFWXi8LGv +VG13Wo4StHvWjTLJqPIA0ywCaRDau3z58lipOGJuW8YcHTDHw8SHvdfT00Px +6qByeCL+EqvsXTRlKj9aEJ1RijkEFWYZjRLpbtRLlzAH5t7ZGTHXL4howJwA +Kdydc81GrOF+rI7ubrbhA+ExLDtn+XGUTRJn79IDIhNPlON5L5EcT0Kie8KH +NNag5iDYBo+i+FKYAFCLlEmeOzds2DDvDsEVwzTmAgWMGOPL3/Wud3khGlSR +4utQyiMVtJBGHdX01YxJhTmVog4RAiFtRxiTEnNu05AiquOgsnny5KjxRHoV +quaJViM+2hr7R8mcYxnBnSYqiaX8Vs0O41Yfnt3qYmwKeb0ePyQFOzXdqyZ4 +XpC/+vtUcEAdkIbaCV0S6gpUfZxH4Ua3/VK4avMJkvvvv7+vmI2wQpRudJyK +lFIEgKL44Isvvsgx/H/4wx/SMVVptJFopxX+bIhpEdqQ3BYSJQVtypH+vTho +mBrHjx4tizxIUv/b8OSeS4+27DLYG9hsDsaS4xYS5RuBh+GOoA0Pz24gJTr+ +b9lAzeS5554jW0Hyl7/8xdtJL4rPhKuBsnsfeughsptBaKas3ssvvzyzneCz +gKuKoefOAV2IfUCYJ20xqK+oAw1aSuGCMNYi0fDwww/HeYlFvINmSeJfhrsp +xaYUYwsl0cuqP/Y9vqMececRgfWQtkHzUpnkCPbE0TiwE913PYQuLXC4Wr+m +dgG9GMS0yK5Diq9/8XV612mxx+1XRqo28WJwbkV8XJDa5kUFbChCLMqcO2Re +FEeDCEUYP3tUVDBQBoQ6tGQJJDgjFUQnZRc0Fz7RwYMHs0kIQRcIxIBfuT1e +jSWE7Y1YJjgzUehPAn0Zrdqj2DnJsiqUonX2uDxalfld0LptFq1p+1GDbn7w +iNLC3IxW8EUgSNvGlYlIkmuu4pmmTESMUa1pR0H2KMGoX41+d7z00ktMVn/3 +u9/5cCc8mQyTsZi9v4s8iyuV/Ea1u2GaRYovSrDus88+yZe//GXEjFHuQ5cS +xEMDIlY4ETWJ6lYHHXQQ72WkSiB6AEHF5GQBt73ssst8DQDYotwjg8ksjXnJ +YIXBz7L3WZjniBe4GbLBIsrOeBffwbnaWdMCMP/gEfsbWP4avYRczE76sYzk +kuFyWXbzKhPTcJKbcCfZ7zduPJaxvE0cITgl5AzavM888wwMHIRhVCrOYlgH +rtXjtyPYRLzjDm3o+hcw04c0ey5dADYNYcjt43hHmw8Lx9pAXA9qSoKKuz18 +LCNSHM/jMoy0oS3nZThEcEmJy1pwKHXzjy/dnt/kJ28IoNZUV8VrStbFd+gO +sMhguRUZFHuTVP6ozpzAWCNGgcg0GG0Ja1ATHI09O65zdCyASxGQHzlyZDvq +JEd9kEYd8L+t7zAM6zouhayDFoBwP95///0wzNMWdZw3u0WDy67dPwFKxp57 +7snRJKDvyEaUapR30hbU1QsonKOhnVVlyFsxP096VcyAgbxffiZJbhyMA1O+ +cbA7deMg978bBrrNdf0A/7+aP8nX9fPf7twLl/KTv0XPI6uWNtNjz4WMZBUk +zflnvkWdj8NDpYlCa9apjORm3NfwQBKCYRKe4ygCYRjckPbWd7/7XRJp4Aej +0w7+deP0UUcdFXfie+JiwrLAFdjrcF4jmtdReinUfzfhTnJ5QAcZd+I/LsPd +/Gl53JHGl8IdFeqzLGODDN8xF+YlN3OBcV6CgCmAHXwJK9sdtcH+2610Jzdc +fuGFyeVf+YpTbfBdTx6/5RYee73EDPZpxmFbnAOMW/CwEB5RWPC9EZzoXEtY +cTo/dRwFNSaS2y/KzRB2hg8f7q3KiCxF/nhbRB+EHjQSVI8CSskGgli7aORh +eQr12HDOydWx+kmUwpoOdnO9LQhualRHhONIKiHySpCqlsJIGzoCpGwlzJDI +Y8m+FXvI3XzHPrQStFUuG0yjHM2c8gy5JxuaiutiFMGw3EpALgEB/X2RGx2P +uOu8ee1zjOT2iAEYbqIB2h9wszkKPTwC60K3mgg5jrsRnkE3iWUOimQWYd0k +ZDUVflFigR4BXDuxiOzMcL/itJOruM4qHEN0eUdHRwBjpNuB5WPlQ09FLB9I +/apVqz6Vx7IWlOeOtqK0Mijmkh3Yih2ZvJWFIl8LiodrFJOhKPqpg02gPfgA +oTrTsczxzNkTnAb0N6B3zIsevWPdRp+F35Fb6r7rqUJTUpuzGOX15Hg0ZoiS +4FmMZ5LjgTHIR4RnBDw67LzHxvOe8TT2rbLVNRGr715FgZXaboR8xeVBu2T0 +g9UjxIQegTqvCxcubI9Ph7pDFkAnKlHKF3Rg2Cfw0xNPPBFXAOlYWKzkTm/E +t0EIR+AnNGVkw7o1FOiZWhJG9rsOOFFiVNG6WLsmzwTWiI9R1sXv6I5et9ct +xWvoQJnBa78IYtR+huGG8IrN4dSYd5fjFUV26PTQoUMpDBrbFW0poH86kYjU +Vaikq4Pyz8wBSgwtAygusP/RYxCJTU9//PHHCYDvec97/CnHO2oppPb3NAKq +0eZohsXCAZLBMw444AAfTOhE9zMYp/cQ/qUNFeIBGZ0qFLAInYuMQkzY9nEL +3dMCdGIKiFZ1h1tp+K4n1193XXK92xPXOyi8w383k+svuii53ml+119xRXK9 +Y2DuGrfEwvVAah79/SMyADCkUhL6n3rqKfDtYWXobyZ33313ygQP5BFNBgmP +JkdO8Af4aQyEZEgGJKc7sk57GqoPyeOOk5MUh+VDeT6HHXZYCv3tbFjGTTBc +Yh+TdfJzeZxrMXzWWNahIvMeFYrYGxifaVX0kcoZbwfjX6c7KErNPX27Esvi +1xmTlASBJY+8cB0UAXEqpvFHDliIUs02cTz77LORRjS9ThTN/P5w8hFHcSKg +jM4//PDDAbvbei2M8hGxCamYAORt91ZaGJDt4p6NxdRyDjocEMbmz5+v6uAw +LrVYTmy6wUWScrjk1HxfkiBDjOdJTzEDl1B779gTB2Duvt25251Ac+tuSXLL +rrCC3+JTbW/bna/rR9c9f5GBc7Z6wD4RC78P1DjPGB6/xTgfFNc9hC9oL7R7 +IR5D6oa5cWg5vmG4JAThuOqqq2qUPRvL2fsDNBqdg0ikhsEY5z/ykY9EGXCA +p+W0leFNAMJjFJunyuDP+L/T2kmBJm4MKyZ+uuWWW1RYzj1xIClRO+XBbnCg +YTGKrR4Fy1hdUyj+O92hjIzbaQU3rtDd+I6UWTL64Fg9g8gc84b/g1FGdWsA +d1j/9TYF/0VRSuTaEYfNoG2veJryTyLVDBjr5+NC9e6dG2ubIOANDOTWW29l +ARkmRVyDvee2Y0Bifx9ApUt1QTxHwI6Tt7z9shYSYTL4A5UFqrHiDPxJe7pM +kGKDjYfF+Mv17qgH61WsIHgv3/Ea3UHmw9mzY1ZTtEKFSC7VR/3f6A4oRTHr +lfEHMhuZ+LcZf+TkwvbCNhP8tfktCJPeDKdwI24AMtWmTZv6exdPyEHp0QXz +itEL/ZVO77TTTv0jbhDFQ6exacmYRcQXUaTuLSQAE4Zhcnant42nMQ54E2DN +dljVLiOYmrH6Mtg96aSTvLUFfxnYzcrDmVzAiNmagdoYspnmpBO4z4GgdhTd +ARoZU8gZUdh4sUmFdG3/il4MoWlB2nIS9eDvMGopjgWMCKInwqp3iFsTHu64 +mcpx1/SmI70HJR05hFwRhcSB2rLbxMeBadP5O+64gyQeyFEQjHHa6UYHpTED +eWhdnIlg5l7CjJZqjbDGPGbIll3Y4CmuX8HMaLoDpC5Wjmc4Y0tFVV6avZ9f +dgfcINFxfSlj5h0RFljv2HggnE5CHdx35GDda+Q4KdGdvc7JyfXkIic9Q2qE +WEMqC7JpYQ5OEjIX9/fX0P2oDgC2h5RBONZxDgj+85//HDF1QXwzPAaQ41Et +8uWXX/Y9EvvnMba0o4DT1b0cUIIxEDerEmBXGP19fMcYvTNguevoEDIJa2x3 +tp/8efodcfcN1IQ1Ngq7nDFGMYagd/CGwZsJr+ZbbyH/d/LkyZGErookuRRt +wWqPPqtAykClTSK4Ow6Nt0PsbsQGBTjOYSHAFREnVNEQAQ2kJgfzU9M3a9cf +eNBJTIVlOH7YjghFGbEu+pXo69AZQlGCcJTGMeWNSZmeVGRlCY4hCVrFMUMX +XIXjsXQHZMboXklRv1hVRjrdSyGzbiouLHdAE4mizBWM4w/ZOBsaH0QaXM0r +JwEwMMSSIkLGHeAQiX6wWaBaABxeTtM4OI0qELlIORlVEFX0x6GHUYX0QEIV +gQ+L0W11PCdWbwobHKaKMJYcqrKCpwq7RIAJMSZJyWJUFZV9DS0vFKrG6e0Y +GRVvR8g+keRK59kv0R1AYqxWM8i448reoarpg7Q1Vbzyyivdo66++mp3C2w4 +0KthcnXyBRFGGGFmBtEttnDgApikGshmDUEvvUdVP1+PXY8IjjXQZ1gcsLuA +Qrof2fWLg90tLCqFwra87JkOZJkxdqyBRS78XVTlPdYQFixOKMMJ4BRX/fZ8 +RyqzCdpGlnFGtn4VY5G61IKVRIDWSEwowKyO8cbheBlny0IFAWHcbrvtGJaQ +9AkXh2u0Nr2vVRls0cTQkfIlS5a437rF4eE/d911l3sk6m+ljT7kcQdLII9r +LRpsurq66vFVCIEmZREHvFLZzVlP9egs6zayZOLEMhSXNUTYuLp2P98xke7A +ZEOZYkEY9HbwUqf/iGafCgHMSjpwcEep9eoMitv9eEltht+TOsIDpIQrRAkQ +YEmdh+qh8e2EURY+wdm08OmkEdq6x8VLvv71r6dud4SBo6HJyk46Iwwx5KZF +cRH6DfXxuNadRxhHCy8cX8j4Nk2eXIakoqYgeEr3FoWkN+kOiJ1ZjU5p5NLn +4iy6AxpjVrgBWkMgd+3aQiTRgTRzB5VCJFF2rJb0nRhIJjRtWjv//PPpNPYG +nXYkOYWxEGpEmYL0TpjMyJq2Y3wKqnPSUxw5J/M75C/ykeBwa8RCXFYqVbGb +E0aP5gmekEdcUSucBUFCEcRNpjuwJ7LyB9CyIttY4/N6PwbJyCS512UQF7Jl +SJzcJnIopF9EOY6IKOsdGmGOTBFmVGAQDDJ0OgPqiDCq5QAfU/RgMMKOOuoo +n1GlF4leDU888QTZxckEg+Oaa67J4qotL12m+d2sIOtk0BXYCPV+UlnxY0Kp +pRSm3iK4K23AompS8/hzdAeeH0Om+Y5Fi1hguZ4xRY2vQM8AnYCj3m0pxlAT +1kw+DYMJcqIpUBIkVQP52muvJXJIqeLAFXyNGlfYjrNDdfTY6KTpQzs1IUAd +REKYjlI57rjjsgirp7pjlrGxZaHJRQHmQsszEVKIg62YVfs+X9xBrwRxCB3m +BA/YqdE5JwVGP0t3KF3R0u5vZMwdGO9A7i2VSq33HXOQbzRI4YolwQW6AGl5 +hBYE3NKjQ3tMLuYMo1Ys85OSGUnsHxxfmXV9oN4LYRH6PZ0/5JBDDCyKmClY +NHpbbp4irsE8FiNOGIvE4tYsVFjspFeCYkR/gWU/kSIUXIULeIcHSd+Bd8Yd ++13GIuUFg51ly3T3AYvZjeHEmUAga6GgGVLfBwwYwAsEBJhiP6L4SSljMAFE +syiPBMobVVwaFEcCIzq9znE2MnpiOdLp4cOHGwi0pMmKrolSrIG2SFG/yw0r +FQKn0SsrTGZSfIYrCcKfFVhqWkaJARM3MwIPUhigvPUKtkY13SghBDDuHyGN +dF2yaEQieUocI3wOlLNQi9bml19+mfBBPbxxOHwRPiDi0+ldd93V48O/jHI4 +csLiPBUsWU9V9kijoagXK56xZaNCw3TGfFTAtB0MXCnuI8lwPZ3usDQASByh +NnCoq5pSvGF3JDnLoaACA9BwCQMUcYw4c8TAwJwc8rxj6eA2bzHRmhlCiJ1u +PtDAgEMOYQBqhbpDYyBAcsX0UfkdYXSmXeEmQTar44Pw99RTT7kf5o43esPF +XsGb546q/YAvnhlfOXHMmGTtm2+mALvO/T3JnQ9X0B2nGXfQjkBNgQUO4KPd +FbcFz72b1sERuOAU0GVef/31qp2AQgHQmoJUjO+Gr/aAsh6ITHUiRCgsFQsI +t7HLhQ5EcburyLyJmi0K5tZmcCJJHhVdbxmoMLhLtxvUaAsVqyYZXThjP9k1 +MzUqZsVX4jHzHQIdMBkVeDyQiiu24Ts+Fe+AaIkrNCqg1nW88Ya/4nZGxbE2 +2AOVi+WC08Ibju9///tsJ0btATrfaDQsKu/IWJaq1FONUxiQFX28SdXCGh8D +FVVLyNSYffn02g+YTsyht4EWZY1BsKVGzcRfzOXYwYSzQpnyOt/BRKV34IMG +qCm/Y+M16qaA6EwN2qVLl7KogyxMOu+EXQOGStSp03dFk3kNQ6yHFAznxirp +q+crGM7VtDal3TWY5UWqw20FgDSLO4ZkjTABD8GREQ4wG8IvHpUvuP1qVkZO +IPzxn6avp0ogAuFFEQsKmoCnQ4PWgdrUBU444QQRQu6nGSghpF5CcnVcmgZt +1wSd09qQzuw41i8X6M6nFyqBghYd6Pm4oNVLzxkVwc+LE5pc5Hh35UCLlDfM +E6kQSI1APdoS0H4ygggl/NCHDhGj5513HilrMDVn1QGiBVRdFcdDDz1EwEYg +KZ2+5JJLBNjfpzmJhCG0IJToSdMCldhGNm4Am9gOA3v6BAH25vUC7C69w2MN +CgKi1weiE4wwaTptsAWiQHJ3DtgIzqDck7hvy4AdiqUP9D8hYAGBDFjTyGCC +hR34Qmowih7AvwUXzfLlyynIF7HxSqInHFEhPzqQ/EI4QhtbOu9UNzI/wXql +zU+ON9cMRFHBviqirVriEaLGIg59ypQ0oohooz1DT48gaiG90IoyUJYNbiCn +NLCUPzTq0fcyoqihIext0GKcwMxKj4EgsrkiigQmfPTXgWkeyZ/kUoHBCjoU +HDQI5XBqbozbaKbYI0y+SBAlmFOwPI4Y+8N8AcUylfIEQwfHC8FzRr+9973v +FXs8o0ksT0K8rLa2qjQcoQnl29LXNcSGgWcumvhDRtMieiH0p6w6C/0pJiKN +LNl3/r7IWe9jNB0T4YCIAqpoHrlrrObOBlVsOewTkBkH4uD6HehVUpj34CpG +JgMqISIODhVdEIE9cuRIXxURKaDuDeG2hgc27IaIDli9enUw54e0Ykr8xgF+ +7tQwilfHvtXBe+6FwT7qbkUtM00S8FLH7sjFAkxrncFt+5qBUiUuMUor2p0S +ShdNyF7XCMuBSOSyTkHpEnohFNmsTUORviN5YIZ5HzpcNK3czyglYUnL2CIs +hXCu/p4KIoaNiBFAgxg7OEQgVCKO1W3GgRF62LIIQoHfGtZ2x61SRgnk/qH9 +Rshz6ZdSwWjfIZgVCwimpeOOO47JAbQ3KpwxMN4PQqzvRwenb33rW/5erCqQ +E3o/wlBiArJFS1U31noZ01N5kuSD3zA5K+Q1gjGfMLpqrmB0Kb1QRTJb8Vdc +swyYC6F+ZqTCDxijtMCQswNaCjtdRGcw5bX7xh1khke4OBRqMDgn58XQlHYf +MQQmBxUNNBIOR7Q/QwUgqo0M2kr5Se0KP9CdcQVFc6LTdcRNrS1eB0Px/FBK +xtpZlqQXTPVpPKjqc8x2cl7pRvBKEx7WLRE8LNPwLQkvOFw/PIsvZVX8IeMh +VlIigoO4DsALBAlrEKUmHLz3iD/DZo7sdMQoYosgZtFpxtS3BSp19G1wGA0w +AjsvMELBedhJMTyVdwxqNyFWGVrMtgzpH9CElJhXypZUfbkUg09d10yzJRyb +1tYE3CvoTizbrKtDmYg+StcpUSMlQkSZ8MEsuIlVwzYB7zACrSG3IR2S2D+k +jGuuucab4rAN4KSnbn8IkYIrH3kXMEdATne8Yqd4Kzz5CNSCRAHJA/08BuRh +qiQyhukMw9qjCsUxTAMnTsOUDN109HQrmK6kO7EEs0oImEUg/KHSEV1XEo39 +UBam1FYEpiGsT5BvBydKfprjZAU4EGCdduD6P3lwoKNZFhyhMlR6M6tKbSQR ++v0XNTDezJqoLhj/AENiNd1U4d0+hK6zDBAqrvlHWUhQeD9WBvSq559/vkZV +prFjcQ7h+0fmYWCJChZBU3XRGAbYLFmCRjZbHEs6BAZrNJazjmLlrz9IAzgb +AKziax7JwoAymOBZQJAhipW/L54D00daMM4dkYeBYq7cvcBw5emqewyDEAJU +TmpWzK4JINbFO6eicm1gzabh6AM8OsPdoGKnf1wECGyHWH+V61iDw8YGCqGM +ZRoQVGpQA8KiD6peFwMiSPRpQEzL9GBeu8gABJRy6HtIfh+s3xDVMXL/V4Wx +PpYFhHRP/iE9YuGE/Gq3vEWqshVXBfWJwR3quqY4iujYuCo7wZSjEGvcyZeD +DTRyvdiKQM7HezFLi8xbe1pVg+JZ5tJummLpo6N7sznLVPhdiYNsX7quIhDy +J72YqiLhpVtXVUjiqeYyVJppy5sn4+MCL89Mta4XRUkw9jB9nRUtGEHy0+xU +gyrZz6uSUGsRqgWtBrkkqIGA6l8xWb/2qTxY1i3Jg8VwPOjyQQyWIEWWb+TF +U0ywcK4lxKWsKQxiVdQKuCiv5dlWFpufZcFCEj6cmlAiUIKHJHyIVNCsYFE5 +JQ8Si8hXOIpZbc2lGzaVNSoey2eaIOHSEUpRsgR5ipmvimd7MgsSqqoLERCr +or29nQO3wffRWABXnJQHifQ6FZAEf20aJMppe6QeZhWdWL3ABIkUSC/3s3Cr +m4pIsV9kQRK6RA32IEFBANK/+/fv763U2ECIW0fIM8QjxLfDSYu8eCcmkEoO +RQbqJx4mJWUeoFEpXsLQs4z+qkcJQy94oTN7kY0sYi5dL1KXCNYCSa4WWxHb +ypWXKyK5fmlDsukLugKCMK5ABUFEFpF7GPmxF5NESjIgRQNuE4AQxhmkchsg +XNrZOzKl2m4yCMM0MnrLhDwIN0vjXwuE3IUO1sesbA7URb7LzbECtU/vT0gr +0Xr5VBaE1HsOtijYp1C1h7P90tCj5HqIq7vuuqvXXDZs2HBCHnCrDLZnmdaD +sOzv4hYboLnZnavNEDi63gjqVgZYA+kZVuKsEsXeod9lOUcjff+VDay619uQ +OBBWUx5SVNEQ8izUZfQl9WBqT1lrqANDaCNe7PJUXQoYTJhKUYC5Xl8olh7v +tYQisjVVhV1ShmpVrNCvsyCjhYl4OViO0Y6ZmI4GGVFdGD9jvoAqcmYZGptl +VG229BlmkHUZNTUsqrZMzAsWyLYrWz1KMRhE14E0ZKmf8nIWdkmF+TiGxZWC +DEIYjF+IjzdAptgog6zCIcnm02lGz/gZhoNz1fxSkHEx94rgQm4Aavkqldz6 +X0UgQxxNrKhngow40ogRI6gPVXCQtqeNewbvrHANjtBDt5J7siBbJ7UeLZDt +qJ9XYulmaUX5OAYaq/HZIpAh3gNOiiqQgeZRjxMDZIpX8iqrcNON0EMvoWWs +JG4SdmGBjMm60mZSoXeRR3OieIUH77kikCGYFBY9ZNuWgQyW1A1xl3uQeS75 +IL1ecUkGWYUbjEGWM3fWtblTVllwRvu7LFmX6tmbkpeiUaw7KxNhLhjGSXK/ +y4KMOCZKosEngqAWi2PSMkaPMXg3EyL/aZBZHLPCz8QuiLJI2lTPyQl8rwWy +d+rnZTUmcOpgT5ZzSrH8vQ2ehif1cBchKtrRMEv6Ighhr0LlLoAQ9kgWQhUe +IIZQzmBa1wZTgdBSKWVjQWhXxpahQAUMpBeQcsU+n4XQrnFH6QAD2EqRXfrE +E094YRTRlA5MqS7IcITiL5FOGUSKIbaVkSrlumEQ5eypUWTLkqqVc0tBxBqP +0h2HaBBFqv3fWXCQPgBDC/yM+IvORfU65e2Kqycus/CNQngAD7xbmzdvFsXn +IRqV4n+8iCocMQyhnKG1ru0zAqG1ItRaEGLtGpCIAuc7tXQXFZ8XiiAEFxU8 +qPiLFAPofej/oMudawhR1QxACNdBw3nggQdOzkNomcHuKnwz7JwDzlOW2jQh +YghtFOnCghAJVYjJQO0Hd7gdgO968vKf/5y8/KtfJS8/8URtJ//tzj37bPLy +Sy/5K/rF69YpDSwnhxIkUagFawV/UVoLEifGjh3rC0MhrRqhc0S14ChEFj20 +cLF0MejQ0cykUBnQqXLnDDqr6pKYdQR0PSLLloGuz53adeQZthqcmT09PRfk +Z6k4FROZTkO3U04bnmVRbaLsLBdI1p2lDr/NWbb58CKiuQgtAg2eNWvWV/Oz +VVynrYxgKM8Mz7aoXE92tkve+mfOtq5nG8NeGp4nI7gKXU2dJHdefuYWM7EI +gXLZfITuLSqHk535ConLLZs54vpgM3SH26f4rieHf/SjyeGHHJIc/qEPOeKA +73r4G+fdFdvF62YqIbMQQirekvMmIQejTADKGX+ZwfMjmuKiifZm78hMW/l6 +GDxFtWfmZTSzNdKrxQLPMI2q6LJNmVaifPxXe9pNT/8QLweahvAgtHuneJwP +fvCDyT333OOjRM7JT1+xCdkXU/PTUv4fnn5RWZasYrphVen030PPU7Ej2zBj +Fo/1K0VYByMlMwTpAahehCrbO+20U1wJoSsBAmvQKqu7u1vKKTI0FOVnaMzp +MGYpbh+GRlHlkyw0tgjDtaAxPOJUmaST6OesvVoEAaTgg/YlSogC10U9U0Cn +Xq/TdkBC1ZVXXukTqj6Xh4DFFeZNyFMB5eX5F7q3qGpIjiuM5Xt/ZECA23sr +ilQ4cyT6UTUlMmoiFwHpeQhPJNwjnA1QQtKYkynOyM/c4hDYyFmNTDlzeOZl +xTQ07hdLuVRr5quzsyRFBT4oBOkNHDiQ6RoyDCAaIqHr0/npKLLfzks565ms +p7wrPJ2yshN6OuhL1ZfpUNQbgrEQXooiUzpuEFkQixcvVg7Zh2lIikwzdhbO +NaQQ8XTwdIqKMWSns7qrb9PZM74ARie4v3bbbTdebwgHBDdCQrcTRU/Ozwj9 +WrMzWjorv4OUAMzxTaFgQaEezDNav7xvMxrq/wkV5zBySBxtbW205NwE/UTd +hJU3imdkUU9o4tEcwyNV3gKeUUjkL9xBzJqVN6pXM3pXfAFSnlCS54ADDuAl +B1EEJUJxxXH56cD+mVty4zm4REjc7Px05hpL09pBXWP43od7Mx3ilYj5gRd2 +++23r5GeCOcYvLEF01H0jQnC8mX5daSs7B+ieyssUzwd5cvp1XQCs2vz2EGE +Bjj0u9/9bl+Nfu7cueKRskwjPIu1K/OzUIZvnkVZirSexbJpfZvFsDgLvWtQ +AwKu85deeulkngXL5BY1W7uYbVE8OmWL5lkEAbFQ9+Kdsmpe32axT5wFDJyI +WEbsA9I5kNvrOOyp+VlYFAzJMNFcZPXJ4lmE8KZCIwzPQvVx6NUs9oqzgAUc +6c4ox4dAaThDJ02adHp+FibV6iDhXtI1lcWW28dbZbSVfsSz2LS2b7Og6HHU +5jj33HO9cI+EBzR7cnLdZ/KzKCJWQYMzu7rzLNYYnRmUzYL3hTLVP9KbWQyJ +s0DOEEx/KNiEBEek2s6fP993cvU06hEayeb1eRrVvZk9bTw6ZfjkWYQI6ep9 +sXA839urWVCzauxuZB6RsoXqgE4u+0J+Fp5GjUnPAqayGMPNs1DGSZ5Fha2B +Z6Es3L2aBcnLqNoK/SfMKXzD6IjOeQgAQ14X4uqdiCaFdX/MMC6gW2EFySpT +RkUOw62wJfDMVopA2qeZoVIjOWbqcWbw6UdB0weEoI3r5MmTv5SfWREtC6ZQ +s0U1z6zCDJCCVN9n1t+7pqC/IEcVewkR2ki/wirEjFGAe/PmzefmZwWvt0Xb +8Jk922yHzrOq0O75eRulrWkfZtWeyo2thfI0KNSOqv61r+SnYhE4Mi8uWWK2 +QuapWKq5UgD4ecoo24epNNkwB5UMAW8IKv23/BSKqFuQS2QKSu/l2O0K3Zp3 +j9Ktf9yX3UPYQCryhTz0R+n1XWMMxK+hmG4ZurKS8dCVciy9Jkblhx4qrvV9 +6NgeEOXxlzH0RZPyQ6edOGeODF1ZuHjolhN7ekf+ecr+2aehI5EZNKlg6CZR +itpGSPrKmaP2p3stkX32lPzzlG2yT0OHmLgwNKG2hm5RniWR8qxfL4XylR2J +cixML+/csfnnbRBa3KuhX5Yf5vosVWkIVQkZSlblJR6p5WwF0OdldvmWjW97 +pBbxIFPivHmqqsjc/DAtjydsQVmAdgnxeLQ3wyR3NsxQMZ2fX4pkOzJJSqbM +Y/HXLXNH5V9PnGT5cpmOsudQMlI+kQRS3Zz88xaLT6VP04HHHrIqOjbSS5Ej +h34ETitVGVA0nbWzjOkQkQntY3LGHE5YsVyGS2bmn7dcxMVeTYeCfNC3DoXM +UBIppI40fBVIBCHAGuwEoiNzM1ramZ1RQ2gPPtOmMY6UPYcnZXkIYQcKzadk +Ca+e37dJUc7iiy++6Espo4PO0qVLKWeRCmcCfdOnT5ecRZrX3CnGvIgw4dPV +xfNShh2eVy65I0pPC8an56Usb72aF4kSSMxA7U3MDanE6GNO+a0ogA3NnFK7 +kQF+VG6GnRONGYojFvyYl6Oy9XBSkSWnr1ieJz6bhXL3aoYhxCEkTKPgPcLa +YVCErccxEmr9iixcKOuIFwUQnBIfcuRSk5zwxqj8iIgcbt4sG07ZgXiGudQL +4GtVbsN1g0bFex/rzQwpDR/OXGiJtVClywcmQgtBNB6l4WOawC80E8j2sHzB +S4mc5U/kpgtzXySZcboNLXhDwuVVq2xGPGMrXQKetpDmxBBcN6uPM6aga1TK +wU5Ef8vgmW7zWxC2CzgkQVFRFMCRHWq9B3UauxXNQUCJzjzzTNR3oNwRoB6S +EejtsSY8Is0VeKzliUN5YXgo6xPDw8p98A2Z56bgsWxaH+FBVVKQNgpNGwGF +jVjS3W0AbFxQXPhkkUdz9NFHe7MOXHSgWjBWoV8jFHG+reED9KFiIHHE0QOx +7WpwLOnMgGOFItarVunORDQldrzmMhriJgnOYQbH/Lf6CA6q54O6HOBCQChA +svPOO8cUqza/+AETwADJ+6jh40iEdy+0a7MKJhmpt0xSQi4wM56ksnLxJFca +VmIfCTkxNcnpk/o4SaoqhWJqqK2LSqyIukFDJAQe4V8ohdDSEf2NqO61a9d+ +ypzg1Al6gs004cZn5sxUY5zcLK0UAvCsUHcD9/pZvjmuj7O8zBxuJMPxsQ3t +3AYh2lbTmuxIrch9SA1B0GV89Mzzxe78XY9vxUj9RaYKmyGha9bw8lHmq2E0 +XCtqHpLb+uWp4W6Y3aLh5tTWZprClRimeMxW2DoJ1Kvn82JAxdO+j1koEI8Z +Emp2zJoM4VNgduIxWyo3+aiXT+cxL+ho0Zjh9M2OWVMVfLR9aZo4h8i3aOra +pC4ufpPHPPPNFo15/fL8mMXwEz5r14oQpAxKnDlsKdk4FxxsPOYp41s0Zjhu +52eIm6YWJZYkHrOlbsPeh3u3eC3Lj3nsmBaNGZ+uN9Jj1iQDnwITEo/Z0r3p +ug0rGc4g9KNiCdufvN0xL34zPeY1im7gU2A72pvGbMX/Uv2SNQtlzIuntG7M +gXbImMWkFj4FRqOhNGZLiyY6vmKWjHn5zNaNOdCOOOa2PN0IdIFBvUwSqnjY +OT25of1CMIryyFcvaN3IM1xLm405k8aixMq6xFPIuawaWjTBs3kK61e0bgqB +oETENrWNLXwKrEhcJ8DSc0luVMQE73nbY2aYdr2Rp9wSHhk+BfYiijbS7qZc +OtHG1SKL4V0Jd5h9+2NfbDh/hLLIurEEO2Ui4nnkHEwNrazBfsZTiXElLZsK +AtdKbPiCLkOaVlYhnkrOwdTQejg8iTyVmLvbsqnk5Jd6KhDd6vdlhfpwNotV +ZE+MKHA881RiTm3LpoJiDTkXn0GYLHVV2Xl4KrkpN/SUEQnAU4m5ri2bSk7a +qaecAHyd5ZlUBhyeSi4is6EXIpqB9aOpxBzUtzuVOr06R7LqqYhunorlL1a2 +F55KLhqzockDYmWYXaiAk21aMxmThokHjCdTRmOTJF0PJLvEhGYjfIkno7I2 +WzSZ3lIxi9OtFq89TyYXg9nU4mH4rJonopSKQWnRjExiJm5hvs6KklkoaOQZ +5cIwm1qECZ9l02RGKimyRTOyaJoK+uTrrOglZTXhjFWriJrIleGzaJLMSCUx +tmhGIGNFlne96qyoMmVYobzrfFRmg5K6w6enm0UxlW/Yx8lkDCycYN9b4mYF ++imLC08mF5zZ1BEp4bN5gwiXKuKkRTOqoHCMxiJHVnZGuUDNZuBG+rN+uUid +aYNliyZVQemEvBd4HeN1nBlv1SOTAp3hs7pLJpVW7Fo0KafP9YrYWZqtsuhw +hYTchmvqDRc+y2fIpNIadosm1Vt6Z/nwlcmHJ2XRRRU3KcrJ5Mx7G3rZb8UE +M+RPSnKUkz+eYJndR08wx8ra0tozPsEmx4hLK4xvb15ccXCBFWAjlJDnVRTy +EuW0neg6q0rWqoymu2VTjcXWLamV2qJJ5VZFATG0jKHCg6QcV04sbGqxMHw2 +rEoZ9egZ27RwWiY5FFE7tcmydmllhOJpWaL7LEOQBOhyQTaT09e1aIoWcVws +xJG3Y4WRiqdoKVqqUZOoyUZYlEpza+UUNxikcr6QSmF+JV6chFod14s9VNkp +gpll36tS31o5xd4SS2voyvSVqs5lgSLWZuHnLRiXn6KKyGnBFNv4VeWBiYzF +CqsYT7HM/5VS6jblQauS41o5xQoqylO00kaVtYwr9JW5y/QUVcO1QlmiRVNc +bsTbKYrKU6ywonHlvSLvWnaKqno8v1cl0bVyimt6SVErrGs8xQpBgPeiao/E +71UZdn2cog+rr4U+P+jhgIwo9LhBzFV3d3f/MghgW+YIrpiYmGpVGOUYAhUi +nohMU/PvXZW5rvcQoLY0yNqpxVoXg/y379WZ6A8SrCmiCrl8WWQjohBVsZvN +JhdkQqMXZMqjj5m0FTHAWUHceUFVGAa5wGeFSsDgVLWfGJwqTXArwYlCQyim +osGJehr640DI4Dz44INzQ3vllVd8fzJcQVW1Bw4cyH1z2gxwUtGCXjOSCtMk +F/WsUBvFtLElj0aVr9hHcFKXIiRk0Oqk1m3Ije0NOGloyAreY489/BXbxGfg +uSgTgNJiiC5EAXNKgEa0VQpcRaA2GdqC9L0E1hLDKYO6wuzAK9cqMaEIUGNr +QN30kfa6p9mIESNq/X0gaehroz933XWXA+WFF17oXo10+DTImz4Ks6aSsm6+ ++eYIjjZfKxiF7eg3pJ85AiLNtgxIW3x1uex9JrkVBl2GdIXViiFdlA6rMdx7 +SB8XBwtSqaFz8cUX16iDEOJZkf9Fv51wwglhv7vfUIxGYwj3lYLN5NWiaDHY +KqzGA8sWsjJfMtjMfEGx8m8V2Oo+/BPRwLKP6z5/cXMsY7pDnBSynTV4Hb2I +NV0afq/T+X333bcUer3l8xUWaq5sbsWLh6GnobcsG/5WT2Wz9hF6x8fHIrEG +rRU19BAsHJv3RrE6dOAFZUQzMkALdazb42/or0jQQ1yxk57KKaSlXSj/JVPI +Crs4g7AoAD37vLJkvb6DkJKBAUIkVWgQot7M7KCdRN9k05fZ0QsQCUAWmLik +saVnKp7NK62CbDGYiuLSsytN9RmSDHNhTH0E04nxsciWRq6CBhOqQCCqGVfs +Fiel27njmDZtWjmYKvitmOvK+SgX3y6KV8+CyfLCK49LH8F0UnwsKD0y3jSY +kK2CtGxcMSROSheERQg/soJLwbSil8yyQrLjphZFEe9ZMFXEXTT7BqbQ2L3N +V+CKTSQZBC+//PLgCHo034HihrIvjvATq4TMh9wPuuuQQw6pSS92KZjGQKuw +STLQKrQLBlpRAL1eM369lXtv+gi0UyPQUJ5MSwpQxmbOnDkoPhNSMv2EZiy/ ++93veEQgcsgn1ssSFQNS6I5QHIVQlaeeempb/A+65Ph8/mJ3DLzHFW3xupWT +8q2hljqxkK7rF6/bmGuZWk/mOSGIrmvE6xZNzb8X5+i6Jo/0J/y/dfy/1cHW +KFD8VIQiStZoAoWcE7f7gjjU38se+mdwRKTeoBgv9AqIeTvuuCOpFSiJEeXo +AOwCICLsOEtuxo3JTMadmzM+X3cU/dDpOnrehNH5gv5TnKyfBeLqGXkgzpq8 +1UA8La61q666KgUlBxkWKFFQkrS7fhFMaH4KmwSv/syO5R3WW6ZZ4ZQRHaPc +Ps7Pmz+6+r2937EEJgix6E9NYHr/+98fwdT0aW8ahEEnCOACB1kdi2i3lYFr +sZG0v9pgnhXOHgZXhYFZlN9yEbCP4Do93oRMKAIHCB3K7QfxZ4Cv46g5BjIG +YddDG2j0zECmKGwI7nyg1xlGyiAzGekMHjpbsCqcR3xdBWgZZBvzSaSakbb1 +DWSfjA+HUI9sQRRIOe+880imR0FcvbhQ4HpgvAU11Oj8M888s10ZsCoYqJjI +y7cZX1dh+mZgIZmpJGN/K4F19dVX88wPPPBAAhaS7jSwYNwkYKFPPZ13t5cC +q0K1ZCBUOLR405ZltOjrkEVVUg9gq4DV9LmWNHPYPl999VW2WWjpFX3bndTL +EEMHVPrNKQylEKsgIwyxCv8YQ6LC6M7XLTHKtKhiA1sFsTbfyQh2L5o9KH9n +Z2cjvhv1wVD5k37+xCc+EW1XDU+56PyQIUO2hcDmBrVgQcbwmAEkKz2mT1Pa +2zEgK7xwKdW9KMlHA3KBUShJ+VL7CMhgE+rnG5rrDYklhpYPd911l29C6ZZV +jQQwCMHTQ9APSyCwdpAE0j9eN2tWJiSsCJRLylkqg7LC28cKVFnuUQrkm/N7 +QZVR6CMoyUAEg09km+x1AMjI60AOlp133jkntOmq6qUgq4iLYJBVeA8ZZJaq +r+K6ePWpdmqWD7i9byAjg9Brr73mKy8ACOT3ghaA6uBuZbGrGknpSNpHXYPw +XfcrdV6gOOUbtoKxskBWEZrCILNs5AsMQVD1rhWf8sStBdlJEb+QVeFpQBEC +GIDgfN20adO7yyCwwZCHFLcU11cv44/KUrY0BFTfKnE5S124PkLA8qrzFHvL +3noTObZqlSR+KY8eT8uq1b9KxNUWTIsNkSbRN5hNDiNNbYkLnwULJBFPkRt+ +hlVUcp1w/lZOyyT8XelXmVutqe2w4TN9ukxLRQeIPtadXxnKr9rKaVUQZ55W +zgrf0FZ48Cyrbg7PyCpBJrkhLZ2RSTvfTL/KI89wzXDW74p0Amg04Yiiks2i +r6d8hNu2cDqKEFqQ4yGVuVPmz5fpKHmO711t+O6ksFVLp2Mt7c2GZabM7dHZ +KdNRcr6om4YzTWpJtGI67B21Ii8UsZOwgQL3REgCk+koRY+nY6VlSDmPlk6n +t0TOklrNvtpT8/qt6YASTtzK6fSWuFkG/g6jd4tl4LFCmbrFw9vK6awpN3uw +X0PpudsZNiceumWRWCBUrF8Lh15BxRgTyqjBQ1eGWx66SeTFhbI1Q8+kpfDQ +e0uxlPGK22N2duavq3DVtWDoHPLSW+qkjJQ8dEnUkusqlN9WDr0i0pzXurLD +chvOFcYUK0DRyqGbVEf0Ux66ypnloSvVv5TCqAXYyqH3lsKo3OWBhgrOUEdg +QU4Ff4Ov678VQ89QGB76xnIKw0NXxsIBhiosLG6xoQpLeHUrh15BYXjoyjzH +Q1c6LA/dDJsW7LRg6Bx4a24rsfBJfMKK/NCVnir034p3FkrUyqH3lsIos1R/ +w8LA1y009F7VB72VQ68w6bMBXZmHWDtT5iGGumVcVP3IWzl0y3WzSCiMeHoX +5Ie+NqMC+2EaRj7YieJ1A1o4dEXMSimMstdYSiRfZ/XLU5UeWjn03lIYZZPh +oSsHr0yxoF1X64YeMiUa2neRTP/l75vJXUNvcW+7a587k7uG3YXDrQ98u3N7 +3Z7ctedtONws8e3O7X0HX7ctXbf3bXgKPcl9N5L7ht/Gr0lWzh3UwgkInUne +evS5/ZOra1fDD7bttfLCtUta+UKhDoUv3LimlS+UPV34wp6eVr5QdmKyqfO1 +tmTpKy85TC6dujhZ2rkUR20P/+3OTZqBX/0VjXjdsldfDrcvGBccHK0YVdEm +ExfNHnRdRdmlgW9/SJwuV5HMyEOqKJLQyiGZbHd+fkgVmYOtHJLFTpW8xOWH +rAZyKs+9lUOqkD55SKYPYdM/ZUgm+xOP5m50neW5UcnsLaADqWzQkh3HQ6pw +p7VgSJyDW7HjeEgVpqlWDskKZ1AyNQ+pQiDemiFl9Ewe0kprx03LD6kCmq0c +UsWOG0LXVSRPt3JIFTuOCzuZyc6iZW8NjysaUsWO4yFVJCe3YEhcu8BaI0rv +4iFVJBO3QBLgIS0t33E8pIrs3lYOqWL2PKSKDNlWDqlix3EZqYos01YOSe0k +a8dxEaiibMx43XYtHFLFjuMhVaQttmBIUvOl3NLBQ6pICWzlkMwdNy8/pIo8 +u1YOqWLH8ZAq8tZaOSRzx0l4DxeWqsgRa+WQKnac1ISy8rF6/ilDsmavrGE8 +pIrcp+3f/pD4VRW2Rb6uIrOolUOq2HF8nVkeZdY/ZUgVO46vs9IilGrZyiGZ +ctDE/JAqEkxaOSRrx3WLKZ4ZT0V4WiuHVLHjeEimaik7boe3PyQmgRU7ToSY +co9ZK4dUIS3ykCq8A60ckrnjOvNDMiPqu/4pQ6rYcaI2lMemt3JIm8p3HJsz +KmK8t2ZIGaUpzeEzpiy143hIFTHUO779IbEcZO64pfkhVcQot3JIFTuOh1QR +NNzKIa0sfxUPqSLgt5VDsnbcwon5IVUE627NkDI7TvQzWbbWjiv1iynVspVD +qthxPKSKSNkWDIkV697o+kQWS1TLd7RwSOaOm5sfUkXEaiuHZO24pZ35IVVE +nbZySBYJVJ5jHlJF5Ggrh1Sx4wbSdRXRny0YEpuyLJlabW4eUkUEZyuHVLHj +eEhWZKbacTu1cEgVO46HVBFx2cohVew4HlJFJGUrh1QRq8FDqoiQbOWQKnac +5OOURz62YEjsG6nYcZL5VB7R2MohVew4HpIZqSiq5c4tHNJSQzRT3UN4SBX2 +8VYOyRJglaWWh1QRWdjKIVXsOB5SRcRgK4dk7jhhFBy7VmE7aMGQ2EFaseM4 +YKsiwq+VQ7J2nGolw0MyI/dEtXznVgwpo6HwkCxlSO243kbktXJIFRF0vY20 +a+WQKmYvcevTSqHZyiEpP5u14zgK1PShLGnlkKSdWrYXdHrHtdF1lmqpmhBt +zZAyO46HtNBQrNXseUgVqmUrh2TuuDn5IVmqpQoW2qWFQ6rYSTykivC8Vg7J +3HHj80OqCM9r5ZAqdlxv26O0YEgcCZjrvl4PJtX4qgZdZ6mWKjyvlUOyTFlq +x/GQKsLzWjmkih3HQ6oIz9u1hUOq2HE8pIrwvFYOqTfFnWl35VTLGf+UIVk7 +zmp0UhGe18chhdocTV9DCLWcnnjiieS3v/0tCuHE0ISmL/H/3//9374E8Msv +v5wsXLiwZnVJ4F621k5VPI+nUhHW18epUGUWTAOled0vXJkFZbVRcgpVi9si +imP1Fn98+MMfJiECsx82bFjq9tNPPx01mvwV7WUzryAIUoakXPPt48ypjM+/ +/du/0Yy4jM9+++2XjB07Vi3rhu/jQDM/+OCDiZj3OMp53XXXoY4X346qtFS8 +t61s5qY0KHSHZ14RpDikbzM/zv/Tz9fcrKlaUMD3t7/97eThhx/2ZchQA5Zq +Qe29995c+bpeBpF+vh2Afuyee+6ZXHTRRb4oKtYEIKXLHC8OWVVmZXZpvm2R +Q7FZM6QqYif7CCkqPzZjxoykvb2dp4Ry/F1dXbQnUaUU9XQxJ5rZZz7zmczo +Gr7I1oUXXuiPO++8sxGfjjrtuvYu9iE/vemr9aJIEv18+eWXl6+qCjrNsKoI ++dgqWDWTe++9l4eKSpNvvPFGpB7N5HOf+1xqaaBZwoD4249//GM+j1pPqDbZ +jL9F4Ppj++23R1Gk8uWS4wvNbKc7cFNpGKcck1s17QZqjPIQR4wYQQUQsXL0 +jJ955pk444avckXnzznnHAISynG2tbXxT7///e/Nye5Fk81xjqbmHOGzcIJM +VpnwtnKyjz32WHL++ef7evgOb9vG07oPw1VXXUXzVAXQwCrb42nNSq655prS +KeZYREPH+Ukf7rQ+2cfZnR4RgO2MKs80uBtuuCGazJrJokWLUvicMGFCjSZ0 +wQUX8PnjjjuudEI5yt/QlB8LONWNO05ot62b0Kuvvpoa9M9//nOeULb5gyNG +PCEUBKTzjhmUTigXr9rQBBpEaVuDFvVxQqH4b1uycePG5IMf/CAPDrR53rx5 +/eO4//CHP/BPbifR8gRfo9PDhw8vnU6OhjZ0eQ9M12rH3cfpnBxxsCQW4kFN +Y/RC+MAHPsCM9xvf+AY/vl+ciC7i6GQNmh8YBZ3eddddrWLQPD/LnEEEctl0 +1ZlbpJE+Tu6kOCpq7vDOd74TeCLp8LOf/axvJoaLCG96XgMGDKB5oaAinR40 +aJA1r6E0rzIpOtWfW4KEt2pedV8Zk+RGQhYEP/QCQ8uBgXH0umuDG72FLEcg +9aRGxRLhQ/E/99R1s0blJjVj0qhk9KhwjiY1eZwUH9+Nn9Kr4uOELKzAE088 +0Re8d0yY5oW+JhtDqwPmXrqIrRNPrE3mhMayeS2dlp/Xgo5Ryfg30guzR1XE +371v8zo1Igs77NJLL01JaI7l8hogaojuCJoaLl26lKnhTTfdpEW00mVoRe8j +xCKEPcuWUwGYu/dtGVIddOgeNCpUyEW9YBKpVLFWf7jZmczKyS4WMeTZrDcE +SqihIWJaZqOipfs4GxIsoE1BZEJB32effZZEIijTukL5Sy+9xPsLKgSdf+ih +h2h+6B5Apy+55JLS+VnE0HKNKbPhVs5Pl8l2ehENFj066LTbQDS1U045hU9/ ++tOfJmhAX9AC4h//+EdTQNyb5mc5uixCqWyQWzU/3/EgteIckWAhHn3M9G9/ ++tOfIhKbySOPPKI5NjoExfsaqRXuFC9L9eGZKl/GdjQrFQrex1kdF0eHFgs0 +gn322ceXqg3aWVDetCIMYXf9+vUD489gcVCAlRgFhbeu5q37jjgd2dTteIJK +buQJqsDyrZpgP/QzoSaMJFSgWVry4IMP+n4Ubo8x2cQ+dPvM3zko3o9OARq1 +Q4cOTb71rW95AfL444/HPXw/gLkyFFcsX7WKhg42jK179G2qZO655ZZbmG1T +TwiUDgc/xhVUkQBNSbLXQTGfH2p7lWNJeWZ46CqwvY9DJxvd3/72t+TQQw/1 +gyExClIwzIy4ghJNIUbtu+++Kclkl112Sc444wzP0Kzuojx0RQt56CoAvo9D +J0vpwoULvRUUfXaw2Do7O2PGVFC3pk2b5s8/+eST/rcBxhD3oSHC8hWHOMgw +5vZxiJZ9mV+l6Am/KlsDokWvUtl1/KpsBYwWvUoFgA7U/CC+as8WvkrtBH6V +Cjhv5avUyuVXqejuFrzqXfQqtQIHsAlp7j/lVWoF8qtU4HcrX6WCcPlVyprS +ylcpP3F/w86xVwtfpVYgv0pZIFr5KpVnya9SRuoWvGoYvUqtQLZ8qYDpVr5q +0Zv5V6lA6K15VSY+hF+lViC/SgU4t/JVagXyq5SvvpWvUitQbGASGzS0ha9S +K5BfpQKNW/Cqd9OrVGgsK00qgHhrXlWQxg+lcMvGLTiceIbverJl3oRky8zX +cbjX49udWzqPrxtM123KZK60ZkhvPfMWKnX5al3v89/15Pp+1//Pq3r7qo7n +OpJr267F4V6F73ry3e2+28pXnfQ/j/ifR/zPI/7nEf/ER+A/Nfm65//D3xPj +8+z//376nD9RTzaoSvVnGOf894bs3Z+NV8KgdNJJJ6H5ce3MeA62VniZ0JDd +vju8p+EjUGBIOfvssyFsnBlPwzCBzlQwJUeLVbI++4zPxIsRHHPQQQclRx99 +NLwon4+n4TVBE0k8Y22swbsu+4xPx4vhfUErYbSdd887K56G8wIWNUywJ8Yc +r7WfUfdNdGFBHTNmTO2ceA4+XkSQXHHFFTX77tPjleSsuu6662ofjq8HFuD2 +BgjcFOowb7rTDqy+ORVs82zRrCevv/66DxpDlz3y6/3jH//wVly0pp40aRIl +fKG3KKyJL7zwQhjKmuywTosPwOsRIYO2fw5IH44PgAsKc4V5kWx0mCeAjSso +0mXEiBF+Vocddlj0obYlt956qz932WWX+dATRCPcdNNNA9Sk0c1zt912S5bH +ftWr7eHVOawFkRofjeeAKLgI3VjY9PmjH/3IN3sPrwjfZ511lr8XgFi6dGnw +CGzrXTcU9INlgQ8aoKNp5sMPP0wJaoSvr371qzV7jJ+KV8L6his/9rGP1T4W +300eLVig3Xgpxk9H4jz99NPkpHjqqaf4tEMIARfhKoiHQoAjDetf/uVfvD3Z +0c0wlFVFwzr88MP9A7EGPhbP3Xbbbf5cs9lkd5XuuvrNb36TTrvb+PRvfvMb +WoTf+973fHs+/EXJTs8++6y/7Nhjjy0YEzkL6aEHHHBAbYQxJkrmQEwczh14 +4IE8TuwIih35/Oc/TwPCEoIbAN452hVYIdFM6xvj4bOyaEywouPC+++/v2RM +DU/CcA7QdzuThgU6WAtedQyRhuVg4YmDhtOdd97pLz399NNr9phOiQ+Fow7v +QfSFe1fZsPSScniiYSFslE4/+uijNCws/nWhmw9DCxZkbAjY6rtiM6MVamQT +4r0guIA2glYvj+dAaGrBz1k7JJ5T7uuaj1qqNZMXX3wx0R+36Hjv/vu//zud +Zs8UNiYF7o0cOZLs72ABOHXjjTfWcuMcE58Asgmfwxe/+EXPNxxmorG+4Z8J +mgUONmHCBHJJzJ492/faRJjxDv47nAP7wsKiYhEIS6brto/XAaTU9nq/eB11 +K3ZkqUb9FECesvfiHY40+XeQ/oa/scvnzp3rkIy9H8gbIb4Rz21STTmIYtC+ +cdPmBUK94YFix+9oKvfddx9vxRwoR8WL4LSHbwN9IgO6Bvg1CbccwAv0A5Tw +SGEf7bTTTv6hoD0O5Tx3dJykJfGOuCSw3MB1vvzlL3sK4mQCTlhWLmYHl4A6 +hMCBlVx55ZUY175xeo4b80J3q5feqLZFfELTQ+B973uf38lo+ghuSysAcXcg +2viLQq8pOgZQpwAhTQWcIGFtt0ceeWT7eFrTVvT9xme5gvPr/v/b+nWgXdJg +Wcccc4xnDE4wCOyjzdO1l156iWJ9ky984QuQHSgoAWHAIBGIMAbjdJhiLxUY +EeIKHXN273OUKDIpbL5//dd/xbV0KSgnvElACEVvwHt0++23+4bl6PPu9hE7 +ykDqIH/goW3q0Qh4Pu2005K99tqLHg0freN7/qFk7iJ3oON0sURE08MKTcLh +UgS3OfTQQ/l1IPZYd+73+LqmHxrWBfrtIsAGGCPygi0PUcRhi0tQYK1S/922 +Emxr4urWKGEbIgyxIic2EHWi3XfzzTfXcqh+Lb4MWxm9bOmxRxxxBAJ5KTAB +O85xPb8z3AgJILRb6TjxxBN5c0E+hjvYbRBGNwglRX+Twzwbj4gN5XBMew5h +9Y7/Y2IMO5BKghPZ4mlvOljXtB3x/e9/v7+L7v35z3/O9Ik4INjHD37wA49r +jR+kechQ68nUqVO9TF6FH72/3Eom8YHYhCNH7LrFXsG5I488Mo+cv8c3QQ7E +LqFngkbde++9VOEfeMfGcisarx4UkQMhXAP23HPPZboC+RpaioZMvN1fQXsX +GpGOwxk2bFh8Rptnytjy9BuWjxNP94mjAvOhFt0PPPDAO+ITie7TgaAQWv+Y +J/DgnsSjAoDSkWh1r2787Gc/i0/M44FECFr50KUc66Z9ojuuu2VEVBF0CqfA +SeIbk2UKG6/EeeO3U089NTVvx1V2iI/BogNzQuyAgwEFvDi2npo31ikxPTwx +yns8b0jY4Lky70YqBsjx8h3ioxG0QZAG/f3+979f2zveooP2nKZGWNDBYDgQ +trN9nB9SeLDP6TfsNiclEPDB4EEd3KYpBT6xJBxOPCfgg87S6T/+8Y8EfPAP +Ok2ycR74zeTMM8/k68C+ERj2jjgK9IyHiOKWWK0M7LT3oN9SDhOBHepWmjzk +wL5jfLQTa1ljwx5xVDk4QdwtoPx03gm2ZWDfIYIdSn8kVkQRsDAI7IiqBYsL +zy8CezqrAswA8eqk5/3lL3/RrybYg/zR6XvuuScH+7/FR+u4LBxu3XEVXMRz +YOM4rZOJhwV7Is2I94vnGfYYHsGeSGkG9gRIzXhwiWMiNQp1dlqYP+80+Vgy +1AY84dFJtD5WmX5zUGaKD4gjCif8VQT1thTFhzQIec6BhPQGinPGcnGbmhYg +wjdx2tH2Wg7qf43De+WVV1IRY44BcbVvCLiHHXaYWq021AlsTqpO/ebkoCLi +QpBzag6fBodAJg5l3VAYHEweZZCm10O61b85SDJNxyLEkocaZ0E6XNfuw/Fw +DlsFoEHmHng6IrDpvpNPPpkxSQsOKlekZnlY/yWiEbSNNHSiME7pJXCDHiNT +yRGoXoC7zct++jco4+4VBXSFIDhlypQUwr/2ta8xxEmTcQymFOL0W+Tx/th1 +1129tEkQB9SQZ4W/SFPLQ3wQE3LQMhApKOaQRsDgECd+xRVX+LwgLG7sFyeO +MNQhLeFeJx0XQb3JBgg6YNuiMjKg95ig0IQykNd9TFmWrowfn2k2nYc9haaB +cdNpzMdJfLF9TBCzFE56A34n3KR+QybfwLiQoVh1SstTA/QNn0tM9zoask18 +LOzKYJjYT88//7zPqtsp3gK9lUbfHZqoJUsV0F+OaxOzQYwgPR7Y7ejoILhD +s8JW6y3cna6QgzvMar2EOxkr6XBrjuEO6wSdv+aaa8rgTo+D8KQ3HWQVIiAw +YkUhvhDu+pVf//rXaSSXXHIJn14Y29TnYdv00bJ6aE4o4S4tkJrj/b0CLMzr +WcACWr0CbNDNsfE1RXPLZbd4lzZTOPm3N7DFdte/QdUlXQ6KcYyr1XAlbqpo +N2NXp5yB8hXBVIf344DFgOpwgCpCPhJ4/L/mzt+lsiOK4zd5+pLC3SQGdqMQ +tkk2kCIWW5mskGILhf0LFlx7OwMWWtpb7bKlnc3CVuIW2iRdAkLYZkXBbYSA +hRCErc35zDvf8by579537SJcwbn3zp35zsz58T1nxnZMww6djOk/4V/4NmCq +nf7sI4lVmzFSCdBox5rX0wVQtFi8B7ssQCEc0cCQhzVAJ3JLXDSrEWw7Vm3M +nxLTPxyH8/NzeXcZB7xG4SBhgOe/t7fXEd/JRLHEe/jVDWaGMMXti6+YQsmY +IuJUbubteEwHgUR3iXLPWPjqmbQ3rgY6KwoBgRuF75s3b9SauIleFmsd3P7Q +DgcuDAcbTs1Zk2RJaHbFNHpkmv+tmPYJxgy94o7tjL+1v7+fb9mibYNVoxS3 +YHKZoHO+ZyLFISFqiikKh6jHTWsKRVHHXGjJ0ShOJjo3fhEK+YcWuKa976TI +x3v4eTYpWhEbhLZKwSBvlCfu++vByoCT7AIdceV4z/R0ho7PwlE4dGLQJC7h +woUbvn6ovhE36Mb4ObM2WnGTF4oFPDc3l++xiOw7Gs0Ct/teI9tHYo07OzuV +plkcCSvvghWHR8R78/PzmSOSK8VKFX6aJC4G9eXoJDav1Ml0wED83NraWges +hpsJ77K7u5ub1ABU3FjEZR5CBgo/U+UmDrsAFXcocpmmzxQfuzoZPf7S8MVj +FUyk6cvRAMciKIH63askRFcuD3YLaXl83wKaWEMMkmhCwLOagL/bjhsaKNZ4 +4yJMkGCQy7e3t7vgVvLW5m5VMejGppvr6xsWgjmMc0qgwFqovps8q4kGQhGq +Vub9KCzDuQIZS2yhLljedSzZYKd4OvY+cQazY8QLN2BJJ2KNz58/z1jKOuXa +3Nwcj2UvSqTckZjHMziC97NkUxMggQDm7AwwRuiZs54/T9hH31ACzijwMFzK +bzKJx4H35MkTU/3mNpnKff36ddLRTEY4FCxj2sSaMlNBdG4DiI8ePRqqeXl5 +OfcCt0vEoA1JFxDDETojQVQCjMIFZkzU/WmhA01RVuaOfis6Dx8+NFxWVlbc +73769GkqUx0mhtNo425+3Q4P/FesGiZGHhAsEmUQWV0WK7kd5WJV0o1CKliY +jXig00o8GPUuS01eI1IBblSNx5ZiMCAIxkwVqXFdkADCguQvyrD5u2ARBTjX +vXv3MhYirmzY6lhI15HeFCtYXV1t1XV3vP+EKAiJKhhE/xH9RGPHyJupqamh +aqGN1X8ORqKMIGGX/kcBwUUE9mf/PJpFZzatr683QqDkMF1LS0utEEhz4SNE +Xo4A88ePHxs0l1Z2INfz5HNfNT3xjb8eOYOLi4u2iIHAIFZRCnKBEQlpD5WN +BINNv7EOm0T5v0qj8dx9bHVRFDgiNB7vYYHY/GgwieSlRAqickVmsMrgjR88 +ODjogktp++KfCxeCNio/OTlpwKUf4xPpwr4zjVSyOGZEtbI4ivAxN71ZeRbg +pWsWjPGOo7fEhUEsAgVtIwvWnMI2gOQdIxB9peTWYEuoNdI2+Ki8i1mZ7sTg +tEgEEog86yBXxnk8wxO8lwiELpDJE4kjxeXHgDV4IkIKZz6+RUqW5rNSWfCF +xsNUPxvEBHkWtouLi6ns2bNndWjEWZU+nzkMWfLpYIhucAysAZekGWZRbTzR +EFQQLh7nTBcy/OzszHGZyMYHNJpNVMXF2qApHY+NjY28xIjiK5WEaORodPop ++S7WgWq1z4t0EuE3DiA1Fxsu3sNFaJgs6kV5QAWk07f+Cjl1kvbv3r3rAgr2 +UZQXHz58yKCI5MMjg8wrQVEspDTObSVlFYENIv1rqHQBJWZvuUgeB0rpfJOo +q9AqcX/KyBZvQ0Sq/Pj4eCh9hBRTrSASqChD/SYI/h0BRxlAwYAXHErovgUc +WrW6TIM2waEukMYSCQLihw+8Czr6yJyBTnDYlMzlqDnzXGvWGyRCDQ7Fgslb +i5Wb45y1HgIiHo3Tdd2UlIRZdeMwif47/SDH4IG/AkeguPb79++/aoFFMpi0 +qvglxOQvXp3CHwTolZRTR6afsspmZmZyHea3YEVoUpc+RFepS1qDl49kyBuk +rnpGwiC8r25tbW1VOr6A2D1lZqpWbSiJ0cSEiMF4YlymezV/NLfMa69ncSuD +A5Ebm4rXqv8rSsKw5zbnrpLoqa7qgMs2Rqy0JkkMaDD/1C3WV0x7oYtm0iiL +jFZhqkxPTzOeX44FajIlfaocjcns1HTCGicg6OeN1oBSmhF5t1FwmeuTY9ro +N3wIjrXt3RIomcqnp6dDJ06iFo6OjhqwkknE2sIo1y1yGq6urrQZHDqK4pcv +X1ZtQGm0EF/qJA1Amjz2uuRoshZTt+LmCeUlEiGJHhFel42d8oqICLAmiQOb +mGibVIToS6zkd5FIGukWmmwGsfwuZb45VkIYiigqU5Tz5eXld/4W4VvEOhLT +JOcX3o5wNnSGS+3A0MblFWTMo7dv3z72GiHxWT8IP89xHQLtT6+G2IEEpCa8 +NfaO3ybiR3YFxpifSE2soA28mNbFRf6bKEIoyAge4vrVq1dK4CWTIL6KiSum +HXFLTiS+uT5PLojvanPapJcDYmzFE44xTY/r8PAwN4mE33iAFqapmdoLXp2f +2pdogtTPuMPpL+842b8yRriwN/FWCPRLJuNY4nOh4MzS05nMWFGiCQxNJeeC +u8cRcm95m9V+fX2TK0zMDjF3s/dgsK+CI1d5Qr2MMVgulrTZlGocLhiv0NvZ +2dmYgwvPwEPaSsC8Q94gy/JEGYQz/aDdkQSy/sESvCusHfvA9ByzgHNGbc5W +C/4ZRBK4kHavTYcR+qT0qs9TDn70JhBjMGHMTFtVOuOaVUusBqoXY5jjsc3w +VeqiIoUoYmXJIdqw4iH7bdJNemNJX2D1Liws2Mjzu5emtOdC5U6RCQahSwaZ +DBjWM44Ez5sJoSqBEuFAZX2vkr+h6mygsliHxrTVknaU/ugtR7CgjdhWJhOC +NU3aH9mnWB6oBm0MQFwQvEUX6lv0kjKTA/lbTGGUuI1D3q/H0EPw01U0IT9x +z+SRP8fkhc+GDjV5GLcVgQr61QTdp2nfZC8la3nssFIGL+EIULEhy2W0kiVg +l+kTfk+mhcv7sPgIB5SrIieUjXqeVul5s4iqn/x5dqegPuBntAxhCYbr6KeR +YVbCdyGAOXDVhNOv/goRF6pBfSVU4mbXv33xIp3hdMhhJVeeo7gRIHBU6EgY +FkNYiwa/1dPGqt+8DBuSBWLLtlrxMlQb337x4sXge7WtvtraTOiDfCtbttWy +l+EeoQqwLtLDtc3G2u4MW4CUYZOttjsjyJAXOGPp4dp2Zz1JnhhSmr9UI4Ph +yqTh7Zuf/+tW8tvcqj75Dy6IVOU=\ +\>", "ImageResolution" -> \ +144.],ExpressionUUID->"b6227bf5-59ef-40b1-9246-e5daeebeb0cb"] }, Open ]], Cell[BoxData["`"], "Input", @@ -11261,89 +13466,89 @@ Cell[CellGroupData[{ Cell[1309, 44, 154, 3, 72, "Title",ExpressionUUID->"c2471ae6-4a0d-4f45-b446-c80497d2d522"], Cell[CellGroupData[{ Cell[1488, 51, 152, 3, 54, "Subsection",ExpressionUUID->"97a47048-f511-4d65-8b66-2d519dc18924"], -Cell[1643, 56, 2188, 41, 164, "Input",ExpressionUUID->"bda016e9-544d-4456-9dda-b9aed913691f", +Cell[1643, 56, 2187, 41, 164, "Input",ExpressionUUID->"bda016e9-544d-4456-9dda-b9aed913691f", InitializationCell->True] }, Closed]], Cell[CellGroupData[{ -Cell[3868, 102, 223, 4, 38, "Subsection",ExpressionUUID->"6f2390a8-e0fe-4093-8e1c-fa9208259819"], +Cell[3867, 102, 223, 4, 38, "Subsection",ExpressionUUID->"6f2390a8-e0fe-4093-8e1c-fa9208259819"], Cell[CellGroupData[{ -Cell[4116, 110, 2594, 42, 73, "Input",ExpressionUUID->"f0b77463-3263-4e72-93ca-cc7ef62fcf69"], -Cell[6713, 154, 4335, 94, 70, "Output",ExpressionUUID->"d9144c7d-098d-4f14-a7b2-54fb8fd7a764"] +Cell[4115, 110, 2594, 42, 73, "Input",ExpressionUUID->"f0b77463-3263-4e72-93ca-cc7ef62fcf69"], +Cell[6712, 154, 4335, 94, 70, "Output",ExpressionUUID->"d9144c7d-098d-4f14-a7b2-54fb8fd7a764"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[11097, 254, 333, 9, 42, "Subsection",ExpressionUUID->"787bec5b-a126-4507-8668-aadd4cf28dce"], +Cell[11096, 254, 333, 9, 42, "Subsection",ExpressionUUID->"787bec5b-a126-4507-8668-aadd4cf28dce"], Cell[CellGroupData[{ -Cell[11455, 267, 3754, 67, 238, "Input",ExpressionUUID->"e6884511-4872-4115-aa0f-10cc566d48ba"], -Cell[15212, 336, 3491, 74, 70, "Output",ExpressionUUID->"b12e9df2-f2d2-47c3-ab6c-4f0b81f283e6"] +Cell[11454, 267, 3754, 67, 238, "Input",ExpressionUUID->"e6884511-4872-4115-aa0f-10cc566d48ba"], +Cell[15211, 336, 3491, 74, 70, "Output",ExpressionUUID->"b12e9df2-f2d2-47c3-ab6c-4f0b81f283e6"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[18752, 416, 152, 3, 38, "Subsection",ExpressionUUID->"0bb33906-ab97-42cf-8d51-304b4f05bf1c"], -Cell[18907, 421, 2617, 51, 115, "Input",ExpressionUUID->"f9ec493e-e2b3-4244-9905-0a6766b65e4b"], +Cell[18751, 416, 152, 3, 38, "Subsection",ExpressionUUID->"0bb33906-ab97-42cf-8d51-304b4f05bf1c"], +Cell[18906, 421, 2617, 51, 115, "Input",ExpressionUUID->"f9ec493e-e2b3-4244-9905-0a6766b65e4b"], Cell[CellGroupData[{ -Cell[21549, 476, 6181, 155, 262, "Input",ExpressionUUID->"c9c60a41-eaa8-4fa3-a191-72f98898a445"], -Cell[27733, 633, 162095, 2895, 689, "Output",ExpressionUUID->"f41b7550-7e5c-4144-a2ba-159ef18a0831"] +Cell[21548, 476, 6181, 155, 262, "Input",ExpressionUUID->"c9c60a41-eaa8-4fa3-a191-72f98898a445"], +Cell[27732, 633, 162095, 2895, 689, "Output",ExpressionUUID->"f41b7550-7e5c-4144-a2ba-159ef18a0831"] }, Open ]], -Cell[189843, 3531, 129, 3, 30, "Input",ExpressionUUID->"6c844ecb-b918-4a0e-a374-4156091e743e"] +Cell[189842, 3531, 129, 3, 30, "Input",ExpressionUUID->"6c844ecb-b918-4a0e-a374-4156091e743e"] }, Open ]] -}, Open ]], -Cell[CellGroupData[{ -Cell[190021, 3540, 208, 4, 98, "Title",ExpressionUUID->"a3c99434-099a-47a2-ae91-43fe2a0bd611"], -Cell[CellGroupData[{ -Cell[190254, 3548, 334, 9, 68, "Section",ExpressionUUID->"3582cec0-8cc0-49ee-85c7-af0c9c8802c6"], -Cell[CellGroupData[{ -Cell[190613, 3561, 152, 3, 54, "Subsection",ExpressionUUID->"ae713e00-d7b7-4f29-994a-7b982f99f62c"], -Cell[190768, 3566, 1525, 29, 125, "Input",ExpressionUUID->"65b4ca92-5fd9-4a50-aced-2bc20fc7a9f7"] -}, Open ]], -Cell[CellGroupData[{ -Cell[192330, 3600, 271, 4, 54, "Subsection",ExpressionUUID->"d3ca108c-cab7-4f9f-8432-94cce9b429dc"], -Cell[CellGroupData[{ -Cell[192626, 3608, 2929, 46, 73, "Input",ExpressionUUID->"0bec3fce-e90f-4c21-b2c1-3c7b4c7cf7cb"], -Cell[195558, 3656, 4331, 95, 242, "Output",ExpressionUUID->"b004e96d-7f68-4eed-968c-b2df6067d158"] -}, Open ]] -}, Open ]], -Cell[CellGroupData[{ -Cell[199938, 3757, 152, 3, 54, "Subsection",ExpressionUUID->"7f0c8ab8-6064-4aad-839b-aeabb7abaa47"], -Cell[200093, 3762, 2808, 53, 115, "Input",ExpressionUUID->"29710274-cf15-4806-b545-9188daf4d541"], -Cell[CellGroupData[{ -Cell[202926, 3819, 8151, 180, 283, "Input",ExpressionUUID->"c7a92e78-4c4f-4ac9-a443-6c996f3e6f37"], -Cell[211080, 4001, 188550, 3354, 800, "Output",ExpressionUUID->"610d2102-e899-42e7-a3b1-478c48322909"] -}, Open ]], -Cell[399645, 7358, 129, 3, 30, "Input",ExpressionUUID->"30b01a55-6036-4348-b3d7-59a7dbd343c6"] -}, Open ]] -}, Open ]], -Cell[CellGroupData[{ -Cell[399823, 7367, 383, 10, 68, "Section",ExpressionUUID->"4d381939-f1c2-4239-aebd-1c56ef911004"], -Cell[CellGroupData[{ -Cell[400231, 7381, 152, 3, 54, "Subsection",ExpressionUUID->"4173814e-8f40-436f-aa37-fa4e9a83ebf3"], -Cell[400386, 7386, 1664, 32, 125, "Input",ExpressionUUID->"8c4d20d8-cd5c-470d-b1c0-1b195896be2e"] -}, Open ]], -Cell[CellGroupData[{ -Cell[402087, 7423, 271, 4, 54, "Subsection",ExpressionUUID->"b92d4152-88fc-4a15-885d-9c53f607c431"], -Cell[CellGroupData[{ -Cell[402383, 7431, 2957, 47, 73, "Input",ExpressionUUID->"06693319-f83f-4d2a-87db-bd4127a295f6"], -Cell[405343, 7480, 4395, 97, 242, "Output",ExpressionUUID->"52b58b6c-7c96-4a07-af40-0a6693b1b29c"] -}, Open ]] -}, Open ]], -Cell[CellGroupData[{ -Cell[409787, 7583, 152, 3, 54, "Subsection",ExpressionUUID->"950ca885-5a84-4caa-83a3-84eb506f39fa"], -Cell[409942, 7588, 2854, 53, 115, "Input",ExpressionUUID->"aeac8ccc-a308-4b9c-a5cb-691a78092e93"], -Cell[CellGroupData[{ -Cell[412821, 7645, 8170, 181, 283, "Input",ExpressionUUID->"bc0a04ab-bbe5-40d6-927a-42e602d61c66"], -Cell[420994, 7828, 188431, 3351, 784, "Output",ExpressionUUID->"01a9dde7-636a-4b74-b242-0327142a03b4"] -}, Open ]], -Cell[609440, 11182, 129, 3, 30, "Input",ExpressionUUID->"5c420dc0-ad3b-4845-96f6-c4f3ffcd5cd0"] -}, Open ]] -}, Open ]] -}, Open ]], -Cell[CellGroupData[{ -Cell[609630, 11192, 226, 4, 98, "Title",ExpressionUUID->"7d6da36e-1042-45d4-b7b5-f5cf571cf705"], -Cell[609859, 11198, 757, 13, 30, "Input",ExpressionUUID->"61b34d8b-17fa-4278-b0b6-f87c9aa8e262"] }, Closed]], Cell[CellGroupData[{ -Cell[610653, 11216, 231, 4, 72, "Title",ExpressionUUID->"4693a1f0-50ab-4b57-bedf-6481eb9aebe4"], -Cell[610887, 11222, 702, 12, 30, "Input",ExpressionUUID->"4cd3d45f-abb7-4dd2-a4db-8145d745d041"] +Cell[190020, 3540, 208, 4, 72, "Title",ExpressionUUID->"a3c99434-099a-47a2-ae91-43fe2a0bd611"], +Cell[CellGroupData[{ +Cell[190253, 3548, 334, 9, 68, "Section",ExpressionUUID->"3582cec0-8cc0-49ee-85c7-af0c9c8802c6"], +Cell[CellGroupData[{ +Cell[190612, 3561, 152, 3, 54, "Subsection",ExpressionUUID->"ae713e00-d7b7-4f29-994a-7b982f99f62c"], +Cell[190767, 3566, 1524, 29, 125, "Input",ExpressionUUID->"65b4ca92-5fd9-4a50-aced-2bc20fc7a9f7"] +}, Open ]], +Cell[CellGroupData[{ +Cell[192328, 3600, 271, 4, 54, "Subsection",ExpressionUUID->"d3ca108c-cab7-4f9f-8432-94cce9b429dc"], +Cell[CellGroupData[{ +Cell[192624, 3608, 2965, 48, 73, "Input",ExpressionUUID->"0bec3fce-e90f-4c21-b2c1-3c7b4c7cf7cb"], +Cell[195592, 3658, 4331, 95, 242, "Output",ExpressionUUID->"b004e96d-7f68-4eed-968c-b2df6067d158"] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[199972, 3759, 152, 3, 54, "Subsection",ExpressionUUID->"7f0c8ab8-6064-4aad-839b-aeabb7abaa47"], +Cell[200127, 3764, 2847, 53, 115, "Input",ExpressionUUID->"29710274-cf15-4806-b545-9188daf4d541"], +Cell[CellGroupData[{ +Cell[202999, 3821, 8186, 181, 283, "Input",ExpressionUUID->"c7a92e78-4c4f-4ac9-a443-6c996f3e6f37"], +Cell[211188, 4004, 189177, 3362, 700, "Output",ExpressionUUID->"6330aa9d-430d-43d6-8814-3b9635e54e8f"] +}, Open ]], +Cell[400380, 7369, 129, 3, 30, "Input",ExpressionUUID->"30b01a55-6036-4348-b3d7-59a7dbd343c6"] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[400558, 7378, 383, 10, 68, "Section",ExpressionUUID->"4d381939-f1c2-4239-aebd-1c56ef911004"], +Cell[CellGroupData[{ +Cell[400966, 7392, 152, 3, 54, "Subsection",ExpressionUUID->"4173814e-8f40-436f-aa37-fa4e9a83ebf3"], +Cell[401121, 7397, 1664, 32, 125, "Input",ExpressionUUID->"8c4d20d8-cd5c-470d-b1c0-1b195896be2e"] +}, Open ]], +Cell[CellGroupData[{ +Cell[402822, 7434, 271, 4, 54, "Subsection",ExpressionUUID->"b92d4152-88fc-4a15-885d-9c53f607c431"], +Cell[CellGroupData[{ +Cell[403118, 7442, 2982, 47, 73, "Input",ExpressionUUID->"06693319-f83f-4d2a-87db-bd4127a295f6"], +Cell[406103, 7491, 4423, 98, 242, "Output",ExpressionUUID->"8d405469-fee2-4627-8945-58af9e794045"] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[410575, 7595, 152, 3, 54, "Subsection",ExpressionUUID->"950ca885-5a84-4caa-83a3-84eb506f39fa"], +Cell[410730, 7600, 2950, 55, 115, "Input",ExpressionUUID->"aeac8ccc-a308-4b9c-a5cb-691a78092e93"], +Cell[CellGroupData[{ +Cell[413705, 7659, 8207, 182, 283, "Input",ExpressionUUID->"bc0a04ab-bbe5-40d6-927a-42e602d61c66"], +Cell[421915, 7843, 322044, 5541, 684, 188410, 3350, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"b6227bf5-59ef-40b1-9246-e5daeebeb0cb"] +}, Open ]], +Cell[743974, 13387, 129, 3, 30, "Input",ExpressionUUID->"5c420dc0-ad3b-4845-96f6-c4f3ffcd5cd0"] +}, Open ]] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[744164, 13397, 226, 4, 98, "Title",ExpressionUUID->"7d6da36e-1042-45d4-b7b5-f5cf571cf705"], +Cell[744393, 13403, 757, 13, 30, "Input",ExpressionUUID->"61b34d8b-17fa-4278-b0b6-f87c9aa8e262"] +}, Closed]], +Cell[CellGroupData[{ +Cell[745187, 13421, 231, 4, 72, "Title",ExpressionUUID->"4693a1f0-50ab-4b57-bedf-6481eb9aebe4"], +Cell[745421, 13427, 702, 12, 30, "Input",ExpressionUUID->"4cd3d45f-abb7-4dd2-a4db-8145d745d041"] }, Closed]] } ]