(* Content-type: application/vnd.wolfram.cdf.text *) (*** Wolfram CDF File ***) (* http://www.wolfram.com/cdf *) (* CreatedBy='Mathematica 12.1' *) (*************************************************************************) (* *) (* *) (* This file was created under the Wolfram Enterprise licensing terms. *) (* *) (* For additional information concerning CDF licensing see: *) (* *) (* www.wolfram.com/cdf/adopting-cdf/licensing-options.html *) (* *) (* *) (* *) (*************************************************************************) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 1064, 20] NotebookDataLength[ 242891, 4114] NotebookOptionsPosition[ 242105, 4083] NotebookOutlinePosition[ 242631, 4105] CellTagsIndexPosition[ 242588, 4102] WindowTitle->Examples for DW-NOMINATE for US Congress WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell["Basic Examples", "Subsection"], Cell["Retrieve the ResourceObject:", "Text", CellChangeTimes->{{3.6821849447840075`*^9, 3.682184951647694*^9}, { 3.6821850182913575`*^9, 3.6821850462121496`*^9}, {3.6821850885233803`*^9, 3.68218509051958*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ResourceObject", "[", "\"\\"", "]"}]], "Input", CellChangeTimes->{{3.6804517731799183`*^9, 3.6804517885604563`*^9}, { 3.6804527318597765`*^9, 3.6804527390684977`*^9}, 3.696089071458506*^9}], Cell[BoxData[ InterpretationBox[ RowBox[{ TagBox["ResourceObject", "SummaryHead"], "[", DynamicModuleBox[{Typeset`open$$ = False}, PanelBox[ PaneSelectorBox[{False->GridBox[{ { PaneBox[ ButtonBox[ DynamicBox[FEPrivate`FrontEndResource[ "FEBitmaps", "SquarePlusIconMedium"], ImageSizeCache->{12., {0., 12.}}], Appearance->None, ButtonFunction:>(Typeset`open$$ = True), Evaluator->Automatic, Method->"Preemptive"], Alignment->{Center, Center}, ImageSize-> Dynamic[{ Automatic, 3.5 CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification]}]], GraphicsBox[ {Thickness[0.011111111111111112`], {FaceForm[{RGBColor[0.648987, 0.648987, 0.648987], Opacity[1.]}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{3.789, 7.266}, {86.20700000000001, 7.266}, {86.20700000000001, 3.266}, { 3.789, 3.266}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{14.129, 54.07}, {19.878999999999998`, 54.07}, {19.878999999999998`, 15.57}, {14.129, 15.57}}}]}, {FaceForm[{RGBColor[0.274612, 0.618881, 0.810913], Opacity[1.]}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{24.129, 41.82}, {29.879, 41.82}, {29.879, 15.57}, {24.129, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 33.160000000000004`, 54.07}, {38.910000000000004`, 54.07}, { 38.910000000000004`, 15.57}, {33.160000000000004`, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{42.191, 31.781}, {47.941, 31.781}, {47.941, 15.569999999999997`}, { 42.191, 15.569999999999997`}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 51.223000000000006`, 46.875}, {56.973000000000006`, 46.875}, { 56.973000000000006`, 15.57}, {51.223000000000006`, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{60.254, 37.707}, {66.00399999999999, 37.707}, {66.00399999999999, 15.569999999999997`}, {60.254, 15.569999999999997`}}}]}, {FaceForm[{RGBColor[0.648987, 0.648987, 0.648987], Opacity[1.]}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 70.12899999999999, 54.07}, {75.87899999999999, 54.07}, { 75.87899999999999, 15.57}, {70.12899999999999, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 9.879000000000001, 60.547}, {24.129, 60.547}, {24.129, 56.547}, { 9.879000000000001, 56.547}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{9.871, 13.097999999999999`}, {80.121, 13.097999999999999`}, {80.121, 9.097999999999999}, {9.871, 9.097999999999999}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 65.87899999999999, 60.547}, {80.12899999999999, 60.547}, { 80.12899999999999, 56.547}, {65.87899999999999, 56.547}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}}, {{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{11.469000000000001`, 66.54700000000001}, {45., 82.418}, {78.398, 66.54700000000001}}, {{45., 86.73400000000001}, { 2.2230000000000003`, 66.54700000000001}, {2.2230000000000003`, 62.547}, {87.777, 62.547}, {87.777, 66.54700000000001}}}]}}, AspectRatio->1, Axes->False, Background->None, Frame->None, FrameTicks->None, ImageSize->{Automatic, Dynamic[ 3.5 CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification], ImageSizeCache -> {45., {0., 9.}}]}], GridBox[{ { RowBox[{ TagBox["\<\"Name: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ TemplateBox[{"\"DW-NOMINATE for US Congress\"", "\" \"", TagBox[ ButtonBox[ PaneSelectorBox[{ False -> "\"\[RightGuillemet]\"", True -> StyleBox["\"\[RightGuillemet]\"", {"HyperlinkActive"}]}, Dynamic[ CurrentValue["MouseOver"]], BaseStyle -> {"Hyperlink"}, FrameMargins -> 0, ImageSize -> Automatic], BaseStyle -> "Hyperlink", ButtonData -> { URL[ "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], None}, ButtonNote -> "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], Annotation[#, URL[ "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], "Hyperlink"]& ]}, "RowDefault"], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Type: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\<\"DataResource\"\>", "SummaryItem"]}]}, { TagBox[ DynamicModuleBox[{ResourceSystemClient`Private`len$$ = 1}, RowBox[{ TagBox["\<\"Description: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ ButtonBox[ DynamicBox[ToBoxes[ Replace[ ResourceSystemClient`Private`snipDots[ "Data on political ideology derived from roll call voting \ behavior in the U.S. Congress", ResourceSystemClient`Private`len$$], Except[ Blank[String]] -> Snippet[ "Data on political ideology derived from roll call voting \ behavior in the U.S. Congress", ResourceSystemClient`Private`len$$], {0}], StandardForm], ImageSizeCache->{381., {2., 8.}}], Appearance->None, BaseStyle->{}, ButtonFunction:>(ResourceSystemClient`Private`len$$ = Ceiling[ResourceSystemClient`Private`len$$ 1.5]), Evaluator->Automatic, Method->"Preemptive"], "SummaryItem"]}], DynamicModuleValues:>{}], "SummaryItem"]} }, AutoDelete->False, BaseStyle->{ ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}, GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings->{"Columns" -> {{2}}, "Rows" -> {{Automatic}}}]} }, AutoDelete->False, BaselinePosition->{1, 1}, GridBoxAlignment->{"Rows" -> {{Top}}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], True-> GridBox[{ { PaneBox[ ButtonBox[ DynamicBox[FEPrivate`FrontEndResource[ "FEBitmaps", "SquareMinusIconMedium"]], Appearance->None, ButtonFunction:>(Typeset`open$$ = False), Evaluator->Automatic, Method->"Preemptive"], Alignment->{Center, Center}, ImageSize-> Dynamic[{ Automatic, 3.5 CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification]}]], GraphicsBox[ {Thickness[0.011111111111111112`], {FaceForm[{RGBColor[0.648987, 0.648987, 0.648987], Opacity[1.]}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{3.789, 7.266}, {86.20700000000001, 7.266}, {86.20700000000001, 3.266}, { 3.789, 3.266}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{14.129, 54.07}, {19.878999999999998`, 54.07}, {19.878999999999998`, 15.57}, {14.129, 15.57}}}]}, {FaceForm[{RGBColor[0.274612, 0.618881, 0.810913], Opacity[1.]}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{24.129, 41.82}, {29.879, 41.82}, {29.879, 15.57}, {24.129, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 33.160000000000004`, 54.07}, {38.910000000000004`, 54.07}, { 38.910000000000004`, 15.57}, {33.160000000000004`, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{42.191, 31.781}, {47.941, 31.781}, {47.941, 15.569999999999997`}, { 42.191, 15.569999999999997`}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 51.223000000000006`, 46.875}, {56.973000000000006`, 46.875}, { 56.973000000000006`, 15.57}, {51.223000000000006`, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{60.254, 37.707}, {66.00399999999999, 37.707}, {66.00399999999999, 15.569999999999997`}, {60.254, 15.569999999999997`}}}]}, {FaceForm[{RGBColor[0.648987, 0.648987, 0.648987], Opacity[1.]}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 70.12899999999999, 54.07}, {75.87899999999999, 54.07}, { 75.87899999999999, 15.57}, {70.12899999999999, 15.57}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 9.879000000000001, 60.547}, {24.129, 60.547}, {24.129, 56.547}, { 9.879000000000001, 56.547}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{9.871, 13.097999999999999`}, {80.121, 13.097999999999999`}, {80.121, 9.097999999999999}, {9.871, 9.097999999999999}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{ 65.87899999999999, 60.547}, {80.12899999999999, 60.547}, { 80.12899999999999, 56.547}, {65.87899999999999, 56.547}}}], FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}}, {{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{11.469000000000001`, 66.54700000000001}, {45., 82.418}, {78.398, 66.54700000000001}}, {{45., 86.73400000000001}, { 2.2230000000000003`, 66.54700000000001}, {2.2230000000000003`, 62.547}, {87.777, 62.547}, {87.777, 66.54700000000001}}}]}}, AspectRatio->1, Axes->False, Background->None, Frame->None, FrameTicks->None, ImageSize->{Automatic, Dynamic[ 3.5 CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification], ImageSizeCache -> {45., {0., 9.}}]}], GridBox[{ { RowBox[{ TagBox["\<\"Name: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ TemplateBox[{"\"DW-NOMINATE for US Congress\"", "\" \"", TagBox[ ButtonBox[ PaneSelectorBox[{ False -> "\"\[RightGuillemet]\"", True -> StyleBox["\"\[RightGuillemet]\"", {"HyperlinkActive"}]}, Dynamic[ CurrentValue["MouseOver"]], BaseStyle -> {"Hyperlink"}, FrameMargins -> 0, ImageSize -> Automatic], BaseStyle -> "Hyperlink", ButtonData -> { URL[ "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], None}, ButtonNote -> "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], Annotation[#, URL[ "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], "Hyperlink"]& ]}, "RowDefault"], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Type: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\<\"DataResource\"\>", "SummaryItem"]}]}, { TagBox[ DynamicModuleBox[{ResourceSystemClient`Private`len$$ = 1}, RowBox[{ TagBox["\<\"Description: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ ButtonBox[ DynamicBox[ToBoxes[ Replace[ ResourceSystemClient`Private`snipDots[ "Data on political ideology derived from roll call voting \ behavior in the U.S. Congress", ResourceSystemClient`Private`len$$], Except[ Blank[String]] -> Snippet[ "Data on political ideology derived from roll call voting \ behavior in the U.S. Congress", ResourceSystemClient`Private`len$$], {0}], StandardForm]], Appearance->None, BaseStyle->{}, ButtonFunction:>(ResourceSystemClient`Private`len$$ = Ceiling[ResourceSystemClient`Private`len$$ 1.5]), Evaluator->Automatic, Method->"Preemptive"], "SummaryItem"]}], DynamicModuleValues:>{}], "SummaryItem"]}, { RowBox[{ TagBox["\<\"Categories: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ TagBox[ TemplateBox[{",", "\",\"", "\"Government\"", "\"Politics\""}, "RowWithSeparators"], Short], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"ContentTypes: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ TagBox[ TemplateBox[{",", "\",\"", "\"Numerical Data\""}, "RowWithSeparators"], Short], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Keywords: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ TagBox[ TemplateBox[{ ",", "\",\"", "\"politics\"", "\"congress\"", "\"senate\"", "\"voting\"", "\"political\"", "\"representatives\"", "\"washington\""}, "RowWithSeparators"], Short], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Documentation: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ TagBox[ ButtonBox[ PaneSelectorBox[{ False->"\<\"https://datarepository.wolframcloud.com/\ resources/DW-NOMINATE-for-US-Congress\"\>", True-> StyleBox["\<\"https://datarepository.wolframcloud.com/\ resources/DW-NOMINATE-for-US-Congress\"\>", "HyperlinkActive"]}, Dynamic[ CurrentValue["MouseOver"]], BaseStyle->{"Hyperlink"}, FrameMargins->0, ImageSize->Automatic], BaseStyle->"Hyperlink", ButtonData->{ URL[ "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], None}, ButtonNote-> "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], Annotation[#, URL[ "https://datarepository.wolframcloud.com/resources/DW-\ NOMINATE-for-US-Congress"], "Hyperlink"]& ], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Data Location: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ DynamicModuleBox[{DataResource`Private`typesetstorage$$ = DataResource`Private`typesetstorageLocation, DataResource`Private`info$$}, DynamicBox[ToBoxes[ DataResource`Private`info$$ = DataResource`Private`resourceInfo[ "54f6b3a6-add8-4f7f-af7a-3774fe52b504"]; If[ AssociationQ[DataResource`Private`info$$], DataResource`Private`typesetstorage$$[ Lookup[ DataResource`Private`info$$, "ContentElementLocations", None]], Missing["NotAvailable"]], StandardForm]], DynamicModuleValues:>{}], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"UUID: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\<\"54f6b3a6-add8-4f7f-af7a-3774fe52b504\"\>", "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Version: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\<\"1.0.0\"\>", "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Size: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"\\[LeftAssociation]", RowBox[{"\<\"Dataset\"\>", "\[Rule]", "130520592"}], "\\[RightAssociation]"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\<\"Elements: \"\>", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ TagBox[ TemplateBox[{",", "\",\"", "\"Dataset\"", "\"RawData\""}, "RowWithSeparators"], Short[#, 2]& ], "SummaryItem"]}]} }, AutoDelete->False, BaseStyle->{ ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}, GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings->{"Columns" -> {{2}}, "Rows" -> {{Automatic}}}]} }, AutoDelete->False, BaselinePosition->{1, 1}, GridBoxAlignment->{"Rows" -> {{Top}}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}]}, Dynamic[ Typeset`open$$], ImageSize->Automatic], BaselinePosition->Baseline], DynamicModuleValues:>{}], "]"}], ResourceObject[ Association[ "Name" -> "DW-NOMINATE for US Congress", "UUID" -> "54f6b3a6-add8-4f7f-af7a-3774fe52b504", "ResourceType" -> "DataResource", "Version" -> "1.0.0", "Description" -> "Data on political ideology derived from roll call voting behavior in the \ U.S. Congress", "ContentSize" -> Association["Dataset" -> 130520592], "ContentElements" -> {"Dataset", "RawData"}]], Editable->False, SelectWithContents->True, Selectable->False]], "Output", CellChangeTimes->{3.6960890282247543`*^9, 3.696089077391465*^9}, CellID->1299542425] }, Open ]], Cell["View the data:", "Text", CellChangeTimes->{{3.682184974529982*^9, 3.6821849772962584`*^9}, { 3.6821850234008684`*^9, 3.6821850240499334`*^9}, {3.6821850586563935`*^9, 3.6821850629428225`*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ResourceData", "[", "\"\\"", "]"}]], "Input", CellChangeTimes->{{3.6804518239459944`*^9, 3.680451854651065*^9}, 3.696089074524012*^9}, CellLabel->"In[1]:="], Cell[BoxData[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJzsnQe41ET79hcUQVFRQXj/iIAifoqivtgLCkhRFFGQLh2kSJFDB+lVuvTO oQlIR4rUly69NwWkChzhgGdFuvI97qNjSDbJZDfbZu/fxcV1NplMJnNPeWae zOSRGo1LfZra4/E0TUf/laresmBCQvXWpe+jH2UaNa1Xp1HtWu82ala7Tu2E V2rcRgdnpPJ4LlHQv/6++Q83btxISUlJSko6derUzwAAAAAAAAAAAAAAAAAA AABEK+zeunTpEhxbAAAAAAAAAAAAAAAAAAAAICZg9xb/fe7cuStXrvzxxx83 AQAAAAAAAAAAAAAAAAAAAIhWbty4wau3vF5vpNMCAAAAAAAAAAAAAAAAAAAA gD0pKSm8eivSCQEAAAAAAAAAAAAAAAAAAABAiqSkpJ9//vnKlSuRTggAAAAA AAAAAAAAAAAAAAAAUvAWhfj2FgAAAAAAAAAAAAAAAAAAAIgVfvYR6VQAAAAA AAAAAAAAAAAAAAAAIAs8XAAAAAAAAAAAAAAAAAAAACC2gIcLAAAAAAAAAAAA AAAAAAAAxBbwcAEAAAAAAAAAAAAAAAAAAIDYAh4uAAAAAAAAAAAAAAAAAAAA EFvAwwUAAAAAAAAAAAAAAAAAAABiC3i4AAAAAAAAAAAAAAAAAAAAQGwBDxcA AAAAAAAAAAAAAAAAAACILeDhAgAAAAAAAAAAAAAAAAAAALEFPFwAAAAAAAAA AAAAAAAAAAAgtoCHCwAAAAAAAAAAAAAAAAAAAMQW8HABAAAAAAAAAAAAAAAA AACA2AIeLgAAAAAAAAAAAAAAAAAAABBbuOXh+tNH8PEAAAAAAAAAAAAAAAAA AAAAYI1bHq6TJ09iLRgAAAAAAAAAAAAAAAAAAAAIA654uK5du7bLB/3hSqr+ BwAAAAAAAAAAAAAAAAAAAIAJrni4Tp48udMH/QEPFwAAAAAAAAAAAAAAAAAA AAgpwXu4rl69ukuDK8u4OG1eoBDQNLIg/wGIH1DfVQJqqgTUjF2gHYgVUFZV AmqqBNRUCaipElBTJaCmSjhVM3gPFy/gSvLh1jIulEn1gKaRBfkPQPyA+q4S UFMloGbsAu1ArICyqhJQUyWgpkpATZWAmioBNVUizB4uXsC1Z8+eP/7448aN G/SHK8u4UCbVA5pGFuQ/APED6rtKQE2VgJqxC7QDsQLKqkpATZWAmioBNVUC aqoE1FSJMHu4eAHXL7/8wj/dWsaFMqke0DSyIP8BiB9Q31UCaqoE1IxdoB2I FVBWVQJqqgTUVAmoqRJQUyWgpkqE08OlXcDFR+gPXsZFp+DhAlqgaWRB/gMQ P6C+qwTUVAmoGbtAOxAroKyqBNRUCaipElBTJaCmSkBNlQinh+vEiRPaBVyM K8u4UCbVA5pGFuQ/APED6rtKQE2VgJqxC7QDsQLKqkpATZWAmioBNVUCaqoE 1FSJsHm4eAHX3r17xQIuxpVlXCiT6gFNIwvyH4D4AfVdJaCmSkDN2AXagVgB ZVUloKZKQE2VgJoqATVVAmqqRNg8XH4XcDF0kE5RAHi4gACaRhbkPwDxA+q7 SkBNlYCasQu0A7ECyqpKQE2VgJoqATVVAmqqBNRUifB4uMwWcDF0kE4Fs4wL ZVI9oGlkQf4DED+gvqsE1FQJqBm7QDsQK6CsqgTUVAmoqRJQUyWgpkpATZUI j4fLYgEXE+QyLpRJ9YCmkQX5D0D8gPquElBTJaBm7ALtQKyAsqoSUFMloKZK QE2VgJoqATVVIgwerqtXr+7cudNsARcT5DIulEn1gKaRBfkPQPyA+q4SUFMl oGbsAu1ArICyqhJQUyWgpkpATZWAmioBNVUiDB4u2wVcTDDLuFAm1QOaRhbk PwDxA+q7SkBNlYCasQu0A7ECyqpKQE2VgJoqATVVAmqqBNRUiVB7uHgBF3H0 6NHjllAADhnAMi6USfWAppEF+Q9A/ID6rhJQUyWgZuwC7UCsgLKqElBTJaCm SkBNlYCaKgE1VSLUHq6zZ8/udAhdAg8XgKaRBfkPQPyA+q4SUFMloGbsAu1A rICyqhJQUyWgpkpATZWAmioBNVUi1B6u8IAyqR7QNLIg/wGIH1DfVQJqqgTU jF2gHYgVUFZVAmqqBNRUCaipElBTJaCmSsDDRZw/f/7XX38N+HIQCkLUzoRI 65SUlHPnzrkebQQJIP/VywQA4oSA21v0nlEIWm+ViM8xV6hL4+zZs5s3b965 c+eQ3iU+tQOxSDzYAOGp9dEA1IxOjh07lpyc7PQq9CPRBtknZDMHdi3UjDYi omYMtbRM+/btqb2dN29epBMSQtSum+vWrWvu4/Tp0y5GK1kw2rZtS8EWLFjg 4q2tiVsP14kTJzp27FiqVKknn3zydh85cuTInz9/ly5dDh8+7DAX45S6desW /IdVq1YZA5DlSacoWACR22o6ZMiQgga6du1qDCmp9cqVK7VRFSpU6N13361a teqgQYPMWgN66o8//viJJ5648847PR7P/fffnydPniJFilAydu7cqQ2pi5x4 5513ypQp06ZNm+3btwfwdLoICxcu/OGHH1auXLlZs2ZTp06lrtM6e22Rr1Py mbB///5du3YdP348yLS5FQ8AgHHUh6L3DJJjx47l9lG/fv1QxB8PrXdIzY+o QkZNbW4QZLpUq1atdevWq1evDl3CXO+IaYhUp04dakkyZcrEpfGZZ56pUKEC HQ94/sGMzz77jG7xwAMPuButDqfaqV2SQTQTDzaA31qvazxpaPbRRx99+umn ffr02b17t1lUX3zxBXfiO3bsCGmaExMTn3/+eRqKOroKakaJmsnJyRMnTqRe jPI2ffr0lODUqVNT9lasWJF6T8lIArABChUqVLRo0Q8++ICMzLlz5wY/JyDJ 6dOn6bkssjoMMYSIM2fOkGH8yiuv/Oc//yEd06RJkz179pdffpnq5vTp08+e PasNbGEdQc1oIJxqCmK0pWXuvvtuyqjPP/88sMst8jBsnakt8nWT+pTwJEmH mPtdsWKFRTC/kwxDhw71+Pjhhx9cTJKxYPgV9I477qBgLVq0cPHW1jhtadXw cE2ZMuX//u//PCbcdtttH374YXD5Ghf897//FZlWoEABY4CPP/6YTlGwACK3 1ZRqk1G78uXL64LJa/3NN9+YBbv33nv79++vjZYMDH46C/r16yfCW0ROlC1b Vmex2D6ddYSZM2dOSEigHjyAnGdk6pTTTKCRCB2hUUnAqXI3HgAAI9+HovcM HhrLcHbRiDUU8cdD6x1S8yOqkFFTmxs6Xn311RCNnV3siI8ePVqhQgWLopg9 e/bZs2cHfyNB9Hi44qckg2gmHmwAv7XeovEkChUq5Pet45o1a3KADRs2hC7B p06dev755+kuL774oqMLoWaUqDl58mSzxKRJk2batGkykQRpAxD58uU7cuSI Gw9kQ+/evfmOJ0+ejFQMoYDMjwcffNAihzNlyqQNb2EdQc2IE2Y1mdhtaZkg PVwWeRiezlQG+br57LPPhidJOsTc79SpUy2C+Z1kCJuHy6+g0enh0ra0Cni4 mjVrJh6naNGinTt3JhuDdKd69/LLL/PxO++8M+isVR9dF/ztt9/qAoTUw7Vp 06YJEya0bNmS7/7pp5/ST90bsI60Fu1G8eLFGzduXK9evTJlyuTOnVvEMHz4 cBFz1apV+eBdd91VuHBhinnixInt27enS3LmzMmntJsn6CJv1KgRxfDGG2+k SpWKj9OFjp5OF2HdunUptwsUKJAhQwaR4LfffjvgrX5k6pTTTIi2OVIAACPZ h6L3dAUa6xX20aFDh1DEHw+td0jNj6hC3kqnvBXWBVVPHlAQzzzzTCimF9yS 8sCBA2K2IVOmTA0aNBg2bBg1LJ06dSIR+S660hg80enhUrskg2gmHmwAC5+I aDyrVKlCo6q8efOKx0yTJs2cOXN0UfXr14878X379rmezh07dvTt27d+/fo5 cuTgNITIwwU1mdCpyR6utGnTVqhQoVevXlOnTm3RosVTTz3Fibn//vt//PFH 20jk+5GMGTM28UGPX7t2bXp2XjjmMXl9wnWU9ImsXr06Xbp0nKrcuXPXrFlz zJgxgwYNohpasGDB22+/3VhNXPFwQc1QEH41vTHe0jKh83CFtDM1IrpX4yll PFx+JxnC5uHyKyg8XIEh7+Fav379bbfdRg+SIUMGatOMAaZPn04mZZS3M1EC F4w333yT+9znn39eFyCkHi5m4cKFXDKNajrV2qzdGDZsGB+nWsy75u7evZuP 5MmT5+jRo7poL1y4MHjw4KxZs/r1cOkiX7NmjfBJGaOyeDqzCM+ePTt+/Hjh mCtZsmRgO/3a5n8AmRBtc6QAAEamvUXvGSvEQ+sdUvMjqgh4zHXkyBF+/5/o 0qWL6wlzS8oPP/yQE/nuu+8al5sdO3asWrVqHtU9XPFQkkE0Ew82gIVPxDhh tXXrVg7v8b0HsnTp0rClc8iQIZ5bCYWHC2qGAbpR48aNDx48qDsu3nIfMWKE bSTBzLvSrR966CE6dccdd+j2XgsFSvpEhIkycOBA49kdO3ZQH02FSnvQFQ8X 1AwF4Vcz1ltaJnQerjAjulfjKWU8XH4Jm4fLL9Hs4eLxV0x7uFJSUoSv/Ouv vzYLlpSU1LdvX+2R8+fPT5o0qVmzZsWLF69UqVLPnj39LqWkhmv48OHff/89 /b1gwYI2bdpQ+AoVKnTr1s3sQ06UpClTppD9U6RIkffff79Vq1a7d+8ePXo0 xbNt2za/MRM7d+6cMGHCuHHj9uzZo41t0aJFnTt3LlOmzHvvvZeQkDB58mS/ N6WOZtCgQY0aNaJ2vnr16h06dJgzZ86FCxd0wRYvXtyxY8fKlSuXLl2aUvjV V18dOHBAG4ALBvUFVGI5V3V3NA7MV69eTQ8yceJEvwnTEqSHKwCtLdqNKlWq 8KmNGzfSz5EjR/JP7aouHb/88ot2FblF5O3bt+dTxv0KAvBwMWQFPfbYYxwg sN1ibfPfUSZs376dgvFrMwULFhyugY00+v/bb7+lmtKgQYNy5cqVKFGCCl6n Tp327t2rjdA2HoFkXQAAeCXqO3pPxq3eMzExkVK1bt063YUBZJeReGi9AzA/ JNPJaHN41qxZpMi7775LulM3LbYU3rx585dfflm2bFmKqmXLlhZ7yAfTHwUz 5tq/fz9nTsmSJfkI1RF6NMo0Kr10kHKgadOmVKONb8LQ01EOUFHhn2fOnPnu u+/o54wZM6ylpKejP8zGX2wEErzAnPKWU0iJt3gbZ9myZUuWLNEekawpDFX2 3r17k+gkYu3atcePH0//e0w8XFTshw0bRiPxYsWKke3XvXt3XVshj7x28VCS QTQTcRuA2bp1K1VVKs9USps0aUI9tXEnCoumSRtMstZbT1hRLeNHzpAhg/aj yVu2bOE0aFstt+ra2rVrm/5D1qxZPSHwcEHNsKnpF7L9OCXUhtsGDnLelTKN 76WzQr1yAskHnjhxInUNfK9+/foJq0D7yRhrE9o2Bmt7PjDzhq4dMGAABaZx RLt27aj26QJnzJiR0pMjRw6znPH6bC3+Q2cdGUNCzbhSM5xjZ68hDyVbVxm7 zujIcGvo57f5ZZz2IIcPHx48eHC1atXeeecdKpb0sMYHEd2r8ZTrHi75Kik5 oSHv4TJOMph5uKjCcikijh07pj0lMxoyFgy/gmo9XJKTPI6MDSNOx18x7eGi ATKLmz9/fvksojL20ksveW7ltttu69ixo64ysnzly5cvWrSoLvyjjz5q/NIi NaFvvvmmxwSqFLqYKf/nz5+fK1cuEUYsPzx+/DiZWMZIChQooOsER4wYIXZ9 0ZIpUyZR5qmEUxYZw6RKlUrbJoiCQX0cx/n4449r5/qMA/N69ep5fCuvbbM9 SA9XAFpbtBv9+/fnU9Q60U/qhvgn9Z7BRy7aHGqWJZ/OOkKGShe/6nP77bcH sGOzbf47ygSybczKOZc66iX9nqWK1rBhQ/l4vE7qAgCAsa3v6D29rvaeft96 Ciy7jNkeD613AOaHZDq1OUyJeeutt3ThabRC4zJSM3Xq1Nrj99xzz7x583Tx BN8fBTnm4g0Ac+fOzT9fffVVv5lA430aJ2ovpFLHp06cOPHpp5+Kh02TJo21 lDTOpT8ovF+HS548eehszpw5uUhTPvCFZO3I5AYjX1MIGiRydTNi9HBNmzbN +IEGunzQoEHyyRM4GmEpX5JBNBNxG4Do1auX2FtV8Mwzz2zZskUbzKJpEmHk a73thFXr1q35Qq0zQvhKfvnlF3HQrbqm5Y033vCEwMMFNSOipmDTpk18icya iCBtgEKFCnk0NoBAUiD5wGQJ+9WoatWqHMDWhLaNwdqeD8C8adu2bdq0abWB qeANHTpUG5h9IunTp9cWDzN01pExANSMKzXDM3Y2y0Pb1lXerjMOWt0a+vlt fr3Oe5D+/fvfd999uvBUJOSz3V0Pl3yVlJ/QkPdwGfXy6+Gi4iTc0OXKldMO PSRHQ8YbWfSn8pM8To0NYw44HX/FtIeLROEssnCj66BHFvq+9tprjRs3JsMm S5YsfCQhIUEbWFeSn3jiCbKL7r//fv5JGagNTLo/8sgjfIr+oHJVpUoVrZrG OTpjzeUW7Pz58zxp4PFt80Lqd+rUqUiRInzk7bffFvFQS8tLZe+9914qY/Q4 JUuWFMkQbzQVLlyYj1C01apVq127NnU07H+nltBYMOjvrl278iXariSCHq4A tLZoN7p3786nePtu6keEcJIv91pELuxtilby6awjFFAXw2Go2ZdJpBbb/HeU CVOmTKEixB8dy5w586saeI8s7iipnNORChUqUEdcvHjxO++8k28hmlPbeOTr AgBAYFvf0Xu623sabcKAs8uY8/HQegdgfkim05jDNCqk4Qxdddddd/ERUTJp CF+wYEHxtRQqtykpKSISV/qjIMdcVFzp1Msvv8w/edKAEkzPXqtWLSpjjz/+ OKeHRsdJSUniQjFs5EUEAhoaW0sphr3NmjXTJea7777jUzQC4iP86e2nn35a JisYRzVl7NixQkRqIj755JP3339fTMvoZkfHjRvHx+mhyHyiQVOjRo1E4AA2 tnI0wvKqXpJBNBNxG4BKlKiVFStWpM5RuL+pEdPuX2rRNHEAR7XedsKKnkI0 C+KgxRxOkHVNR4g8XFAzImoKBg4cyOFl3p0I2Aa4cOGCeJ2JFNGekhdIPvB7 772XPXt2Pv7CCy8Iq4D6Na+cCW0dg9fOng/AvGEyZsxITyS2viG0K5WotPNB mVfCdNaRMQDUjCs1wzN2NstD69bVkV1n5uEKfujnt/kNoAcRZ9966y0aU/BP arp1/lALXPRwyaff0YSGux4u6qqoP+WD5cuX13qO5EdDjjxcAutJngCMDWMO OB1/xbSHq0GDBpw58qW9SZMmfEmfPn3EwZ9++onLHumlnR0S8lFNFx8PPXLk CLfJVLu1Wrds2ZID169fPzk5WRzfsmWLsUiLmMm4ImVnz55N96VH5hXx7H+h +CdNmqRNvKj1FJ6PUAnhyqVzzVOVyZcvHz/Lvn37+CoqzNow9NSUgdot77QF gx6N289s2bKJHYci6OEKQGuzduPcuXNUE/kUZQIdIb3EEeomqHNv37799OnT jVtt20ZOl3CLQXX5zJkzkk9nEaEW0UBRtktmgsA2/wPIBItteKm9nTx58qlT p7QHd+3axU0cNYOS8cjXBQCAwLa+o/d0t/c02oQBZ5cx5+Oh9Q7A/HCUTpHD VatWFYugN27cKCa4aIg9d+5cPk7jAhrd8/E1a9YE9kRmBDPmGj16NN+oVq1a fGTatGm82bIWGj5wsMWLFxsT6fENMQYPHkwXbtu2TbyjbiElV1vKWN2OHKVK leKaePz4ca9msvGjjz6yzQeBfE0hm4oLBiVVu0aMxvX82qp2dpQKBrvbXn/9 dU6eiJkjofjlE8k4HWGpXZJBNBNZG+Dw4cP33HOPx+fs1vawI0aM4BiqV68u Dlo3TY5qvVduwkp82li0DNZzOMHUNR0h8nBBzYioyVDbztPvadOm5VkFa+T7 kfTp0xf1Ubhw4ZdffllMEuq+YulIIEeBLb67JGNCW8fgtbPnAzBvyBLWLrsT LqQSJUqIg2PGjBFFNEeOHGTJUyldtWqVxZewXPkOF9RUQM2wjZ395qF16+rI rjMOWt0a+hmb38B6kIceemjChAnCTUO5x8d1DhEL3PJwOUq/owkNdz1clAw+ UqFCBa17y9FoyKmHS2aSJwBjw5gDofNw7QyCEHm4eGUcZaPFzrRaKBgvd6Vm QXdq9erVnPna2sryGTdVFlqLlYkpKSlcJJ566ind2z5iyG+coyMT1/i6NZVJ fke3du3aulNkAWbOnJlOic2RqKx6fAahRQ4sWLCAEyBesjVDWzAIajn5wh49 evCRCHq4nGrtNWk3qEviJeFEmTJlxPG1a9eKV1O0UN0vX778t99+axY5dbhb t26lLob6F2qWuc2ndBq3KLR4OrPU6qCqxGHENzjkkcl/p5kQwIcm+RPzugJj Fo+jugAAENjWd/Se7vaeOpvQrexi4qH1DsD8cJROsxx+5513PP52OBHL4sQO 9m71R4GNuWig1KtXL7b806RJY5wo0ELDDWGfiINi2Dhw4EC/L6VbFAkxtBw7 dqz2LrfffrtHM7ij5+JgxtVeZjiqKWJ/aaN9RWE8t86OclNDuhv33OPHodbP 6bfdnY6wvEqXZBDNRNYGaNOmDR8x7mVRvHhxj+9NbH7f22vXNDmq9V65CSvx 7RvRkFrM4QRT14yEyMMFNSOiJiM+7S1pUMn3I2ZkyJAhISFB7EDlSCBHgS08 GjImtHUMXkt73gxr88aYGE4nVQ3tKiGevNJB9szzzz/ftWtXo5vSFQ8X1DQS c2qGZ+xslocWratTu87v1vp+cTT08/prfgPrQX7++WfdU/DStlKlStmmmXHL wyWffqcTGi56uOrWrcs/K1WqpNv3z9FoyJGHS2aSJzBjw5gDceXh4oaOBvsW 37PWIvynfr0PVBo9t67i1H5GTYsokOIFpL179xqbaMZijs4Ys9fnLufwzZo1 m2mAX1US78e2bduWA1MVW7x4sd98oF6A31DKlClT9+7dLT7hpBuYU2/Lt6Nm jduZCHq4nGrt1chET/HKK6+Qvtplvzly5NBlBSnVrl27vHnzevxRokQJbWMr IjeSPXv2RYsWOXo6r1wrR920SIxkJggk899RJtjOkfI3Iqm3fffdd/Ply5cz Z04uimR4aIOZxeOoLgAABLb1Hb2nu72nziZ0K7uYeGi9AzA/HKXTLIfr1KlD x++8807dcRpdcvoHDBgQ2BOZIW+lp0uXjkwXGuo+/PDD7EtixJ4wDA2jNm7c SOOUcuXKFShQgAqA2MCkffv2IpgYNppVeYsiQRJwCX/11VfFQTESEfOKwiMs /0lTRzWlZs2aHt90kPbFSMY4O1qhQgU6QllnFOuLL77gm8q/hcsE4OFSuCSD aCayNgCv7nzooYeMISdPnszxLFu2jI9YN02Oar1XbsJKuCS+//57PmIxhxNM XTMSIg8X1IyIml7N7lXU88p8CcjrpB+hXiPhHxo3bky5R6KILxOJl10dCeQo sIVHQ8aEto7Ba2f6et0wb8T7OVu3btUenz9/fpkyZfx+D+6+++6bNm2aNrAr Hi6oqYCakRo7MxY549SuM/NwBTn08/prft3qQbgeUR/qN3OMuOXhkk+/0wkN tzxcYi3kJ598Ysw3R6MhRx4umUket4yNUHu4rGM2ElIPF7uVCcmEURPH4f1+ OZTqssf3vWxxxEw+8ekBGs7zESokfGTWrFm6wE7n6ERUFohJBio22nkPKpbU 9rZq1Uo3EVepUiXt5bly5SpdurQxqbqBOTFhwgS+pHXr1t6Iericau01d0Kl Tp2a2uTTp0+bXUi5R31l9+7dqbvUflhTuyeVhYdr+vTpTp/OK9fKzZkzh8OQ XSSZCQLJ/BfIZIJFB0cNLBVv3qfXiGRH6aguAAAEtvUdvae7vafOJnQru5h4 aL0DMD8cpdMsh3nzBOPsFuUhxyO+eulWfxTMG780StW9P0PFWHzLwIhbHi6i Vq1afDnPIp4/f553vdB+blu8jlu+fHnbfGAc1RSeHPY7FDXOjr7wwgu2ehnX NloTgIfLq25JBtFMZG2A5557jn6+8sorxpDird0RI0bwEeumyVGt98pNWL38 8st8R/H5DEdzOPJ1zexxXPdwQc2IqNmzZ08OQ3kltoqyJch5171794qNGbkL cySQo8AWHg1JEzoYn4gr5s2UKVP4lNiCUgtZMhs3bhw7dmyjRo34Q1EMlQfK ZxHMFQ8X1FRAzUiNnRmLnHFq1xkdGa4M/bz+ml+3epA333zT49tqz2/mGHHL wyWffqcTGq54uHiLUY/Pg+m323U0GgrSw2Wc5HHL2IgrDxfvOOqx9CloGTZs GIdfuXKl8Sz7DbXGlZl8S5Ys0cknPpxKp3SBnc7RiRJLNtt7JjRv3lyEp7Ik rDsBlU8eSjNU4AcMGCA+ACegC8UrT15/A/OUlBQ+SBFSNxdBD5dTrb2adoOU bdOmzRdffDF8+PClS5eKlbAyJCUliW+Fk2qi6RCRjx49+riPUaNG8REqQtu2 bXP0dF65Vq5z584cxnbLLCNO50i1mGWCRQfHtcnjsysqVapEl5NZQpnPtoFk R+m0LgAAGNv6jt7T62rvqbMJ3couJh5a7wDMD0fpNMvhpk2bevzNbpGdwJGL 2S23+iN5Kz1TpkxtfPTo0YMshK1bt9L4XRuMxlbinVW6hIofFTwa+K9Zs4YP uujh2rhxI1/OL9gIr41uByfeJiVfvny2+cA4qimPPvoo/SxUqJAxpHF29OGH H/b4Xt81E4uw3uzRSGAeLlVLMohmImsD8Ja5xYoVM4YUL/SKLzJYN02Oar1X YsKK7pI+fXoKc88994h9hBzN4cjXNSMh8nBBzfCrKYbkOXLk2L17t1kKjQQ/ 7yrmUbmhdiSQo8DWHg0ZEzpgn4hb5s3UqVP5lF+fiA6KnKwXY/yh83B5oWZM qRmpsTNjkTNO7TqjI8OVoZ/XX/PrVg9SsGBBTyQ8XPLpdzqh4YqHS5A7d26/ W804Gg0F6eEyTvK4ZWzElYdLdAraT7xZIPwLVGeNZ9k1/PTTT4sj8vKJIxMn TtQFdjpHt2jRIotEmrFnz57Ro0fXr19fu0ORLjFUMilyMsk++OADnoUgnnzy SRHAODAnqBPhkNSOmXm4KDbbFAbp4XKqtddJu2GLyFXxjpbfyMkM4IO5cuXy 28gE4+E6f/482x6pUqXSvosiSTBzpIwxE7iDo1KnC0llPnXq1HTqhRdeEN8f ZHghvN+O0hhPYHUBAGBb39F7ClzpPXU2oVvZxcRD6+3U/HCazuBnt9zqj9wa c3k1H+keMmSI7hS/hxmAh8sopYDnZtOnT0+jBv6bxk3i4xEMvytIuS054+eo pvBLuZLv/+fPn9/j2zlKJhmSBObh8ipakkE0E1kbgNuHZ555xhhSvOL79ddf 8xHrpslRrfdKNJ4zZszg21WpUkUcjHUPF9QMp5opKSkNGjTgs3ny5NG127YE bwNs376d716tWjWvQ4EcBRYejRMnTpgl1dqEto7BwvR1y7wZOHAgn9qxY4fZ I2gRq4SqVq0qDlpYR1BTEA9qRmrszFjkjFO7TjdodWvo5/XX/LrVg0TKwyWf fqcTGq54uNKkSVOsWDH++7nnntN9v8zrcDTkuofLLWMjrjxcZH5kyJDB45vz X716tUVI3l7ywIEDnMnaFxKY5OTkBx980KPZCNfrRD6xN4u2CWWcztGJby1R d2Dz/CaId2tr1aplFubUqVNi0aL4CKPfgbn3n+JHaWYPi9bDxX0W5b/thrRB ericau110m5QEbXePZtdzHRr0aebRc5zFx7fWmDjR8yD8XBVrFiRA/h1bdti m/8BZAJ3cMYtE4VFYXxMi47SGE/wdQGA+MS2vqP39EvAvafOJnQru5h4aL2d mh9O0xn87JZb/ZGLHi4aBXh8r+0ZTwXs4bLYA1lbO/iPzp0768K0bNmST733 3nsWKadxx/79+70Oa0q5cuU8vnf1jaXdODvKiSTdHS3btyZgD5dXxZIMopnI 2gD8aaT06dNTd6kL/OWXX3I84p1h66bJUa332jWe69ato6j4dtr8iXUPF9QM m5o0tBcjfWrMjx8/7jdtFgRvA8ybN0/bBTsSyFFg8dkjsQOkNUYT2joGC9PX LfOmfPnyHs0OBvT/li1bLB5BLMpo2LChOGhhHUFNQTyoGamxM2ORM07tOt2g 1a2hn9df8+tWDxIpD5d8+p1OaLji4WLPkdirMH/+/Lr5Z0ejIdc9XIEZG8aE hdrDFRgh8nARAwYM4Hx78skn/bZyR44cqVSp0l133eX1vXWTM2dOj29XvTNn zmiDDR48mOOhsioOysvn/af1JhtJuzKRhvBly5Y1FmnrFoy35E2TJo12EyQB tZniFoMGDTKuFaI2gXfTrVOnDv2kSPyupRWfleR5Bq/5wHzFihUeDVoPl+js dN+GMBKkh8vrUGuvk3ajbt262bJlGzVqlNjiQMuOHTt4iyrtWxZmkVP1F5Of ZcqUkX86i9SSIVG7dm0+e++99wawgMsrkf8BZAIJQUfeeustXeCRI0cay7zX Ny4oUaKEx9BRmsXjdVIXAAACmfYWvaeLvafOJnQru5h4aL2dmh9O0+nK7JYr /ZGLHq5HHnmEgmXOnFm3e+GqVas48Y48XBZSMuLbW0y6dOmMw6WkpCQu+QTd 0e+9aDiWNWtWnsxxVFO6dOnCR3QfLKZRJ498tbOj48aN48ClS5c2poEGVsOH Dzd7UjOC8XCpV5JBNBNZG4AqFx+hOqsNSW1Ijhw5uNUSkzDWTZOjWu81bzwp /XPnzv3Pf/7Dsem2V4p1D5cXamoInZqUh2Intw8//ND6zSIzgrQBfv75Z/5Y CfHdd995HQrkKPDEiRM58OLFi3XJkDGhrWPwWpq+rpg3mzZt4pUpxYsX5yPH jh2jn+XKldu3b5/xpt5/9ibyaBaVeC2tI6gpiBM1IzJ2ZqxbV0d2nW7Q6uLQ z9j8utWDRMrD5Sj9jiY0XPFw8d4sFy5ceO+99/gIVRDt9hqORkOue7gCMzaM 6Qy1h8upryrUHi7Kt5deeolzg4bbX3zxxbJly8hS2rNnDw2iW7VqxV5mYbqI FxLIvOQlaVQ+R4wYQQE8vi+dnTt3LgD5vJq9YemqYsWKVa9e/dVXX02bNq3n H+Tn6MRS0/vuu69Xr178psTBgwepIlSpUoWa95YtW3LIxx577J577qGn3rhx Ixfm3bt3s7Xm+eezd2PGjOEGYcaMGdx/UQGjW3B5y549u2hDzAbmBLdvjNbD JZL6+OOPL1269NChQ3PmzDF6rr0SJZNy/sSJE+KDdAMHDqSf2trkVGtHHi4O SWZG586dZ8+eTQ9Ct96xY0fXrl2zZMnCZ7VrTi0ip2uzZcvGZ4XEtk8nIqQH oTykkEOGDKHEkAktvv6ZPn16EtH6WcyQmSN1mgnUhNIRKpDUM1KhOn78OCWb GvkNGzZwYCpjY8eO/emnn8gGoHaMN2D3GDpKs3i8TuoCAEAg04ei93Sx9zTa hK5kFxMPrbdT88NpOl2Z3XKlP3LRw/XBBx9weurUqUNx0mB/3rx5NWrUEJ+K duThspBS0KZNG6FF5cqV/caj/eD1yy+/TI3Jrl27qGFZvnw5WT78WWGPZv2X fE0hq4nf2Cc1SReqsDSQ79OnT9asWTkG3ewojb75eOHChVeuXEnx0FBuzZo1 /fr1y5UrFx336xG2IBgPl1e5kgyimcjaANTIPPXUU1x6qbrx8QMHDogqOWjQ IJEM66bJaa3nCkiJoZEUdYWJiYkUOCEhQVQoomjRorqWLaQeLsqlE//A/hHq qcUR3UavfoGaUaIm3YsP5s2bl8zCmf6wXSAj34/Qg3/rg3r2r7/+esiQIWTs ZcqUidPw3nvvcRfmSCBHgdeuXcsHySangkQlZNOmTZx4GRPaOgYLUbyBmjdk hFNfT4H37t07dOhQ6uD4ScXn0dknQtAQo1atWsOHD1+3bh2VH7Lw58+fL/ro fPnyaQuVsI6gJtSMyNhZlzN+W1dHdp1u0Ori0M/Y/LrVg/j1cInu1Zgh8nUz W7Zs40ygGuEo/Y4mNMTcb8OGDf3effz48dws2Hq4vL5FFpQ5fLBixYraAY78 aMh1D5c3IGMjGDXV8HB5fUsCS5Ys6bGEiq4Irw1MPYsodXfddReZT9qYHcnn 1XyGScvbb7/Nf2htJOsWjKAWUjT7Hl/TrY1TO0enDcPvaTPUDvCbEjxHJ3jw wQf5FQiPr2nS7oppMTDfvHmzuErr4SJEbdJijMFW0yZNmhjjqVChgjaMI63l PVz169e3jtNjWFxpHfn69ev507fEsGHDZJ5ORGgG9acUrfWDWGCb/wFkAtlp xjDc0lrLpOsoLeLxStcFAIBAsg9F7ynCBNl7Gm1CV7KLiYfWOwDzw1E63Zqr DL4/ctHDRcMT8QKMljRp0vAfjjxc1lIyNFgWd1y3bp1ZwkaNGiXmbczQvsMv X1PEEgC/6GZHafShnQilUqTLrjB7uBQrySCaibgNQH29+GYltUiZM2cWF1LP rm2FbJsmR7WeK6AZlCQq28YbhdTDZfwivJbExES/T60Favol/Gr6nfHQYSuo fD9iQaFChbRbZskL5DQwfzpNC7/GLGNCW8dgIYo3UPPGCHVzPXv2FCGPHz9u FlLw8MMP69YECesIakJNbyTGzrqcMWtd5e0646DVraGf3+bXlR7Er4dLdK/G 3HClblIH4Sj9XicTGrZzv0RycrJfvYweLq/vHRLxBT3t0mb50VAoPFxe58aG Uak49HAx06dPp+dKly6dVi/K/zfffHPYsGG6heS9e/dmBQXPP//81q1bdXFy bNRc6I4vW7aMrzJuzbdw4cIGDRq88cYbhQsXbtiw4Zw5c6jgcWAqxrYxa1m9 ejX1I7oSmDVrVopfvL0wefJkupEYMjMZMmSgmEVfSe1wkyZNxPtRgvz58/OC aAFlAh0vW7as3/R88sknIq+0xw8cOMBtjoCSbbzcVtOEhASPgYoVKxpDSmot vj+rzXm/UOtBgelevLmuFsr/IkWKrF27VneJbeRTp07lXoZiWLVqle3TiQgF ZG8/+OCDL7zwQt26df2uOHaEbf4HkAlEv379xC7oHPLQoUNeXxvLuyULqDug cQ03+ySWZDyMTF0AAAgc9aHoPQUB955s+lI7r0tJkNnFxEPrHYD54SidZjnc vHlzj79Nv8XA+auvvtKdCrI/kqmbnBu6t4n8Mm3aNLFTk8c3/KdSvWHDhttu u83j2ydQhOzcubPH7qup1lJ6fftg8K7pfs08LceOHatZs6Z2V0OGRv1k0lAK deEla4rXt52Odth+33339e3bl7/hkjFjRl3gs2fPtm3bll+pFVCtL1SoEA0P rR/BiLx28VCSQTQTcRuA2LNnz2uvvaYNSeMa4+alMk2TfK3nCqhtxKh3zpUr 1zvvvENVXrdJjqBHjx4cXvuqv1t1jfLQY8748ePNnloANaNETbL9LKRkJkyY YPbgjHw/ooM63+eee65kyZJkLRsvkRTIaWAKWaBAAW1I3rNOxoS2jsFrZ/rK mzdiVly77w2RJ08eY17t3buXule/M9t0u65du/rdfJKtI+NxqBlvagrCOXZm ZFpXSbvOOGh1a+jnt/n1utGDsJOIGmHtQdG9GrMi4LqphToIR+lnJCc0jHO/ Rti/bNRLbOh38OBB7a1JBd4UlOjVq5c4LjkaMt7IUX9qMcnjyNgwHnQ6/lLG w8WkpKRQtvBi9rVr11rskEwFknJ10qRJ8+fPd/E71EaEm5u/OegUKtiUzpkz Z65YsUJ81F5HcnLy9u3b5/qg5ku73FXLkSNHVq5cSV0M5a1xu91goGynBEyZ MoWy/dixY37DBKypxU0ltXYEpZ86XIqTMnPXrl0y20fEBI7y31EmUPHbsmUL NWUbN27UlT0SaOrUqWQ4UcGzzUmLeBiZugAA8AbU3qL3DFHvGXx2ofW2wFE6 XSTgJ3LdFkpKSlq+fPnYsWPnzZv3448/BhmbtZSJiYlcJWVmZZlTp06tWrWK NFqyZInZtxIY+ZpCCaM8pDRQUi1G+loowqVLl1L7Rrcwq+a2uK6dlpgrySCa iR4b4MSJE9SeTJgwgfrxYAp2ALVeGaCmSoS0H3EkkHxgsnupA6U+QmdjSJrQ FjFYI2neaNd9nD59etOmTWRv+N24TAuldufOnQsXLpwyZQpZKbbheTGFDqgp /zhKqhmFY2dvEHadu0M/I271IDKEom4GnP4gJzRcxJXRUGAEUwWcqqmYhyuy GMWiho5f+HnggQd0vux4I0Y1VQbkPwDxQ8zVd/SeFsScmsCCmFaTX5DLmjWr 7nPhcUJMawfiCpRVlYCaKgE1Xcd297bQATVdB2oCV4iUmpjQCAXwcEUQj+/r sfXr1+/Vq9eIESPatGmTO3dubqX79OkT6dRFmBjVVBmQ/wDEDzFX39F7WhBz agILYldNsb96u3btIp2WyBC72oF4A2VVJaCmSkBN14FPRCWgJnCFSKmJCY1Q AA9XBPG3feZflClTJj7fd9USo5oqA/IfgPgh5uo7ek8LYk5NYEHsqlmiRAmP bzf+uN3LLna1A/EGyqpKQE2VgJquA5+ISkBN4AoR9HBhQsN14OGKIK1atSpS pMhjjz32wAMPZMyY8cUXXyxXrty3334b6XRFBTGqqTIg/wGIH2KuvqP3tCDm 1AQWxKiap0+ffuqpp5588smGDRtGOi0RI0a1A3EIyqpKQE2VgJquM2TIEDJO yERJSUkJ862hputATeAKkVITExqhAB4uEJ1A08iC/AcgfkB9VwmoqRJQM3aB diBWQFlVCaipElBTJaCmSkBNlYCaKgEPF4hOoGlkQf4DED+gvqsE1FQJqBm7 QDsQK6CsqgTUVAmoqRJQUyWgpkpATZWAhwtEJ9A0siD/AYgfUN9VAmqqBNSM XaAdiBVQVlUCaqoE1FQJqKkSUFMloKZKwMMFohNoGlmQ/wDED6jvKgE1VQJq xi7QDsQKKKsqATVVAmqqBNRUCaipElBTJeDhAtEJNI0syH8A4gfUd5WAmioB NWMXaAdiBZRVlYCaKgE1VQJqqgTUVAmoqRLwcIHoBJpGFuQ/APED6rtKQE2V gJqxC7QDsQLKqkpATZWAmioBNVUCaqoE1FQJeLhAdAJNIwvyH4D4AfVdJaCm SkDN2AXagVgBZVUloKZKQE2VgJoqATVVAmqqBDxcIDqBppEF+Q9A/ID6rhJQ UyWgZuwC7UCsgLKqElBTJaCmSkBNlYCaKgE1VQIeLhCdQNPIgvwHIH5AfVcJ qKkSUDN2gXYgVkBZVQmoqRJQUyWgpkpATZWAmioBDxeITqBpZEH+AxA/oL6r BNRUCagZu0A7ECugrKoE1FQJqKkSUFMloKZKQE2VgIcLRCfQNLIg/wGIH1Df VQJqqgTUjF2gHYgVUFZVAmqqBNRUCaipElBTJaCmSqjk4QIAAAAAAAAAAAAA AAAAAADACDxcAAAAAAAAAAAAAAAAAAAAILaIZg+X06tANANNIwvyH4D4AfVd JaCmSkDN2AXagVgBZVUloKZKQE2VgJoqATVVAmqqhFM14eEC4QGaRhbkPwDx A+q7SkBNlYCasQu0A7ECyqpKQE2VgJoqATVVAmqqBNRUCXi4QHQCTSML8h+A +AH1XSWgpkpAzdgF2oFYAWVVJaCmSkBNlYCaKgE1VQJqqgQ8XCA6gaaRBfkP QPyA+q4SUFMloGbsAu1ArICyqhJQUyWgpkpATZWAmioBNVUCHi4QnUDTyIL8 ByB+QH1XCaipElAzdoF2IFZAWVUJqKkSUFMloKZKQE2VgJoqAQ8XiE6gaWRB /gMQP6C+qwTUVAmoGbtAOxAroKyqBNRUCaipElBTJaCmSkBNlYCHC0Qn0DSy IP8BiB9Q31UCaqoE1IxdoB2IFVBWVQJqqgTUVAmoqRJQUyWgpkrAwwWiE2ga WZD/AMQPqO8qATVVAmrGLtAOxAooqyoBNVUCaqoE1FQJqKkSUFMl4OEC0Qk0 jSzIfwDiB9R3lYCaKgE1YxdoB2IFlFWVgJoqATVVAmqqBNRUCaipEvBwgegE mkYW5D8A8QPqu0pATZWAmrELtAOxAsqqSkBNlYCaKgE1VQJqqgTUVAl4uEB0 Ak0jC/IfgPgB9V0loKZKQM3YBdqBWAFlVSWgpkpATZWAmioBNVUCaqoEPFwg OoGmkQX5D0D8gPquElBTJaBm7ALtQKyAsqoSUFMloKZKQE2VgJoqATVVAh4u EJ1A08iC/AcgfkB9VwmoqRJQM3aBdiBWQFlVCaipElBTJaCmSkBNlYCaKgEP F4hOnGr6559/er1e+fC//fab4zTdvHn58uUrV65Yhzl//vy1a9cCiDyqCLhO 3bhx448//nA7OQAEy4Fd2xdOn7x8/qwArqXm5fr1mK/UFoS0vaUGgcwGajwD SRlwTsCt9/Xr1x213r///rtthxhzXL16NdJJuIVQ27eObCHq3y9duhSKwEoS gHbUtEZbCQyYkD6IShkVDQRQVgMbRpkhM7xySkpKypkzZ9yNMyaIlJqU4cnJ yZKBqYM4d+4cVeTg76s2Ea+bocDRVAkZEgrMqzAxoSb1rRcuXJAPH7fGXhjm n8OvvtOWWZm6HGo1nVYrhoSgsXbANw3PDIyM/RbY4wdMPHu4qMwUKVLkpZde 2rRpk9NrQaiR1JREHD58+Ouvv37vvfd6PJ7MmTMXKlRo0aJFZuGXL19epkyZ nDlzUuAHHnigWLFiAwcOtL7Fvn37evbsWbZs2cceeyxVqlR04QsvvKANQG31 jBkzqlSp8vTTT999990U4LbbbnvkkUeqVq36008/yT1u1OGoTl36/eKyeTMn DO7Tq1XjZtU+pn9dm9QZ0r3digWzvSnha80ixZUrl8/9cib5lyTjqSVzvunR /DP6d/bM6ZCm4ULyWUrDpYsXg4/q2tWrw7/sOLxnxw0rl5qFGd23KwVYuWhu YLfwmy0uPoJf5kwam1D5oy/qVZa/5PhPhyYO6ftlq0Yta5aja9vWrdyrdeOR vTv/b8Gcc0m3COpW4kOdCWaEor2lhnHIkCFPPfXUHXfcQYGp8cyaNWvNmjWP Hj3qcurBrThqvX/99dcePXqUK1eO+q80PqjzKliwYO/evZOS/LRp169f/+qr rz7++OPcuXOnTp369ttvz5MnT4UKFUaNGuV3QLR58+Yi/9C4cWNjgFOnTvFZ CuniVWZMmzbNGNuyZcsaNmxIT01Fmm2D//73v9Sn03F6qDNnzthGKyADQybb 5ZFR8/Dhw9apGjp0qO4SR7YQjUlbtmz52muv3XXXXSQ6FZXq1av/+OOPwQdW G/mauGXLFqpE1FpSprEiefPmfffdd/v06UPiUoAACiENOYsWLUo/R48ebXbf 999/nwL069dPHDFWIgpTsWLFTp06HTx40PopqLJMnDixXr16BQoUyJIlCz0I 9RRUAEqUKEFpoKZGF75Ro0bWD0K3dppRIDDky2oAwygzbIdXfqHGn8vtl19+ aRYtpZAbc4KKyvPPPz9p0qT4efsubGpSladesn79+vny5bv//vs5w9OnT0+d KY2LjRmenJxMTUHx4sXJzCDjgQKTyUF3b968+bFjx+TvG1dEpG4SZCy99NJL tWvXlglsO6UWwFTJkSNHKlWqxI0DlRNq9qnLCOccaSiIWjWPHz/et29f6ruz ZctGlhvdNEOGDC+++GJiYqJZyxmMsTdgwADu5ak9D/CRooDQ+UTCrL6jllnV uhwKNQOoVjd9TsbJkyfT4Dd//vz33HMPXZUuXbrp06fL31d+BubTTz+1HVMs WbLEeAsZ+y2wx3cFSTVFRqnk4frmm2/YGPvuu++cXgtCjYymZ8+effPNNz3+ oGbWGH78+PHUrhoD16pVixoTv7egS+68805deGoltGFmzZrlNw0ENSzffvtt gFkQUeTr1O6tGzs2qplQ+SO//5pVLT1+UO8QJzbCrFmygB/28iX9WxYzxg3n U6dOhHZW/4t6lekucyaNDT6qy5cucZrnfZ1oFqZZtY8pwJSRgwK7hd9scfER /OLIw0UNwsQhfc1KNf9bu+xfz45biQ91Jpjhenvr9Xqfe+45EYANZtEqLlu2 LEQPAm46ab3nzp370EMPmfVfpJrOX0MGLVmwZuHJiDUOhebPn68Ns3btWl2A H374gU9RSHev8ku3bt208dCwjoZpFuFpiDdu3DjbaAU0FJXJeXlk1Ny6dat1 qj777DNteEe20Llz51577TVj4AcffFDrXgwgsPLIaHf9+vUKFSpYyzd06NBD hw5Zh9HChZAaYf7ZrFkzs7tzMahevbo4Yl2JKlWqRAn2G9Xu3btfffVVi2tp hE7tibaAWTQmDCXPaUbJKQP0SPYaAQyjLKKyHV4ZuXjx4vPPP8+BK1asaAww YsSI2267jQOkSpVK/E0UK1bMaSJjlLCpuWvXLov6WK9ePV34UqVKmQXOmDHj 3r17A3hY5Ql/3bzpWzny0ksv0eWvvPKKTHjbKTWnUyVjx45Nnz69MXCWLFm+ //57p48TPUStms8884yZQDT0M667CcbYmzJlCk+JEzH9+lOIPFzhV99Ry6xq XQ6Fmk6rFZGUlFSwYEFj+JEjR0re1NEMTJ48ecxSKBgzZozuFpL2WwCP7xYy amozSgEP17Rp03r27FmiRAlh98LDFYXIaFq6dGlWkNRctGgRlZwJEybkyJGD D06cOFEbmDpcPp45c+bevXuvXr2aKuzLL7/MB7t27aqL/M8//yTjnM/efffd 9evXp3ETtduDBw/WvQXBTT0N3qtUqTJw4MB58+a1a9dOVOoHHnggFl9QkaxT C6dPEhP+I/t0WT5/1p5tmzeuXj5n0tiBnVvz8ZY1y4U+vZHEwsO1dtmiEb06 07/z586GNA2x5eHymy1R5eGaNmYIZ0KrmuUpnSvmz965af3SudMnDu3XNaEu n6KDric+mj1cjtrbjz/+mI9/9tln1Nhev36dwnfp0kW8eH/2bGhrRDwj2Xq3 bdtWmJrFixf/8ssvqYMbN25ckyZNXn/9dT5OeonwGzZsoG6Oj1MH16FDhzlz 5syYMaNNmzaPPfYYH7/33nt1Cz10E+b58+fXJUPGV+X0qkKFCtU0Qbvk8OTJ k7zShA2DhISExMREygQyEStUqJApUyY+RU9qjIffi3vooYd0xz///HN7hZzg yMNVoECBT/0xdepUEdipLfT+++/zKarU06dPX7p0aevWrXnEdN999128dcGp o8DKI6Md2ZOcY+nTp3/nnXd69epFdapbt24VK1Z89NFH+RQdPHfunNNCGKSH q2TJks2bN6drKYVUrvj1S4+JW2Hs2LFiQuaFF14g0b/++uvFixdThWrZsmXu 3LlFXdZuLcgeLioYZrW1bt26TjNKWhxwCzJl1WnTYYb88ErHH3/8QcVSlCVj UdyyZQsP7R9//HFKGw2+UlJSvvnmG+oR+JL27dtLJjKmCZua7OGiPP/oo4+o 9lHrsWDBghYtWrClR+heO+d51Jw5c1LDQsbGsmXL6H/hGX/qqacCfmSFCWfd PHTo0JAhQ6gHeeSRR/haaw+X/JSao6mSTZs2CbOBAlO9pieqVasWu0WefPLJ qN3ozJaoVZO1yJs3L+kyZcoUGt+VKVOG148Q1Kfrwgds7K1duzZt2rSiGYeH S0dE1HfUMqtal0Pn4ZKvVpQ/4r3T1157rXPnzjNnzqRmlnSU91Y4moHp1KmT 32EjQUnleLQeLkf2m9PHdxEZNbUZpYCHK3v27J5bgYcrCrHVlFpUlu+TTz7R Hj937hxPTGXJkkW7ALZOnToen/Na+zb4+fPneWqO2n/dDkviFYXXX3/derPB 9evXkz1/+rR+GzrRAlCNtnvcqEOmTv187EizqqUTKn/Upk6lretXGwPs276l a5M68ezhChux5eHyS/R4uJJ/SeIc6NW68e+/6b829ccfNzasXNapUa248nA5 am9///13NmjLli2ri2f48OEcDzWwrj4B+BeZ1psMLTHo+Prrr40BFixYQN2i 1sMlBjt169bVbbjt9XqFoViyZEntKe2EOf9BMWsDWPuqAruKiqv14zPCei9R ooRxS0YyD8jCp1GY32nz//znP3ThBx98IHOjYHDk4dJ6ssxwZAudPHmSZ64o i7R7StBAle+YmJgYWOB4wFa7I0eOcM7QAND4/ZobN27QuDJbtmxmjhvrQhik h0tXibZt20Zthce3LkaX1GPHjvFONRRbjx49/O49smTJkqefftrjz8OVL18+ s+QJgswoYItMO+N0GGWG/PBKR5MmTTyaF5KNHq769evzqf3792uPX758mWf5 nnnmGfnbxS5hU/Po0aNkDxj3L507dy4LQYpoj1P7QCNi3TrQa9euiflbv3sj xznhrJtjx4713Iq1h0t+Ss3RVMl///tf7lD27dunDdyxY0cO3L17d5nHiUKi Vs2EhATq9HUxHzp0iKejH330Ue3xgI09ilC8PMbAw6UjIuo7aplVrcuhUNNR taJgzz77LB1Pmzbt4MGDA/tIpYszMM2bN+fwW7ZsEQcd2W+OHt9dbNXUZZQC Hq4+ffq08SH2u4CHKwqx1ZRqDctn3BZpxIgRfGrUqFF8hIoxfzhGN/lGDBky hAMvX75cHKTKyOsWs2TJQt1KYI+wY8cOjpmSGlgMEcQ2/ymLBnZqxY6AXVs2 mAW7dvXK2qULtUdu3Lixc9P3C6dPGtOv+5QRA1d9963fHfy2rl+9ec2KU8f/ OnVw3+7Fs6aN6d998vCv/rdw7pUr+g8mnjl5ggJvWbuS/vamXNiwctk3Y4aO 7tt13teJhw+Y7npxaP+e5fNnTRzab2z/HvOnTdy12XSt9Ikjh9Yt+25G4ojJ wwd8N3PKzk3rr/0zS0N/Uwxi2zpKBv87dugvmy3p1ElOmN85H4toKZc2r/kf XXv2jH4B4IXks3yLK5f/+q4rBaC/W9T460NRw3t2FAmgf9cDejEmMA+XIwl0 2SL/CPKSJZ9NWrNkwaRh/Uf37TYzceSOjevof0kPFyWMc4ASYBaGlPrNmyKT ePr/x707qdzOnTyW0jPuq55TRw1a/u3M82d/0UboNBNsn8IR7ra34g006md1 gcVUvNkXNEDwyLTeYneR2bNnmwW7dOkS9Y/895QpUzj8Rx99ZBZeDIVWrPi3 4ogJ8++//z5Dhgz0BxnwWnPX2lcV2FUyHi4y/Dhwvnz5LPYDpwQY90i8GbMe Lqe2UJcuXfjg9u3btYFJC/7MjXZ5naPA8YCtdhMnTuQcGz9+vFmYy5cvm614 DaeHi+jWrRuf0u1CU7x4cT4+btw4sxvd9H1mmsZf2rom7+EKMqOALTKzAY6a DjMCHl6Ju5DJwfPqRg9X0aJFPb4lRdR56U7xioM777xT/o6xS9jUNIMqO0ci 2UWSrcjht23bFvBNVSWcalLf3eYfsmXL5rHzcAU/pWacKrlw4QKv79B2TMyV K1fYVf3QQw85ukv0EM1q+uXDDz/km6akpIiDgRl71OD/v//3/zy+lTv9+vXj GODh0hJt6jtqmWO9LofCw2WG32olnEe67fQd4dYMzLFjx3jbltKlS4uDrkyP 3zR5fHexVVOXUQp4uAQrV64MrDsGYcBW08KFC3t8758bTx0/fpyVFS3qhg0b +Ejfvn11gfft28enOnbsKA7Onj2bD+q23nLE3r17OZKWLVsGHEmksM3/n37Y x16AId3byUeb/EvSV51aGr/VtWzeTN0cY/PqZejU5OEDRvbpogvfrWk9ikcb mC7nU+uWfde2zie68ItnT9Ml49LFi5OG9jd+WWlYzw6/Jp/Thrx86fepowYb Q7apU2nHxnUUoH39an4/0jRtzF8zw/9bOJd/XtO8tywTLaXwb6/Zrf7Bm3/5 1L7nU2d+PnHTt+Of2Yeifj2vf9VZhsA8XI4k0GWLzCPIS0ZsXbeqde0KfiOU 8XBRnnPgJXPsP+tpm/gf9+70e5aK/dyvx8nHo8sE24Q5wt329uLFi2wX0ShG N9E0adIkDmz2NWoQPLZqrl27llUoWLCgZJzsEaOhyq5du8zCLF68mKPV2sNi wvyHH34QM+TaVWPWvqrArpLxcHGRJsgUlMwELTHq4XJqC73zzjse36eBjU7A smXLenyTyeKUo8DxgK12YspCfucZLWH2cIkP0o0ePVocpJacD7700ktO3ziV 93AFmVHAFtuy6rTpMCOw4dWCBQt4yUDz5s1v/rNyxOjh+uKLLzhy4woCfgG+ ePHi8jeNXcKmpm38kttCct+RNm3ay5f1bzCCSKlZoEABj/SseMBTasapkuXL l/ORAQMGGMPXqFGDzxpft4sJYkJNLbzXARn/2tFcAMbe1atX33rrLY9v872f fvpJrDCCh0tLtKnvqGWO9bocTg+XsVoJ59ETTzxh9rlbGdyageFPVFNFPnDg gDjoyvT4TZNWxV1s1dRlFDxcIDzYavrmm296fFuAGsfU1KvysL1o0aJ8RGyY oPu+HsPfMtB+Epc3/Kd6/dtvv1HDu3jx4hEjRlB3TGVG/iOPI0eO5JuKpQ0x hG3+f/+/JQl2C7h0XL70e/vP/vYHDe7adt6UxKmjBndoUIOPzJ92S2vJHi7x 78tWjYb1aN+2bmX+OXHILV2/cK/87Sf6tBIF7t2mCf9sWqX0mZMnRGBSsFfr xnxqdN9udO3yb2eO7N2Zj4zo1enfkNevi5BdPv904tB+k4b1/7Jlw3/cH99Q mLH9e3Rp8ikfGdChxaAubfjf/xbMuWni4ZKJVt7DtXvrRrpd0yql6EiHBtVF AuifcYc9OZmC8nDJSKDLFttHkJeM2Pb9anHTrzq1pESOHdCzXb0q8h6ug3t3 JfztS62bfNZmyxTbxLOHi8ozHZk8/KuZ40eO6de9Zc1yfAuqR5Lx6DLB9ikc 4W57e1PzVn/evHmFT4RMiDfeeIMOZsuWLbDV90AGWzWpS2J1LBZw6ciYMaPH tymBdTD+IM7TTz8tjmh9VWRP8pz8Y489Jgx4Ww9XAFfJeLh4q/Nnn31WMgd0 RKeHa/jw4cePHz958qTZ+MipLcQbjFC1NQYWnkexe4mjwPGArXYrVqzgbMmV K9fRo34Ws1sTZg+X2FVGu0hz9OjRfDCAjWflPVxBZhSwxbasOm06zAhgeLVj xw7e06Z06dJsOZh5uIS/leLv0qWL2E1XbLMci8OxAAibmkbOnTs3ffp0fjk/ c+bM9NMiMFmP1Hk1atSIE0OSBXBH5YmUmuHxcBmnSkRr37t3b2N4sXpo/fr1 jm4UJcSEmgJqk7mx1S20CcDY4wnzO++8c8OGv2aN4OHyS5SoH1jLHOt1OWwe Lr/V6ueff+bcaNGixeXLlzdv3jxlyhT+xBUN6xzFH/wMDBld/O3dWrVqaY+7 Mj1u1qq4i4ya2oyChwuEB1tNGzduzPLt2bPHeJYX5L700kv8U7S6ft3WDzzw AJ0qVaqUOMI7XaRKlYr/0PLoo49+8803tumngdXjjz/u8X2K8ZdffrENH23Y 22CTx/7tZ9F4LqyZP20CX7Jm6b9fVPkt5Vde1dW8ehmtN0F4uCYP/yrlwt9r WH7zpvRs2cDnvCil9RkJ90rnxrV2bFwnXhyiGxndZysXzeUYdm66ZY87EcmB XX8vul8+f1bCPwuytDvFHfnxQL/2zdgVddPyO1x+PVwy0cp7uJiIf4fLkQR+ s8XiEeQlu3rlSqdGtehIu3pVDu37t2Wg/pRXP8l4uG5cv/5lq0Ycc/NqZUb2 6bJ07vR927ekXDBdkW2R+F/PJ+/a/D1vKSk498sZ9vYO63HLC64BZIIruNve EidOnKCfotksUqTI+PHj+WvvOXLkCKCXB/LYqin2nNTti25GcnIyh69atap1 SO4xqdcT9rPWV0U/Bw8ezD+HDRvGAWw9XAFcRX36wyYMHTqUQqakpHBI40bl kkSnh0tA1kuWLFkaNmyomz1wagtlzZrVY7LwQXxwQQygHAWOB2y1u3bt2lNP PcU5c8cdd1DWdevWbcGCBcYPHPglnB4uSpL45OLvv/9r6jRt2lRbVR3BHi4a LJvV1scee4xDBplRwBbbsuq06TDD6fDq559/FgaGeN3XzMN109dZcKn2+Dws LVq0oDafJwbr1q0bPR+1DylhU1NLr169nnvuOd6TyuOz+nbv3m0W+NSpU4UL F+Ybsc3QpUsXvPjkl4ioeTMsHi6/UyUXLlzgqD7++GPjJeKdioUL9aPjmCAm 1BSIhdu6z204NfY6d+7Mzf706X9vjQIPl18irn7ALbMCdTlsHi6/1Wr9+vV8 kEydBx98UGsa3X777Z988on16yJagp+BKVasGEtJUWmPBz89bvb4riOjpjaj 4OEC4cFWU7HWMm/evNSEak9t2bKFR+JiH2DxnoDfCT0eK7322mviCG8UzNDo mxqEp59+mrfGJVKnTq37DIGRWrVqceAmTZpIPnJUYW+D+TYPbFql1PXrUgNG CtaiRllevaU7deLIIfYmaCf22cM1d7J+ql84R7T+HeHpuHzrctcbN27wjnkT BvfhI3/88UebTyvRkZmJI3UxU+AODarTqQXfTOKfrWqWp589mn/2xx/6NxOo u7/0+0X+25GHSzLa2PVw2Upw06GHS14yYt2y7zjmDSuX6gJTzJIeLuLk0Z/E 0jztv06Nak0ePuDHvfpOKoD8/2bM0L88cfWrysRjkQmu4G57y3i93v/7v//T mUB33XVXlGxHoDC2avJrS9SRXb1191QzxL4ZtptjfPrppxxSqKzzVV27do3X eVHZ4OlKGQ+X06ss4O3Nxav+bdvq+yNJotzDJaARivY7Yo5sIeqPzD5YfFMz QbFkyRKngeMEGe22b9+eM2dOo3DZsmWrXLmy9QcXQurhGjJkCNWyPXv2LFu2 rEePHtzIU6MxZswYbQzvvvuuxzcA1/kOqDykGKAkacOwh8sCSp4rGQVssS2r TodRZjgaXl28eDFfvnwe37TMmTNndLfz6+Ei+vbtaywndevWtU2bMoRNTS3i S0zEww8/PHjwYAt/oujBGeo18OKTGRFR82ZYPFxmUyW8p6jn1h1xid9++61h w4Z8Kkbb/JhQk9m/fz8vnqX/tRPdTo29yZMn85GePXsag8HDpSXi6gfcMitQ l8Pj4TKrVuJr10yGDBnINOKRL5M/f36xLN2WYGZgli5dyuGNY4fgp8fNHt91 JNUUGQUPFwgPtppev369SJEioh2oUqVKixYtqlWr9uyzz4raV758eQ7crl07 i56Ut1PQdhl33nmnx2eijxo1SrytSg1L//79OZ706dNbfNKaOnEO9txzz8Xo puK2+T+4W1te4SL5WY0zP5/4x/XgZ+V17zaf67abYw/Xohlf60Lu3b6Z49Gu 0BHuFWNi+rVvRseHdPuCf5775QyHXDh90v6dW3X/ejT/jE6NH/TXYupfTv/M IVcvnn/TEkceLsloY9fDZSvBTYceLnnJiBnjhif4Pmd2w7BJlyMPly8ffl8y Z3qftk2Mfi76N+6rnlpfnm3+e1MuUMmfmThydN9u/ds375pQlx2dlJPaYPKZ IPkUkrjb3t70vXf96quv0kEyhwYMGECGmQj25JNPbtmyxd30Ay22avJm+Hfc cYdk602xsXY9evSwDlmvXj0OKTbu1vmqiIkTJ/IRHu3KeLicXkXls7cJ/GKk eKKAP+sTVR6upKQkyhYaWWzevJlyZsOGDYmJiVwBiYwZMwq73ZEtRLWeX8j3 O5M8fvx4jornMRwFjhMkxyYpKSlUDnkHfiOlSpXSOYYEIfVwGcmZM+eqVat0 MfDMCcWj26JEOJF1aE1i9nDRU5jVVjK5XckoYIttWXU6jDJDfnhF3VOJEiU8 PpNDt3jcwsM1fPhwXrHVvHnzzz77jPfX9fjmXlq1aiX5UkesEzY1tcyaNatt 27Z16tR5+umnOXL649dff/Ub+Pz58+3bt09ISChduvRdd93l8U2XkXaO7hgn RETNm6H3cFlMlSxbtox9KJyAxo0bf/7559TT8dQoo/06TAwRE2re9A3icuXK xSnRfeDVkbG3Zs2atGnTegzbncHD5ZeIqx9Yy6xGXQ6Dh8uiWok8pAHsjh07 xPF9+/bxez4e3waGkncJeAbmzz//5D1Iye5KTk7WnQ1yetzi8V1HRk1tRsHD BcKDjKZkOfOeojp4RwuChjMcctCgQXxE22gIeDXoe++9xz+p7+YvGleu7Gcy nAZNHJXZolpqTDjAo48+KllZohDb/OcVKPTvXJLULjF7tv3tmfphj58KPrpv NzrVNeHfdyzNPFyHD+zleA7u+3f7Cwv3ytDu7f9aONbt7xf19+/c6tdhof03 qEsbX4I38c/9O7dZP5ojD5dktNHg4Zr79TizMI48XDoJbjr0cMlLRgzp9gX9 7PtFU2OanXq4BL95Uw7u3bVy0dyJQ/u1r19N3HTm+H+XU1nkP2UIFWP+wJbx n6SHy5gJTp/CGnfbW6/Xy1tYPPPMM2Kzgh9++OGTTz7hYRGZu8aZUuAWtmqK lVaHDx+WifDEiRMc3vY1+JIlS/KASEwkGn1VVCPy5s1LR+6///4LFy5Iergc XWX7Ha5Tp05xSL+9vAxR5eEyg56OH3PSpL9XuTqyhW7+8/21Dz/80Bh4yJAh HNXmzZsDCBwPONWOBoYrVqzo169fxYoVM2fOLNrYBg0a+A0v6eFq2tRPh8g4 8nAtWLDAGINwausak40bN/qNRPtdafnvcOlwmlHAFtuy6rTp8Iuj4dXatWv5 5/Tp0y/cChsYpUqV4p/C7OzTpw9fMmLECD5y5cqVxMTEhx9+mI9rvxaqMOFR 04Jhw4Zx/Nq2xYxz587xHqR33HFHTE93h4hIqRlSD5ftVAlV27vvvlvXfVDr wX0WDSVUfX84GtQ8c+aMWKzh98U2eWOvcOHC9Df19TQY1LbhYjPDTZs20U/t 1scxhK2aw4cPb2cJb5wuiAb1BZItszJ12XU1dVhXqw4dOvAp48CccvW+++7z 3PoxCDOCnIERO/bwhidagpwet21V3MVWTV1GwcMFwoO8pjTOpfF7uXLlPv74 4xYtWnzzzTfbtm1jZcVbB3SQj6xbt84YA7uka9SoIY7waxLULxsDUwwcld8P L3755Zd8lmI4cuSITPqjE9v8568C0b9926WWY2xavYLDHz980Hh2wuA+Cb5v J4kjZh6un37c78jDNbxnR617ZePq5RxyYKdWY/v38Ptv4fTJFHLDymUc8thh mwGXIw+XZLQR9HBRHrIDa9qYIX4DXLt6JcGwq6S8BDcderjkJSO6Na1HIYd/ 6WcvtYA9XLpn/9+COZweKqLiYS3yn8s2/WtZs9yUEQPp8t1bNh758QD7iCU9 XMZMCOYpjLjb3oo9gsaPH6+7XOwx7rd1Ba5gq2a/fv1YBb9T1kb+/PNPfpev WLFi1iF5TV+uXLnEEaOvivj222/5YOvWrSU9XI6usvVwERkyZKCQL774okwO GIkJD9eBAwc4Qz7//HM+4tQWypMnj8e3i7sxsLB2xEeQHQWOB4LR7tKlS2K6 Pm3atH6XW1oXQrqEJxBq165tdguOX7urjKhEkydP5pkoGvDyuDhjxozGWQ4x IaMb1V68eHG5BuovOJgrHi7dU9hmFLDF/q02h02HGfLDqzVr1njk4I1Yr1+/ fv/993t84y9dzOfPnxffcdPu2qoqYVPTAn7tPGvWrDKBqcvm9JCJGMxNlSRS aobOwyU5VZKcnEyjCeq/SpYsWatWrZ49ex4+fLhUqVIe38pf+QeJKqJfzWPH jj3xxBOchk6dOvkNI2/svf322zJteIwOCW3V1O5z4hfqmLThI66+DtuWWaW6 7LqaWmyrlVj86NdE4V100qVLd92wQ5GOYGZgrly5kiNHDhbFr9M54OlxmVbF XWzV1GUUPFwgPAQzMyDeDBFvC69atYqPTJw4URf49OnTfKp169biILckjz76 qDHygwcPcnjdTrN//vlnQkICn8qbN++pU6cCS3yUYJv/YlHJN2OHyUR4aN8e Dr9760bjWV7m07vNv1kaIg/Xof3/JGOLn2T4TfCuzd9bhxQeLvFlLoHRlSMZ rfBwrVqkn6q18HDNnjTmpht0TahLsY3p393v2eSzSQl/b7T473a7bnm4jI8g LxkxqEsb19dwGRFbF/56Ptk68Zcv/d60Smk6NaBDi5QLtyz3Xjx7mpmHK8hM CAB329uKFSvykaSkJF1gss14x+bosWnVw1bNRYsWsUB16tSRjPOZZ56h8Hff fbfF/gPUOfJmFNrPT/v1VRGvv/66x7cruLDEbD1c8lfJeLhefvllj29KPLB3 UWLCw3X58mXOELGZjFNbqGDBgp5bXZYCKjwcXqzXcxQ4HghGO0bsyOd35GVb CHkP/5IlS/o9e/ToUY78q6++Egf9VqKOHTvywdy5c+u+dr18+XI+ZXYXpkWL FhzMdQ8XY51RwBbbsuq06TBDfngl7+GikBT+xx9/5J/16tUzRi4m4uJhK7yw qWmB+CyX2UaFWsQrK+JlDCCIlJqh8HAFOVVy7dq1LFmyeIJbYBhZolzNvXv3 8r4cqVKlosGdWTB5Y0/Sw0XBnD5RNGCrZt26dd+2RPcCUjTUZS0WLbN6ddl1 NQUy1Up4iCZMmGA8K+ZVbFc7BjMDI94WGzLE/yvuAUyP35RuVdzFVk1dRsHD BcJDwDMDFy5c4FG/trukfiF16tQewz7AxNSpU7kYaJ3dvO/K7bffbpzNW7Fi BYfXvs9w5coVYcy//vrrlIYAUh5V2Ob/779529SplFD5o6ZVSp04csgi5JmT fzlifk0+x1P0383S77x64/r19p/9tflb4sBe4mCIPFy/pfzKIedNMf3IFOP9 9UKC3eeomDVL//ZweVP0uhtdOZLRXr3y9zqp72ZO0Z3y6+FqV68KHZkxzp2R OzscOzSofv26n+9Ei+V4e7ZtEgeD93CZPYK8ZMSkYf0pZOvaFa8Z5lHlPVzn kk4bL9fCy7Ko5Aufplnid2/dyInfun617pRfD5crmRAA7ra3lSpV4sbQrzeE X+PJkSNHoIkFNtiqmZyczDseULe4davVN93Ex46/+OIL1pRGNGaBhbmonUI0 81WtXr1aDGz5DxkPl+RVMh6u9u3bc2C/G60IvF6v34/hxoSHa8eOHfyMHTv+ vaw1MFuIMGYCV2TtcglHgeMBW+0OHz5svT1LuXLluJ76nSW2LYSFChXiwaxf x2JiYqKxvphVImHi6r52TRWEk0EsWrTILCVBeriCzChgi21Zddp0mCE/vLpx 48YZE/jL4NR080/+BpyYYPnss8+M9xWJ1PpzVSVsalrAr6PcfffdMssqxaft e/XqZRs43oiUmq57uIKfKunRowdfzk7tWCSa1aSE8TLYNGnSiK2t/SJv7KWk pPhtw8UCirVr19JPCub0iaKB4N9i0hENdVmLWcusZF12XU0RrUy1SkpK4gzx +5rHm2++6fF9AMv2dgHPwJw/f57TmStXrmvX/Mz+3XQ+PX7TSaviLrZq6jIK Hi4QHgLT9Pfffxd7oaxefcuU8jvvvEMHM2fOrHVq//nnn8WKFaPj99xzz8WL /y7AEbshVatWTXeLMmXK8CmxRy5VDbbkCTobJdvJBolM/q9f/h3Puvdq1Tjp 1EljgIte75QRA1vVLH/Tl9W8Mqhd/apXNdMjN//auG+pcU1QiDxcRM8WDf7a Yq5amVPHjxrTfObkCboF/93l808pJKVft/qGSDr186H9f3/5euem9Xz3wwf2 6YL5deVIRsvOjiHd22kDXL92bca44UYPF0lAR4b1aG98Imb/zq1TRg6if0YP o5GF0yebrSC7fOlSr9Z/3atFjbJiBdNNNzxcFo8gL9mKBbM55g0rl2nDXLl8 iZMh4+GaNWF0589rb1m3kgqt8ezZM6fb1q2sW3Jolvgta1dyetYsuWU7ONJx 3Fc9jR6ugDMhSNxtb8UmePSH7pJTp07xR4dLlSoVZJqBGTJqDh8+nDV6+umn /X7k99y5c9T9pU+fnn/+9ttvPKmYLl26GTNmGMOPGjWKx2UUIc83Mma+KqJ4 8eIeDTIeLsmrZDxcly5d4hUuHt+W4H5n4ebMmZMtWza/c25R5eGaNWuWX8OD 9wAhyKQRBx3ZQhs2bOAYhI+MEW8barebcBQ4HrDVrlGjRtmzZ6dBn9++5tCh Qw888ADl27PPPuv3cttCKBzT/fv3153yer38YTuq0dphnVklogLGyx49hu/L z549m49TE2E2ngrSwxVkRgFbZNoZR00H9fXVfeg+A+doeGUGFQZjOaSU8N6z Dz/8sHG+tGHDhhy59WfW1SBsalJzQbXPGDkZhGwPvPHGG+IgGRVTp041brJE Ny1atCirs2zZspvgVsKmpg53PVzBT5XQLXiXtkKFCjm9NnqIWjUTExPvuOMO CnPfffctX77cOoXBG3tjx47lkDH96b1Q+ETCr77TllnVuhwKNR1Vq+eff97j 21pEN/LdtWsXfwBLt1XCsGHDWH1XZmDEh7S+/lo/9Spwar85enx3sVVTl1EK eLioZfjVh5Bp+vTpfETbaIDIIqPp77//TgNe6gJu3LhBXeSUKVNy5crFmpYt W1YXmFTmU2+++Sa1FdRuU03//PPP+aBxYamYRmvdujWvCf3tt9+oBxFNujHk c889t3DhwkX+MK4VjXJk8p/y8KtOLXkCv0WNckvmfHP04IErly8ln03avXXj dzOnsI+mZc1yHH7HxnUceEDHlueSTt/0vaK5ec3/KAAd7JpQV7tiKHQeLrHh W9s6n6xePJ8XXqVcOL93++Zpo4c0rVJ60cy/b7p7y98LcDp/Xnv/zm3Xrl6h Rz5z8sS8rxNb1ChLz8vBTh79iYMN6tKGnp0e6vTJ4/yZLb+uHMloh3Rvx8Ho SPIvSUmnTq5fsZi/M2X0cI3p3923qqj0lrUrr165cunixT3bNl/XvIMx7qsv +SrxySoLLl+61KFBDbHWjB7njz9uUJwH9+76smVDPq6TJngPl8UjyEt26feL rWtXTPB9JGvdsu8o304dP7pm6YJOjWpxDJIeLg7cr13TFfNnH9i13fvrBUrq 2TOn/7dgjsiZnZvW2yb+1ImjHJiK97bvV/+W8ivpuGHlMqGjzsMlnwm2T+EI d9vbQ4cO8Vdl06VLp91p4ejRo2wVp0qVSvILUCAAJFvvV199leWjgUaXLl2+ //576uNIo7lz53bo0CFTpkwe336A4pJx48Z5/qF+/fo0kiWTKSUlhYYq4lUo YunSpdobWfiqyAzm7/swkh4umauop55qgtadJ3ZrJF577bU5c+b89NNPlAk0 eB85cmSJEiX4VPR7uGjMS8PhTp06rVq1Kjk5+erVq9u2bXvvvfc4/TSq1TbL Tm0h/n5N6tSpx4wZQ3bytWvX1qxZw49PB3Xf1XIUWHlkPFyc7TSwpWK2ePHi M2fOXL58mZrQPn36sE+Z8OtTvilRCL1er4ikWbNme/fupdb7woULK1as4O9o EO3a3fIWjYWbmNLGngXjVbyEiqlRowY178eOHaOiRffavn07Pdrjjz/OZ40e LorTrLaKBw8yo4AtMu2Mo6Zj9+7dfNy4H4788MoMvx6um75NhDiSIkWKiMkK av3ECxg0TLONXAHCpuZHH3102223kQU4e/ZsMgupeTl58iRVSX5nm5g5c6YI vHPnTo/v7XEKQPYDNQ7UGqxdu5Y3PvL4nN1mr47HM+Gsm9evX//1H8go4iZX HNG+vMTIT6k5nSqhTmrz5s1XrlyhckKFpEGDBmz4kbWzcWNIdmsPD9GpJmWp 6MH79evnVx3dl6GCNPbg4TIj/Oo7bZlVrcuuq+m0WtHYk3PmiSeeoCE5H6Rq 9dhjj9HBO+64g8qDNv7SpUtz5NqNUwKbgSGLncKzpn5fJBPI228BtCouYqum LqMU8HDxN9T88uSTTzq9NQgRMppSB2oUkTrWzp07G6snNfXly5cXwdKnT6/V 3dgXU8nn3UoJMuCzZs3K4yOP70sEycn/rl556623zEqUYNq0aW7kSviQrFMp F5ITB/YSPhe//zp//m93rA3cvn61FjXK8t+tapY/sGu7NubQebiI72ZOaVql lEiJSMbfvpuZ/9506qhB4jhdwqkSjicRjD//pP03bcxfe9j6deVIRksP6Dc/ m1UtbfRw/bh3pzGkWGNF2dK2zifsT9EuvLJg56b1zauVMd6U//Vq3Vi3EC94 D5f1I8hLJpZx+f0n4+GaPWmMdZFOMGy2aZF46wqi83DJZ4LtUzjC9fZ20qRJ IgzZZiVKlCDLit8d8hhmR4G7SLbeNGgSS/DMyJ49u/aSESNGsEHIpPIhfmbM mNE4w2zhq7qp2frMI+3hkrnKgm7dummjooKaOXNm60to/G5MQ7R5uLQJ1oqS KVOmvXv3agM7tYVoeMV7Wnp8thC/eMl3Mfr+HAVWHlvtxKyFGZRvunektcgU QqqS/Aolw1/KE+TNm1e3q7/1QkgaoIkWIDHx3y1zaYTbvHlz7Y08vt5B9zhk SGt3OGQPlwVp0qRxJaOALTLtjKOmw2LmTX54ZYaZh+vSpUv8yUiP7/WM/Pnz v//++zlz5uQjWbJkOXrU/SXwUUjY1Pzoo4901VD7s27dutrAPI9qxv33379/ /36XMkApwlk3tS8yGTFOZchPqTmdKqlRo4YxwFNPPeV3z4EYIjrVpCTZqqMT NEhjDx4uM8KvvtOWWdW67LqaAVSr+vXri1MPPPCAsJSoWhk3WPbr4boZ0AxM 5cqV+ezChQutH0refgvg8V1ERk1tRing4RK2rpE8efI4vTUIEQHMuGbOnPmd d95ZsmSJWfg///yzRYsW2rkgGj6/++6758+f9xv+xIkTH3zwgfYWt99+e0JC gm5CgD+4ac306dOd50EkcVSn9m3f0q99sxY1ymmn5ZtXLzO0e/tNq1fonDtr lixoXbuCNmT/Ds2TTulbFY7N+BWqowcP8FViNz9i+fxZ7CoyuldG9OqUYNjr jzhx5NCgLm2aVftYm5JOjWrNnTz2l9O3JGb3lo3dm9XXBmtbt/KsCaN5GRqT fDZpWM8O2jCzJoyi46sWzeOf1w3vJcpEu2HlMm1eta5dcfm3M8VSOF2mrV22 iJcvCdeJ99e/N0Y+fvggH5wwuO9Nac78fEKsIxP/WtYst3TudOP3uRxJYJYt Fo9w04lk3/9vidYF1rbOJ2uXLuTvcLWrX9X2wW9cv75vx9avR3zFX5rTOaRG 9u588uhPxqvMEn/p94uThw/QRtKhQfUVC2Z/N2sqVxPJeHSZYPsUjghFe7t2 7Vqxq5XgiSee0LokQChw1HovWLDghRdeEINThizhQoUKJSYmGnefIOO2ePHi vBmUgEZAZGn7/dAwWcsc5uDBg8azFBv1whxAa1cHeZUFPXr00MVGBkC9evUe eughXcjs2bM3atSIxo9+842seo/dN7xcQUZNeqjnnntOl34yV6pWrfr/2TsP +KiN7I8vIY2SEEIC/wsQCJC7FEi9kLtcekJIuOQIPYTeezOYjinGmN4Nphsw GDA9dGx6MaYbDKY3B2ywDe42huz/sQ8GIWm1oy3e1ez7fvbDB0tPI2l+059m JikpSWmvty108uTJKlWqSEcvS5UqtWiR+nRgXcZiY1O7u3fvQqIFmdhIkUyR o0ePalzOmQhPnz4NzVTZ4HPhwoUDAgKU+3OxTGStoF67di32Z+EJZQu+nT17 FsoB3D1cyquvvtq4cePNmzfLmgdVq1bVzq1QEDklogibcNYa/EVHbGwsGkAq VYbD2b2yBnbkIVEpT2VkZPj5+UHylgXeqVMn1cJQSPJNzcjIyLp168pi22TZ yGP16tWyQNLS0vz9/ZVVFZQnbdq0Ud00hDDnb95kmzOqsmzZMpk9/5Ca3qES 6ag4vMj777/fvXt3AZZa8kw1d+7caVOdd999Vxa+I4099myqy5waBVd4uMz5 rr7eklnUvOx0Ne3LVvPmzStRooTU5u2331bdrYwtDCjb+sqscwQGmu7Yqv/q q6943ouz/Wbf6zsLTjVZRAng4SIMAY+m0FmG/jW0oqHny5kszZaKA/r7ULZH RUXxLB6Lk2qXLl165MiRnCfnrQiMHXkKIjb5VmLciaNxMUfjL1+8q7azOQLC JV7/83j0/nOxMZnpaY4+qwPcu3cPnuT08cNXzp9NT9XaoDw7K+vKhbNnY48n 30y0tm9yelrqpbNxEJRygy27gwWDi2dPH43ac+PaFZv7Nd/Ly0u8Hn/+9Ekw ljqh2AQreDzOB2Pk5GSDmscO7D19/EhS4o379+WLVDgXa6/w2IBPMrgWIhYe O+HPazz7XFsjMyP9+rXLkKTPnDiWdDNB+/U1Hh6yxskj0TEH91+9cM5mHPJE gh3vooHryltoCG3btg0abHDVhQsXHNGC4MS+0vvy5ctbtmzZvHnz0aNHeWrG S5curV27FmRV7jRtUNLT0yGFw0tBje856+nxqwn90MOHD8PzL1++/OTJk0rn hQy9baE7d+5ERkZCCcATObqMRUVXTkxJSTlx4gRkwK1bt168eNHphXxGRgZk 7fDw8E2bNkFR7PTwpYD60dHRK1asOHDggB1bkGvj6ojyTnSlVb1FhzVc173K zMw8duwYlIShoaGQFJXbcolNPquZl5cH7YedO3eGhYXBfW22D6F8AHWgqoIi IiYmRozdq12HW/Km27l58yYU8lBhQatMpLEX8dT05saeS8ef8199F5XMRsnL nuNNuH///tmzZyFPbdy4kX+8RYlLR2A8fHhcl5oQUeThIvIH0tS9UPyLxPRA P58mtcb79XL3gxAeCuV3kSA1RYLUNC6kHWEUKK2KBKkpEqSmSJCaIkFqigSp KRJ61SQPF5E/kKbuheJfGO7m5uKSfQd3b3f3sxAeCuV3kSA1RYLUNC6kHWEU KK2KBKkpEqSmSJCaIkFqigSpKRLk4SI8E9LUvVD8C8OZE8d8mtTy69Rcdb07 gjBTfhcLUlMkSE3jQtoRRoHSqkiQmiJBaooEqSkSpKZIkJoiQR4uwjMhTd0L xb8wpNy6eezA3svnz7j7QQjPhfK7SJCaIkFqGhfSjjAKlFZFgtQUCVJTJEhN kSA1RYLUFAnycBGeCWnqXij+CcJ7oPwuEqSmSJCaxoW0I4wCpVWRIDVFgtQU CVJTJEhNkSA1RYI8XIRnQpq6F4p/gvAeKL+LBKkpEqSmcSHtCKNAaVUkSE2R IDVFgtQUCVJTJEhNkSAPF+GZkKbuheKfILwHyu8iQWqKBKlpXEg7wihQWhUJ UlMkSE2RIDVFgtQUCVJTJMjDRXgmpKl7ofgnCO+B8rtIkJoiQWoaF9KOMAqU VkWC1BQJUlMkSE2RIDVFgtQUCfJwEZ4JaepeKP4Jwnug/C4SpKZIkJrGhbQj jAKlVZEgNUWC1BQJUlMkSE2RIDVFgjxchGdCmroXin+C8B4ov4sEqSkSpKZx Ie0Io0BpVSRITZEgNUWC1BQJUlMkSE2RIA8X4ZmQpu6F4p8gvAfK7yJBaooE qWlcSDvCKFBaFQlSUyRITZEgNUWC1BQJUlMkyMNFeCakqXuh+CcI74Hyu0iQ miJBahoX0o4wCpRWRYLUFAlSUyRITZEgNUWC1BQJ8nARnglp6l4o/gnCe6D8 LhKkpkiQmsaFtCOMAqVVkSA1RYLUFAlSUyRITZEgNUWCPFyEZ0KauheKf4Lw Hii/iwSpKRKkpnEh7QijQGlVJEhNkSA1RYLUFAlSUyRITZEgDxfhmZCm7oXi nyC8B8rvIkFqigSpaVxIO8IoUFoVCVJTJEhNkSA1RYLUFAlSUyRE8nARBEEQ BEEQBEEQBEEQBEEQBEEQhBLycBEEQRAEQRAEQRAEQRAEQRAEQRDGwpM9XHqv IjwZ0tS9UPwThPdA+V0kSE2RIDWNC2lHGAVKqyJBaooEqSkSpKZIkJoiQWqK hF41ycNF5A+kqXuh+CcI74Hyu0iQmiJBahoX0o4wCpRWRYLUFAlSUyRITZEg NUWC1BQJ8nARnglp6l4o/gnCe6D8LhKkpkiQmsaFtCOMAqVVkSA1RYLUFAlS UyRITZEgNUWCPFyEZ0KauheKf4LwHii/iwSpKRKkpnEh7QijQGlVJEhNkSA1 RYLUFAlSUyRITZEgDxfhmZCm7oXinyC8B8rvIkFqigSpaVxIO8IoUFoVCVJT JEhNkSA1RYLUFAlSUyTIw0V4JqSpe6H4JwjvgfK7SJCaIkFqGhfSjjAKlFZF gtQUCVJTJEhNkSA1RYLUFAnycBGeCWnqXij+CcJ7oPwuEqSmSJCaxoW0I4wC pVWRIDVFgtQUCVJTJEhNkSA1RYI8XIRnQpq6F4p/gvAeKL+LBKkpEqSmcSHt CKNAaVUkSE2RIDVFgtQUCVJTJEhNkSAPF+GZkKbuheKfILwHyu8iQWqKBKlp XEg7wihQWhUJUlMkSE2RIDVFgtQUCVJTJMjDRXgmpKl7ofgnCO+B8rtIkJoi QWoaF9KOMAqUVkWC1BQJUlMkSE2RIDVFgtQUCfJwEZ4JaepeKP4Jwnug/C4S pKZIkJrGhbQjjAKlVZEgNUWC1BQJUlMkSE2RIDVFgjxchGdCmroXin+C8B4o v4sEqSkSpKZxIe0Io0BpVSRITZEgNUWC1BQJUlMkSE2RIA8X4ZmQpu6F4p8g vAfK7yJBaooEqWlcSDvCKFBaFQlSUyRITZEgNUWC1BQJUlMkyMNFeCZ6Nf3r r7/S0tJc9DD37t3LysrSe1V2dnZOTo4rnicfsDtPQVzdv3/f2Y9DEI4SF3N0 Q/iiyHUr7bgWipe8vLtOfyTPwaXlLRQI0GyA8tCeJyP0Y3fpnZeXp6v0zszM NG4dZ43c3Fx3P8ITuLp9m56ezm+sqy1kX8NJJLyhbwL5BaoDt9xayPLHXdiR VnUVHW4Byp+7d0VuuVnDEGpCBZGUlGRH6WHozrUduEtNqsFdgSHypt03pbzp dJyifkpKiuuqwtTU1OTkZH7jhIQEFz2Jg3hUi91ZIyfQRL99+za/vTDFvjd7 uKBZVa1atapVq0ZHR+u9lnA1nJqCiMHBwf/5z39efPFFk8lUsmTJb7/9duPG jTKzPXv2VLNFkyZNZFdBHu/Tp89nn31WuHDhp556qnLlyi1atDh79qzG85w6 dWrkyJH169evVKlSgQIF4JH++c9/6nx1j0BXnsrKzIhYu2LB1LGj+3br1bwu /Ib3aBc0YtC29avSUnWUqwYlJyc76WZC8s1E5aktq5cF+naC362EGy59htvJ t+AZsjIyHA/qbm5u8KghwSOHRO3Yas1m9rjhYLBj4xr7bqEaLU58BVVWh871 aVJrYAd5Ntfg6sXzC4PGjerbtU+rBnDtgPZNRvfrNnPMsO3rVyclPiGosx7e 1ZFgDeeWtwg0p4OCgt59991nn30WjKE8fO2111q1anX58mUnPz3xJLpK7zt3 7gQGBjZo0AAquGcsvPHGG998882YMWMSE1XKtLy8vEmTJtWtW/fNN9+EavHp p59+5513GjZsOGvWLNWhqoMHD7JKtlu3bkqD69ev41mwdOJV1li6dKkytIiI iC5dusBbQ5KGtPryyy9/+OGHTZs2hePwUtAdsxkso169ejzRzg+PmhcuXNB+ qmnTpskuiYyMhEctX748vm/16tUnT55sLXxdbSE7Gk6ioq0ddGB/+uknUGfw 4MHKswsXLkTtoPmqPAtRCqf69u2rPAXZluk+d+5ca3fv2rWrNIX8/PPP0HDt 3Lnz1KlTL126pP1emZmZY8eO/fzzz6FIh4IdSnhISKB4mzZt1q9fzwa4XPGC jpQ/7E1///33oUOHnjt3TmppXzbHaIR4sxZXPXv2BIN27dppRagHwF9r6Co6 lLRt29Zm9G7ZsoXZ21G4QQJu1KgR9sKgRoNGCMika5DH6OSbmjKgeq1atSqU A9YMkpOTZ8+eXaNGDWhmQOaFm4JAcHdfX98rV65ohCxM59oO8llNzhrcjnGV IUOGaBj/8MMP1j6cs5muDITH5k27b2ozb+ot8w2E63wiDqoPHfDly5dDLwby b9GiRSGQggULQqnbrFmzixcval9rc3gcDKBz1LFjx48++qh48eImC0WKFIE+ FNxU9TtJSCTwOtjDAqBs+fjjj0NDQz3qk3hXe7h4/A5OGTm5evXquHHjvv76 6zJlykAZDuEUK1bsk08+CQkJsRbhjnTcJk6ciLkYOubS4/aNvTsLTjVZhIvk 4Vq2bBlmtE2bNum9lnA1PJreunXryy+/NKkBZbjUkmmtQdmyZaWXJCUlQU5X mr366qvSITUp8+fPL1SokMweiiaHIsJN8OepE4cPDOnayqdJLdVfr2Z15k8Z 4+KHdTO7t6zHl83OypSdWj4vGE9dv+baUf2BHZrAXVaHWh3O4ic7Kwufee3i EGs2vZrXBYOwmVPsu4VqtDjxFVTR5eG6d+/ewqBx1lI1/vZEPPbsOOvhXR0J 1nBueQtAR/WDDz5gBjiUgUCzDdrGLnoRwqyn9F6zZk3p0qWt1YmgmsxfA50U 6Lpas4fmtHKQat26dVIb5Wj2mTNn8BRYOvcqVQICAqThJCcnQx9Qwx46mPPm zbMZLAO6ojwxzw+PmocPH9Z+qk6dOkntoa3yzDPPKM1at24NRZ8scF1tITsa TgJjU7sPP/wQIuf//u//lKdq1KiBUQe9TtkpSLQ4jtSrVy/lhZMmTWLR/s47 71i7tUZGhsB/+OEHa0++efPmUqVKaSS2kiVLuugFHS9/ZDRq1CgvLw8tz58/ r2Epg2VzfJ6PPvrIWjz/5z//AQPoPlsz8BA4aw1dRYcqkCZtRu+cOXOYvd7C be7cuUWKFFGaQaLdv3+/zlgxKvmmppT09PSqVavC5f/617+s2dSuXduajiVK lIiNjbX2nMJ0ru0gP9Xkr8HtGFf55ZdftO2hl6F8JJ50ZSA8Nm/ad1OevKm3 zDcQLvKJOK7+ypUrrUU19MH/+OMPjWttDo/HxMRoSNmhQweZ/YwZMwoWLIhn oWnH/g9Ur17djvTsIlzt4bIZsc4aOXnvvfesqfPll18qZ/M50nELCwvD5jog 84jZUUc4ER41pREugIdr6dKlI0eOhHqWZTHycHkgPJrWqVMHFQQ1N27cCCln wYIF5cqVw4MLFy5klkeOHGlrHeh9K3PZzz//jOHUrVs3PDx869at/fr1w9Lm pZdeynhyksVff/0FRTraFy1atGPHjlCeQw0ydepUg350xJmnNoSHsgH/mWP9 I9etPHnk4IFdkatD504e1g+P92nVwPXP6040PFx7IjbOGD0MfilJKu12J2Is D5dqtHiUh2vpnCCMhL6tfoPn3LZu1fHofVvXhC+cNn64T3s8BQed/vCe7OHi L28BKDbxeKdOnXbt2pWXlwf2/v7+hQsXNlmGB1V7soRT4Cy9BwwYwBqZNWrU GDVqFNRZ8+bN69GjB47Kmiwf2jH7qKio559/Ho9D+3nw4MGrV69evnx5//79 K1WqhMdffPFF2cwI2QjzF198IXsMHl+V3qu+/fbbVlaQTjmMj49nY/UlS5b0 8fEJCQmBSIAmYsOGDV955RU8BW+qDAe/rytdurTsePfu3W0rpAddHq6vv/5a tZGzZMkSZgwdFvbKY8aMgew5Z86cTz/9FA8OHz5cFriutpAuY+GxqV2vXr0w uk6dOiU9Dl1+nCcLgDSyq1atWoWnVOfPynxAhw4dUr01mkEi9/X1hcdo3bp1 zZo1pZ1rSOHKz6ohpbHhrH/84x/Q7l28ePGsWbMg2VerVg3HZKSFhhNf0MHy B94O3xTa5JBN8LtW4Pfff0dL6OPbkc29ysOlt+hQZejQodb6YvXq1cOgVD1c PIVbdHQ0K20mT54MiR8eEtI2jsC8/fbbXrJoYb6paba4hoOCgiBHvPHGG3it TQ9X+fLlISdCYyMiIgL+/fe//40XKrOJeJ1rO8hPNflrcDvGVdDD9cILL1i7 KjPzcSdaV7oyEB6bN/XelD9v6i3zDYQrfCJOUR89XNBkatq0KVSFa9euHTRo EHN8QB9cNt3GrGd4HD1cYFarVq3Ro0dDK2v9+vW9e/fGDj4ARQczhloYA/z7 3/8OLwL3TU1NXbZsGXTT0NjPz8/uuHIuLvJw8Uess0ZOUOgqVaqA6GFhYQsW LICMBgUvBg5Fusze7o7bnj17nnvuOdMjZB4uO+oIJ8KjpjTCBfBwvf7666Yn IQ+XB2JTUyiuUb7GjRtLj0MvFQemSpUqxbMqRWJiIk7ghcKHHYyPj8eCCA5K Z3RCNYE3DQl5YvCffSwBnVmb838NAU+e+vPKpV7N6vg0qdW/XaPD+3YpDU4d PTS8Rztv9nDlG8bycKniOR6u5JuJGAOj+3XLTJcvmnH//r2oHRFDu7b2Kg+X rvIWeqnYNKpfv74snODgYAwHykynvgHxGJ7SGxparPm6ePFipQF0WKBTLB2s ZsNQ7du3l620n5aWxhqKNWvWlJ6SjjDjfyBkqYG2r8q+qyC5ar8+wjrXUNEr l2RMSUmBRniBAgWgB6e8Fhvn//vf/3hu5Ai6PFzSwV5rtGvXzmTxX0hnxsHL opsARJeu9qarLaS34SQ8NrWD3gfGjGyltejoaNZDgXwq24ihW7duJsvqXsqO 56lTp/CqFi1a4H9UF/k0W3fNQM7q0aMHXlukSJF9+/ZJz7IsM3PmTGWY58+f b9iwIVzlihd0sPyRlQnQ9Yaiz2T5olhjCwmb2dyrPFy6ig478PX1RbGkblld hRvOGYSUI/OoDhkyBAMZMWKEI09oFPJTzblz55qeRGMUPTAwcMGCBWziJHL3 7l02fiuriMXrXNtBvqnprBpcdVzF/MjD9dZbb/EEoitdGQiPzZt6b+qUvKla 5hsIV/hEnKI+tNx69+5944Z8gwzmlIRyWHaKf3j88uXL0AyTfU1ktqwKghd2 7NiRHYT/48HTp09LjbOzs9Hx+t5779l8nfzBRR4uzoh14siJj48PtHhl6QTa 5+jkqlChgvS43cU+BMg+BEX4l6O3Vkc4EZtqyiJcAA/X2LFj+1uAjph2Fibc iE1NIf+ifMplSWbMmIGnZs2aZfNGWPY+9dRT0oTn7++PIRw9elRqDMUFriIr /aQcDuKHr6VKlYI6iOftPB+b8Q9vPXloX3QExByKsmZ2Nzdnz9YN0iP37t07 Hr1/Q3jonPEjwmZM3rnpD9UV/A7v23Vw97brVx+cOnfqxOaVS+dMGLEoeNL2 DWtycuQbLybEXwPjQ3t2wP/TUm9H7YhYNmfa7HHD1y4OuRCnvuoFcP70ych1 KxdOGz93QuC6pQtjDlpdwOTapfN7IzYtD5mxKHjiphVhx6P33c3NxVPwfwiB LVsHj4G/K+cflPOJ1+PxwVRXvtUIFmLp4O7tcO2tBPlnNreTb+EtcrIf7AUJ BvD/3i0fbBQVPHIIewD45dn1tap9Hi5dEsiihf8V+CVLvpW4e8v60OkTZo8L WBEy89iBvfAvp4cLHgxjAB7Amg0olZ6WyvPw8O/Z2OOQbtcsmgvPM2/SyCWz pkT+sSLl1k1pgE6PhOyszP3bt0D8z58yZtnc6dqv7Nzyln2BBvWszJiNVo0a NUr7kQi74Sm92YoEq1atsmaWlZUVFBSE/w8LC0P7WrVqWbNng1Tbtj3OOGyE ef/+/cWKFYP/vP/++9KGt7avyr6reDxcbOz9o48+0lgKHh5AdZ8gg3q4oEmP c2dkjgAAtMZAIiMj2UFdbSFdxt4ATw8LZwnJlgMdM2aMybKZBU41knVSsMH5 +eefKwOEIhcbtNBTw9F+iHnZeDKi7ZoZN24cSvnSSy9JxzFeffVVk2WMReOl rl275vQXdLz8UZYJAQEBeEpjxR7ycDH0Fh16gaYFztGrU6eO9Dh/4Xb79m2c q9WiRQvZqZycHBxMK126tN1PaCDyU00o7fs/okyZMia7PBFYcAFHjhxhB4Xs XNtBvqnprBpcdVzFrNPD5ZR05YF4Zt7Ue1On5E1rZb6BcLpPxNX17LFjxzAQ 6NTLTjk+PJ6bm4sXSptMP/zwg8ky4Qt6lDJ7nDpUqFAh+97F6bjIw8UZsfkw cvLrr79iOKmpqeygfcU+5Pp//OMfJsvU+PHjx2MI/B4ua3WEE7GppizCBfBw MXbs2GFfFibyAZuafv/99yZL71t56urVq6isspsj48yZM+jAbdSokfT4jz/+ aLJszKcc+Kpfvz6W1ewUW1BFtk6XobEZ/xfPnEIvQNCIQfzBJt9MnDS0j3Kv roi1K2RR7duiHpxaFDxx5lh/mX1Azw4QjtQYLsdTeyM2DWjXWGa/edVS2WNk ZWSETpug3Flp+sjBd5KTpJbZWZlLZk1VWvZv1+jYgb1g4NexueomTUvnPBgZ 3r5hDf7JXFecwcITPvSaPekfND/wqe3HUwl/PhhH2hOx0dpGUXdSrH6ZrIF9 Hi5dEsiihecV+CUDDu/d2a9NQ9UAeTxcEOdovGV1uG1jWw9/Nva46llI9msW z+MPR1ckHNy9HaeDsZ/2Wzi3vM3IyMBuC7R8ZG3a0NBQNNbYaJVwEJtq7tmz B1X45ptvOMNEj1iBAgViYmKs2WzevBmDlXZX2Qgz1LZsSFk6a0zbV2XfVTwe LkzSADQFOSNBikE9XFFRUWg5btw42Sk2/WfIkCHsoK62kC5jb4BHu6+++spk 8UNJHbj//e9/TZblaD7++GP4T9++fdkp6FeiV0i5tAuEgB+Lfvfdd2ZLtxoF lc1/RGy6Zti0F+lICHq4ihYtmp0t/9DIpS/oePmjLBPY/nqzZ8+2FiZ5uBh6 iw694H6IUETExcVJj/MXbpGRkWg5ceJE5dmWLVviWeVXOuLhLjW//vprk12e CKw7nnvuOWnBImTn2g7yTU2n1ODWxlXMOj1cUuxOVx6IZ+ZNvTd1St60VuYb CKf7RFxdz8bGxmIgyv1PGXYPj7OHlzbeBg4ciAeVU4FwVlqNGjV03cV1uMjD xdCO2HwYOcFFGKAhLQ3fjmI/NzeXNewvXrzI5opyerg06ggnYlNNWYSTh4vI H2xq+uWXX5osHW3ldF3IibgdwA8//KB9F1wSHIxlM6zx21fVT2TZaBtbS6FN mzZYAqSnp0PXCXrZM2bMgPwOCcxz9k/Ui8343799i4+tCVwysrMy/To99AdN HT5gbVjIkllTB3duiUfWLX2imYQeLvYb1bfr9EC/Ae0fDtovDHqi6mfulYd+ oraNwHhM/x74Z8+mdRLiH39UDKKM7tcNT80eFwDXRv6xYuaYYXhkxuihjy3z 8pilf/e2C6eND50+YVSfLo/cH8vAZu6EQP8ebfHIxMG9p/j3x9/29avNVjxc PMHye7hOHD4At+vZtDYcGdy5BXsA+ClX2OOTySEPF48Esmix+Qr8kgFH9u9i N500tA885NyJIwd1aMrv4ToXG+Pz0JfaPvmWfO0yGTYfHj1ckJ7hyKLgSSvm z5wzfkSfVg3wFpCPOMPhj4SLZ049XD60baOZY/0ho4VMVllmTYrTy1tosmI5 WaVKFTYmCU0IKFThYJkyZRxczojQwKaas2bNQnU0JnDJKFGihMmyGom2WYUK FcCscuXK7IjUVwXtSRwxhn4Nm1di08Nlx1U8Hq7SpUubLFPDOGNAhmd6uIKD g69evRofH686bccsWUVEdc9inG4j3SdaV1tIl7E3wKMd+37y5MmTeITtUbV7 9+6ePXuanhyVWr16Ndrv3LlTeTs8NW/ePLPli0R0FTVooLJStE3XTGpqKs6I gaTODmJFYNKzFYhTXtDx8kdZJjAXnnTOlwzycDH0Fh26OHbsGKbV1q1by07x F26gI1qOGTNGeZalQ9nCm0LiLjX1eiKg9Qj6du3aFR8GNJKeFbJzbQf5pqZT anBr4yrmRx4uKKVv3Lhx6dIlqKE4dfQqD5db8qbemzqeNzXKfAPhdJ+IS+tZ YObMmRi+xiJXdgyPJyUlhYeH40TpkiVLwp/sFFuSGlILlPBsiWm29wHPclv5 g3s9XGYXj5xAxsRP4GQz2e0o9tE3XahQoaioByPAej1cGnWEE+FRUxrh5OEi 8gebmuJC/SZJr1kKTseuWrWqRgjQzcEQOnfuLDv12muvmax8V8AWJmWFD87A LVCgAP5HCjTkli1bpv2mnontNtiiuQ/9LBLPhTbrli7AS3ZvffxFcXrqHZzV 5duintSbwDxci4Inpd5+OIclPS11ZJ/OFudFbanPiLlXhnVrfezAXvaxAdxI 6T7bsXENhnA8+onl3VggcTEPJ+pGrlvp82hClnSluEtn48b79UJXlFlzHy5V DxdPsPweLsTt+3DpkkA1WjRegV+y3JycoV1bw5FBHZqeP/W4ZICaHWc/8Xi4 7uXljerbFUP2bV5v5lj/rWvCTx09lHrb6lIMGg9/JyU55uB+XFKSkXQzAb29 0wOf+A7fKZGwZNYUdG8pZ7dZw+nl7bVr1+BPVhJWq1Zt/vz5uLFsuXLlXDct nTDrWXNStlmJNZKTk9G+WbNm2pZYCT7//POsHS71VcGfU6dOxT+nT3+4cqZN D5cdV7388stlrYD7AaWmpqKlcsFzTjzTw8WABkmpUqW6dOki63Gw7q3qp4AQ b3AKeh/siK62kC5jb4BHu/3792PMTJnysD7FpTOg85ibm4tJ+umnn2Y7UnXv 3h2OFC5cOPfJieHmR7NU4EK2Asl3330nO8Kw6ZoB3nrrLXw2tsfi4sWLWRp7 4403oPE8Z86cQ4cOyTbGcu4LOqX8kXm4bty4wXaQzMy0uoMqp4erYMGC1goc /FRVAA+X3qJDF9WrV0fhpEtcIvyFG6RSNKhbt67yFrNnz8azGzbIG9Xi4S41 +T0R169f//777/FGKL2/v79s+E7IzrUd5JuajtfgGuMq5kceLinPPPMMpJbQ 0NC7movqe5WHyy15U+9NHc+bGmW+gXC6T8Sl9Sy00/7+979jtN+8edOama7h 8dGjR3/wwQf4NZTJ0tk/ceKEzAZ6cPgdrMni/+rduzd0xNBb1759e+28n5+4 3cPl0pETtmqBbIFKvcX+sGHDMO+Hhz9c5kiXh0u7jnAiPGpKI5w8XET+YFNT NmezSpUqrPeNQHcbu67aS0bjp5VFihRJSEiQHoc2trXN/sySjLxly8PJF7gS KQL9XCiFKleujF+omiyrjGos8u+x2G6DWRYP7Nm0dl4eV90EZr1b1sfZW7JT 1y6dxyF66cA+erjWLJIP9TPniNS/wwb5s5+c2Hvv3j1cMW/B1LF45P79+/3b NoIjK0Lk+6SD8eDOLeDU+mWh+GffVr/Bn4G+ne7fl3+SBIkkK/PhgIwuDxdn sMb1cNmUwKzTw8UvGbA3YhOGHLVjq8wYQub0cAHxly+yqXnS39CurRcFTzwb K6+k7Ij/ZXOmPfDEdWzGE46uSJgaMADflDNvml1T3qalpf3tb3+T9X0KFy7s DWsEuRebauJnS1A3KQfJVWFLT9hcHKNt27ZoyVSW+aqgL4PzLCBt4DoJPB4u vVdpEBAQYJZ8VThggLw+4sTDPVwM6MlK9xFjExlUnZv4gd9nn32Gf+pqC+lt OHkDPNrl5eVhc5GNWuDqgtCrNVtcsbgH9ObNm/Esfm+pXKAA8gWGI41/Fu1z 5syR2fN4uBo3boyXSz9sYF87SHnmmWegnwhPrhw2cfwFnVL+BAUFQaEBLxIR EREYGIh1FpSBypiRwunhsokAHi5dRYcutm7diiH36tVLeZa/cDM/WvXIpFh5 Mj09vUuXLnjKkU1MjIK71OT3RLAaHIFSSzn4I2Tn2g7yR02n1ODWxlUQpYeL UbNmTY31D73Kw+WWvKn3pg7mTe0y30A43SfiunoWaN26NQbeo0cPDTNdw+Ns bymgbNmyU6dOVfVYsa1dpbRv396+F3ERbvdwmV02cnL69OkXXngBgoJ/pT5l vcX+okWL8MjIkSOVZjweLu06wolwqskinDxcRP5gU1PoNVerVg0VLFasWNOm TXv37t28efP333+flQm//fabtcvZGsIDBw5UhoxfI/z+++/KC+fPny/L74UK FcKCfdasWexb0JycnAkTJqAlZORbt27pen23YzP+cRTdt3k9zm01Ev689sj1 oDLzekz/7rKV1tDDtXH5Ypll7NGDGI50hg5zrygfZrxfLzgeFPBQ5aSbCWi5 ITz09PHDsl+gbyc4NX/KgxVObt74Ey13bV5n1kSXh4szWON6uGxKYNbp4eKX DFg+L9jHsp3ZPcU6Nro8XJZ4yNyyOnzsgB5KPxf85k0aKfXl2Yz/tNTbkPJX hMycPS5ggp/vcJ/26OiEmJSaOSUSNq9aisZzJoy4EHeKJ4c6vbyFdsK///1v OAj9oIkTJ37xxRfM7O233z506JDNRyLsxqaauID2s88+y1l6b3+0+llgYKC2 ZYcOHdCSrasv81UBCxculLaQeTxceq+C9DnGCvhhJHsj/sXWZHiUhysxMRGi 5Y8//jh48CDETFRUVEhICGZAoESJEqzdPmjQII2eCK4xwrrPutpCehtO3gBn 3wRSEcqEUxhw9+2hQx82h/ALw379+pkts1RwYR9p7xJZsmQJxrB0slJqaiqu M//111/L7Hk8XGw8RPbd/rZt20Bl7C/LKF68uHJoy8EXdEr5o6R8+fLKlR5l cHq4wMxagQNdA5MQHi5dRQc/kCTQpwntiuRkla1j+Qs3ICIiAodrTJax3G7d unXv3h3kk6ZV4+75wo+71OT3RKSkpPj5+fn4+NSpU6dw4cImyzh5cHCw1EbI zrUd5I+ajtfgGuMqCFRSc+fO3bVr18mTJ0+cOAG5tUePHswtglWAKl7l4XJL 3tR7U0fyps0y30A43SfiIvUBqEYx5A8++EB7H1Vdw+MrV64cMGBAu3btKleu jFfBf+7cuSO1gYIdZ2z5+vp26tQJF502WTyhffv25fzSMh9wu4fLRSMnEGzF ihUxHNl+prqK/d27dz/33HMmxcqi/B4um3WEE+FRUxrh5OEi8gceTaEIxbVJ ZeCSWaYnd6+WAjkaV1+BYla5eIv50Zr/v/76q/JUUFAQBg69LQwKP0Bt0kRl 5BwKczQ23LIYNuMfZ6DALynxBk+AJ4889EydOamSwWePC4BTw30ef85hzcN1 IS4Wwzl36vE8aA33yrQRfg8mjgU8/FD/9PHDqg4L6W+Kf3/LA0fjn6ePH9F+ NV0eLs5gPcHDtWbxPGs2ujxcMgnMOj1c/JIBQQED4c9xA3sqn1mvh4uRnpZ6 LjZmx8Y1C6eN9+vYnN10xfzH06k04h8iBJIxbrCl/HF6uHRFQuL1eBQIf/3a NJRGvirOLW/T0tJw2vt7773HPuk/c+ZM48aNsSn19NNP2xxaJOzGpppspsOF Cxd4Arx27Rra2/zirmbNmibLUBXrsyh9VZAjqlSpYrIMht++fZvTw6XrKpv7 cF2/fh0tVStuHjzKw2UNeDt8zdDQhxM8p0yZgkeOHTumtH/11Vfh1H//+192 hL8tpNfYG+DUjq0EAt0fSOfFihUzSXah6tOnD/wJvTCzZI8GZTSCaiaL2zou Lu6CBNw5Cwpe2SegPB6uzz77DG+nuvcKtH5PnjwZFhbWq1cvaU9c+bmpgy/o lPJHyfr167VDM9M+XBL0Fh2csOnhOLuWH2XhhoSEhBQtWlSmNSQJXCUJMoL2 4J4YuEtN+zwRSUlJkEGw+GJDZKJ2ru0g39R0pAa3Oa5iDXhmzLCVKlWyZuNV Hi635E1dN3Uwb9pd5nsgNtUMDg4epAkunM5wkfoTJ07EYCtUqGBzGN/u4fHp 06fjhS1atGAHcc4+MGPGDDySk5MD1TR+/GNSW5HAXThdTRnaEeuikZOEhAQ2 41L1IzH+Yv/777+H/0OjFx7vtgTWwo+OjoY/ra37bXcdYR821ZRFOHm4iPyB X9Nt27b17NmzQYMGdevW7d2797Jly44cOYLKyr4HY8BxNBg3bpyqwTvvvGOy rICqPDVq1Ci89urVq3gEv6mAjK803rt3LxrL9s/1fGzGP+4KBL9TR7k+Koje tQ3tr144pzy7YOpYH8veSeyINQ/XxbOndXm4gkcOkbpXDuyKRMvJQ/vOnRCo +tsQvggso3ZEoOWVCza+SdDl4eIM1o0eLohD9I8snROkanA3N8dHsaokvwRm nR4ufsmAgJ4dwDJ4lMpaRnZ7uGTvvn39anweSKLsZTXiH9M2/Pq0ahA2YzJc fuLQgUtn49BHzOnh0hUJZosjGCyl/i/t93JuecuWI5g/f77scrbGuGqBSTgF m2qOHz8eVeAZ4zVbPrnEr6yrV6+ubYlz+ipWrMiOKH1VwB9//IEH+/Xrx+nh 0nWVTQ8XgMPsn3zyCU8MKDGEhysuLg4jpHv37ngEMiwegcaJ0h6/y23ZsiU7 oqstpMvYG+DULjY2FiNn4sSJuCbb888/z3a22rhxo8myDGAGtAosO+i99NJL sno2MTGRTV2xxogRI6SX2HTNwC1w4PHFF1/k2d4aKgLITXgv2ciVgy/olPJn 0aJF2BkPDQ3F4QLoZdv84pQ8XAy9RQcPkAbKlStnskyC09gNTRVl4cZITk6G RkibNm1q1qzZunXrkSNHXrhwATc3hxvpuotBcYuaZgc8EVBl4/NAE5EdFLJz bQf5pqYjNbjNcRUNfvvtN7xWtgQ6w6s8XG7Jm3pvanfedKTM90Bsqild50QV WdvAFeqzzAuqXbp0yaa9I8Pj0BaCC1977TX8My8vr3jx4nhrmWVKSgp+2ADI Vht2F05XU4Z2xLpi5OTKlStsO122bIIM/mIfN/a1ibWHdKSOsAObasoinDxc RP7gyKgO8yarfmsEnWjstJYtW9ba7tjffPON6cluMqNdu3YYOPtGFBfvqlCh gtL43LlzaKy95q0HYjP+2aSSZXOn8wR4/tRJtD9x+IDyLE7zGdP/cSy5yMN1 /vSjxzik8hiqDxxzcL+2JfNwsZ25GEpXDmewzMO1c6N8qFbDw7UqVGtHCX6G +7T3saxxp3o2+Vaiz8OFFh8vRuQsD5fyFfglA6b493f6HC4lbOnCOynJ2g+f nZXZs2kdODVxcO/U20+sxoBrCap6uByMBAYodXjvTggNHljb0rnl7e+//45H lF/+sz1ZvGSgyS3YVBOHlAGozjjDfO+998C+aNGiGosCQX2Hw+zSLWtVfVXm RwO/hQsXZi0xmx4u/qt4PFyffvopWD733HM8PT4lhvBwZWdnY4SwBSh27tyJ RxYuXCgzvnHjBp6SLhakqy2ky9gb4NcOvyT89ddfsc/11VdfsVPp6emYrbZs 2YKjB8qPLSdNmmSz1/n2229LL7HpmtmwYQNeKFuQRIPVq1fjJW3atHHuCzpe /kjLhCFDhuDBN998MykpSeONyMPF0Ft08MC+7g4KUv+eSgNl4abB3bt3S5Uq ZbLr63cj4hY1zQ54ItgnK1J/pZCdazvINzXtrsF5xlU06N27NwZu7ZMDr/Jw uSVv6r2p3XnTkTLfA7GpZvv27b/TRNZYcq76f/31F341ZLJson39+nWeqxwZ HmfbcuFChZCj8c8OHToojZkDxdp8hHzG6WrK0I5Yp4+cxMbG4ho7BQoUmDx5 sjUz/mKf08MFZsqgHKwj7MCmmrIIJw8XkT/YPapz+/ZtzESqWQwYOnQo6q6x wTRbzF+6Hx+C3nDp1whoDD1rZdd727ZtGI70szRDYDP+M9PT+rdr5NOkVs+m ta9dOq9hmRD/IA7vJCfhEP2mlUtkBvfy8vw6PVj8LWTyaHbQRR6u9NQ7aLk2 zOomU0jands+trajQnZvfejhSkuVf36mdOVwBpub83Ce1KYVYbJTqh6uQR2a wpHl85zTSECH4+DOLfLyVDYMZdPxTh6JZgcd93BZewV+yYDQ6RN8HqzL9/td RS+M38OVlHhDebkUnJYFKZ/5NK09/InDB/DhD+/bJTul6uFySiTYgXPL20aN GmG5pzoaiUVouXLl7H1YwgY21UxOTn7ppZdMllXQDx8+rGHJNjseOHAgagrd JWvGrLko7a1Y81Xt2rWLNYbxPzweLs6reDxcfn5+aKy6OAMjLS1N2QwwG8TD dezYMXzHIUMeTmuFPjLuc6R0W7CNnKQfENrRFuI09gb4tcMl14oXL46LDQ4e PFh6FheK79ixI2qn7Kt+/PHHWKieV6NZs2aoi3QZf23XDKQc7FBD1xi3rjNb ZnWdPn1a4y3gLN6oZ0/5RyYOvqDj5Y+sTGDjMF988YVGd5s8XAy9RYdNUlJS 8OvuihUrqu5Nr42ycNMgMDAQjXfv3q33RkYk/9VE7PZEbN26FW86evTjbqCQ nWs7yDc17a7BecZVNIA2mMmyRqW1csCrPFxuyZv2tQz15k0Hy3wPxJH2uSpO VB8aNqydA+0QaxMklTgyPI4NnqJFi+JYEHN3durUSWnM3mjSpEl6b+QKnK6m DO2Ide7ICbwI5rVnnnlGtpKzDP5iPzU1NUENNhlqz5498KfqCoQO1hF2YFNN WYSTh4vIH+zTNDMzs27duijrrl3yIWWzZT1SXHfl7bffvnfvnrVwoqKiVLtO bPK1dLInWzqpefPmsnDq1auHp1QX1PVkeOJ/X+QmHHUf3bdb4vV4pUFGWlrY jMl9W/1mtnxJgjODBnVslvvkeELUjq3KOUEu8nABI3t3frDEXPN6169eVj5z Qvw1uAX+3797W7CE55fNvjE/2Oroz/OnT+L/j0fvw7tfiDslM1N15XAGi86O oBGDpAZ5d+8unxes9HCBBHBkeqCf8o2Q08cPh82cAj+lh1HJhvBF1maQZWdl je734F69W9ZnM5jMzvBwabwCv2Tb1q/CkKN2REhtcrKz8DF4PFwrF8we1r3N ob07VJdmupVwY0D7JrIph9Ye/tCeHfg8u7c8sRwc6Dhv0kilh8spkbB/+5b0 NH1LHDu3vGWL4MF/ZJdcv34dNyqtXbu23tsRnPCoyZYLqFy5clxcnNIgKSkJ arQiRYrgn+np6X/7299MluXFli9frrSfNWsW9ssgQGndas1XBdSoUcMkgcfD xXkVj4crKyurQoUKaB8YGKgsuMyWOSllypSRjrkxPMrDtXLlStXNZXBhLgBa Kezgjz/+CEdKliwp/VAQyrrq1avD8RdeeCEj4/FkZF1tIV3G3gB/uRoSEiJN 1du2bZOe7d+/v/RsbGys9OypU6fwuLWdZ5lfuGvXruygNdcMpIStW7filCvT k59hp6SkFChQoHHjxtYWqurWrRtetWrVKie+oNkZ5Y+sTID8grM4TZqTgMjD JUVX0QF1fQsLSncnwrZrWbxY3s6XoqtwUwU6+7i407fffqttKQz5ryaiPYoO jYolS5bk5eXJjsNNf/jhB1QzIuJx013IzrUd5Jua9tXgnOMqJ06ciImJUR4/ cuQIzr39+OOPrV3rVR4uszvypt6b2pc3Oct8A+EKn4hT1L916xa2PQBQRNfu kzaHx6FZdf68ypft0NTEZtjnn3/OHhsXhC9btqzS8dGlSxe8kfTjKzfiXg+X HSMn06dPR/VlI97Q3n722WdNlhW/IyMjtZ/K8Y7b3Llz0dLaJFzOOsK52FRT FuECeLigZLhjgZXP4eHheERaaBDuhUfTzMzM0NBQqAIgv0C2CgsLq1ixImpa v3591UuYqxo6TdqB4/KwUFbPmTMH0sbdu3d3796NvV04KOvgszG3fv364cLC 0B+H6oZVLjre3DPgiX+ouSYN7YMD+L1bNtiyetnlc3E52VnJtxJPHD6waUUY +mj6tGqA9scO7EXjiUP6JCXegCMg3MHd28EADg73aS+dMeQ6Dxdb8G1Au8a7 Nq/DiVept1Nijx5cOjuoZ9M6G1c8vOmJQw8n4Azr3ub08SN3c3PglRPir61d HNK7ZX14XzSLv3wRzab494d3h5e6EX8Vt9lSdeVwBhs0YhCawZHkm4mJ1+P3 bduM+0wpPVxzJoywzCqqc2jPjtycnKyMjJNHDuZJPpGaN2kUXiXdrcka2VlZ gzu3ZHPN4HXu378HYZ6LjRnVpwsel0njuIdL4xX4JcvKzOjX5ncfyyZZeyM2 Qbxdv3p599b1Q7u2xhA4PVxoPH5Qz23rVsXFHE27cxse9VbCje3rV7OYOR69 z+bDX792GY0heR/Zvys99Q7oGLUjguko83A5JRICfTtCJECyuXHtCggHRyAe tF/ZueUtNH2xMfP8889LV1q4fPkyNrkLFCjAuQMUYQecpTfOmwAKFSrk7++/ f/9+qLZAozVr1gwePPiVV14xWdYDZJfMmzfP9IiOHTtC6xeaTNBngUY7+xQK 2Lp1q/RGGr4q6P/ihjgIp4eL5yqofJdYQerOY6s1Ap999tnq1asvXrwIkQAN /pkzZ/7yyy94yvM9XNDnhe4wdEN27tyZnJycm5t75MgRnCxjsoxpSItlaPHi 8S+//DImJgZSAvSeunfvjgeVi2zoagvpMhYe/r7JtWvXWFKEnqlsOIJNcDCp rVICzU48pTp+aLZkdtzUGxIJG15G10yFChW2bNmyefPmpUuXTp06FYKqVKkS uxe0bKXzm1JSUvA4FOxQAsyfPx8yIxjcunVr27ZtzOPwySefKGdFOfKCiIPl j9LrDZ3u119/Hc8OGjTIrAZ5uKToKjpOnDihIeiVK1cgFcHZDz74QHuXN12F m9kyg+DgwYOQAm/fvr1nz57OnTtjfQHhHDigY5FnQ5OfakKRcucRUI2aLK4K dkQ6nHX8+HGT5Sv0sWPHQv4FgbKyskAjXPEM85FsZod4nWs7yE817ajBOcdV 8Dv/n376admyZadPn4ZkA72JadOmlShRAi+XdQr405Wx8My8qfemZv15k7/M NxCu8Ik4RX2mDsT2hg0bNqohWw2Pf3i8Vq1aBQsWhI7/qlWrzp49CwkpPj4e SnWcNASsWLGCGbdv3x4PQjnPPAhQa7OvkuAJnRuBduMiDxdnxNoxclKnTh0M ULpwAbRzTI8YP368qvSyXd4c7LjZ9HDxj707EZtqyiJcAA8XbnGoimyZesKN 8GgKmU4pImTGYcOGqdaeZ86cwS+FPv30U5sPALkb13ECoCTHLwCxhFGOd0E2 wRVd0Pi1117DcttkWecfOmXc7+0pcOap1NvJIZNHM5+L6m9Y98fVsdTYr2Pz 3i3r4//7tvotLuaoNGTXebiATSvCejatzZ6EPcZD382KxzddMmsKOw6X4FMx xxMzw+2fpL+lcx4sMa3qyuEMFl5QNT57Nauj9HCdjT2utGRzrCBaBrRrjP4U 6cQrDY5H7/NtXk95U/yN7tdNNhHPcQ+X9ivwS8amcan+eDxcq0LnaCdpH8Vi mxoPr51BZB4up0RCoG9HqQ3OONN+ZaeXt6GhocymUqVKv/zyC7TQ8Bskk/Xh RMIpcJbe0GliU/Cs8frrr0svmTFjBjYIWW0odTaVKFFCOb1Cw1dllqwVZuL2 cPFcpUFAQIA0KEioJUuW1L5EdVEFT/NwSR9YKsorr7wimxGTl5fHNnYHihQp wv4PbWBlX0ZXW0iXsfDo6puw/aC/+OIL2anMzEz8INOkmHAEZS+6aSpXrqwR ONvohOUXdM1Yo1ixYn5+frLa/Pbt29KkpQr0sKx1h+17QSmOlD+q8zqhv8kC DAlRWQGYPFxSdBUd2h4uXLUS2LBhg/ZNdRVuQMuWLZXJEuJfdaqyqOSnmlLX s5KlS5cyS/RwWaN48eLKRVDF61zbQX6qqbcG5x9XYStZsQClfyq36eFPV8bC M/Om3pua9edN/jLfQLjCJ+IU9b/66isN6VUTAP/weK1ataRnZXm5ffv2UuOs rCzcR9Vk+WYSmn8///xz+fLl8UipUqUuX1ZZl8YtuMjDxR+xekdOVD1c8Ao2 pZfd18GOm7aHS9fYuxPhUVMa4QJ4uFi2UvLOO+/ovTXhIuwYcS1ZsuSPP/64 ZcsWa/aNGzdGS9kCKdY4efJklSpVpEU3FMWLFqlPgbl27Rr0gqXPAznax8cH v2wxHLry1Kmjh8b79erdsoF0vN23Rb1pI/yid22TOXd2b1nfr01DqeWEwb6J 1+WlCoam3IXq8rk4vIqt5gdErluJriKle2XG6KE+irX+gGuXzk/x79+reV3p kwzt2nrNork3bzzxMCcOHRjRq6PUbED7JisXzMZpaEjyrcTpIwdLbVYumAXH d25ci3/mKVac5gk2akeENK76tfk98o8VbCqcLNL2RGzE6UvMdZJ25+Gqy1cv nMODC6aOM3OT8Oc1No+M/fq0arB1Tbhyfy5dEliLFo1XMOuRbP/2LVLvz4B2 jfds3YD7cA3q2Mzmi9/Lyzt17PDiGZNwpzmZQ2rmmGHxly8qr7L28FmZGYuC J0oDGdy5xbb1qzatXILZhDMc/kiIObh/xuhhPZs+4ZTUfmVXlLd79uxhy0Ax 3nrrLalLgnAFukrv9evX//Of/2QNWgRa1N9++21ISIhyaQvo1daoUQPXnWAU L14cWtqquxhDZxZtzp07pzwLoT3zzDNoIO32OniVBoGBgbLQUlJSOnToULp0 aZnl66+/3rVrV+g/qsYbLuOmvYeXU+BRE17qgw8+kD0/tECaNWuWlJSktP/r r7969+4tHTqG+Pzpp58gKlTD19UW0mUsNrpyYufOnTG6Bg4cqDz7+eef49nZ s2dLj+/fvx+PjxgxQiNwtmkRJAk8UrVqVWlqgQQAmfrNN9/8+eef582bZ63h euXKlTFjxkCJoXR1QY4YO3asxmI49r2gDLvLH2v1ztq1a3FcDmJAuVSOzWyO 0QgRYs3giy++MFk2edd4KU+AM63yFx2xsbEsYchOnT17FuP8q6++snlHvYWb 1MMFz/b+++93797d21ZoyU81ZQuQyli27PGngGlpaf7+/ko1ITG0adNGdfMR s3CdazvITzXNOmtw/nEVqIMaNmzIfCKMcuXKrV69WmnPn66MhWfmTb03Rfjz pq4y30C4yCfiuPrffPONhvRIeHi49BL+4fHIyMi6desWLlxYZlaxYkXVvAz1 r5+fn8wekkqnTp1UK3F34SI1dfkddI2csBVBpXve7dy506b0ym+uHOm4sXJG de1KvWPvzoJTTRbhAni4CEPAo+n9+/ehQwrFKfRhOZOlHdy5cwcKc7gLzwI7 uCzG0qVLjxw5orF7tedjR56CGjn5VmLciaNxMUfjL1+UObakgHCJ1/88Hr3/ XGxMZnqao8/qAPfu3YMnOX388JXzZ9NT72hYZmdlXblw9mzs8eSbiao7tgDp aamXzsZBUMoNtuwOFgwunj19NGqPZcU59fs+fp28vMTr8edPnwRjqROKTbCC x+N8MEZOTjaoeezA3tPHjyQl3sBV71yHtVd4bMAnGVwLEQuPnfDnNZvxpkFm Rvr1a5chSZ85cSzpZoL262s8PGSNk0eiYw7uv3rhnM04dEokQCC3Eq7DY8NP 5gFU4rryFnpA0KqZN28eXHXhwgVHtCA4sa/0vnz5Mq5XdvToUZ412y9durR2 7VqQVbk7rUFJT0+HFA4vBZW456ynx6/mrVu3Dh8+DM+/fPly6K3kWq+CERD9 9OnTy5Yti4qK4lFcV1tIl7GoCNw3gdQF5fmOHTvWrFkDuQbkzucHEK/8cS+6 0qreosNx+Au3mzdvQi0WHh4OydLQvTBH8HA1obg4duwYqLlixYqYmBiemwrT ubYDt6jpohr87t27586dg4ojLCwMXiohIcGJgRsCD8+bdtyU8qaLAneL+vzk 5eVBt3Hnzp2Yl20OC2RmZkKxDzV4aGhodHS0clsut+M5LXZ3jZyI1HHTpSZE OHm4iPyBNHUvFP8iMT3Qz6dJrfF+vdz9IISHQvldJEhNkSA1jQtpRxgFSqsi QWqKBKkpEqSmSJCaIkFqioReNcnDReQPpKl7ofgXhru5ubhk38Hd2939LISH QvldJEhNkSA1jQtpRxgFSqsiQWqKBKkpEqSmSJCaIkFqigR5uAjPhDR1LxT/ wnDmxDGfJrX8OjVXXe+OIMyU38WC1BQJUtO4kHaEUaC0KhKkpkiQmiJBaooE qSkSpKZIkIeL8ExIU/dC8S8MKbduHjuw9/L5M+5+EMJzofwuEqSmSJCaxoW0 I4wCpVWRIDVFgtQUCVJTJEhNkSA1RYI8XIRnQpq6F4p/gvAeKL+LBKkpEqSm cSHtCKNAaVUkSE2RIDVFgtQUCVJTJEhNkSAPF+GZkKbuheKfILwHyu8iQWqK BKlpXEg7wihQWhUJUlMkSE2RIDVFgtQUCVJTJMjDRXgmpKl7ofgnCO+B8rtI kJoiQWoaF9KOMAqUVkWC1BQJUlMkSE2RIDVFgtQUCfJwEZ4JaepeKP4Jwnug /C4SpKZIkJrGhbQjjAKlVZEgNUWC1BQJUlMkSE2RIDVFgjxchGdCmroXin+C 8B4ov4sEqSkSpKZxIe0Io0BpVSRITZEgNUWC1BQJUlMkSE2RIA8X4ZmQpu6F 4p8gvAfK7yJBaooEqWlcSDvCKFBaFQlSUyRITZEgNUWC1BQJUlMkyMNFeCak qXuh+CcI74Hyu0iQmiJBahoX0o4wCpRWRYLUFAlSUyRITZEgNUWC1BQJ8nAR nglp6l4o/gnCe6D8LhKkpkiQmsaFtCOMAqVVkSA1RYLUFAlSUyRITZEgNUWC PFyEZ0KauheKf4LwHii/iwSpKRKkpnEh7QijQGlVJEhNkSA1RYLUFAlSUyRI TZEgDxfhmZCm7oXinyC8B8rvIkFqigSpaVxIO8IoUFoVCVJTJEhNkSA1RYLU FAlSUyTIw0V4JqSpe6H4JwjvgfK7SJCaIkFqGhfSjjAKlFZFgtQUCVJTJEhN kSA1RYLUFAmRPFwEQRAEQRAEQRAEQRAEQRAEQRAEoYQ8XARBEARBEARBEARB EARBEARBEISx8GQPl96rCE+GNHUvFP8E4T1QfhcJUlMkSE3jQtoRRoHSqkiQ miJBaooEqSkSpKZIkJoioVdN8nAR+QNp6l4o/gnCe6D8LhKkpkiQmsaFtCOM AqVVkSA1RYLUFAlSUyRITZEgNUWCPFyEZ0KauheKf4LwHii/iwSpKRKkpnEh 7QijQGlVJEhNkSA1RYLUFAlSUyRITZEgDxfhmZCm7oXinyC8B8rvIkFqigSp aVxIO8IoUFoVCVJTJEhNkSA1RYLUFAlSUyTIw0V4JqSpe6H4JwjvgfK7SJCa IkFqGhfSjjAKlFZFgtQUCVJTJEhNkSA1RYLUFAnycBGeCWnqXij+CcJ7oPwu EqSmSJCaxoW0I4wCpVWRIDVFgtQUCVJTJEhNkSA1RYI8XIRnQpq6F4p/gvAe KL+LBKkpEqSmcSHtCKNAaVUkSE2RIDVFgtQUCVJTJEhNkSAPF+GZkKbuheKf ILwHyu8iQWqKBKlpXEg7wihQWhUJUlMkSE2RIDVFgtQUCVJTJMjDRXgmpKl7 ofgnCO+B8rtIkJoiQWoaF9KOMAqUVkWC1BQJUlMkSE2RIDVFgtQUCfJwEZ4J aepeKP4Jwnug/C4SpKZIkJrGhbQjjAKlVZEgNUWC1BQJUlMkSE2RIDVFgjxc hGdCmroXin+C8B4ov4sEqSkSpKZxIe0Io0BpVSRITZEgNUWC1BQJUlMkSE2R IA8X4ZmQpu6F4p8gvAfK7yJBaooEqWlcSDvCKFBaFQlSUyRITZEgNUWC1BQJ UlMkyMNFeCakqXuh+CcI74Hyu0iQmiJBahoX0o4wCpRWRYLUFAlSUyRITZEg NUWC1BQJ8nARnoleTe/fvw8pMzs722VP5F3Ynafu3bsHWjj7cQjCUeJijm4I XxS5bqUd1/711195eXed/kieg978DhGSlpbGaUyFcz5jd+mdl5enq/TOzMzM ycmx40aeTG5urrsf4Qlc3b5NT0/nN4b6PSsryxXGQmKHdlC0eloKJLwBO9Kq rqKDyE/cpWZKSsrduzqayrpumpqampycrP+hDI+71PScGhweQ1e68mQMkTeh EXL79m3+wClvug63lMyeE3h+4mo1oURNSkqCRj6Psa5hFreTnZ3taaMB3uzh gsRTrVq1qlWrRkdH672WcDWcmkKhGhQU9O677z777LMmk6lAgQKvvfZaq1at Ll++bPPa69ev//zzz5AGRo0apTw7ZMiQatb54YcfWMnTtm1bDUtky5YtOiPA zejKU1mZGRFrVyyYOnZ03269mteF3/Ae7YJGDNq2flVaqo42kkHJyclOupmQ fDNReWrL6mWBvp3gdyvhhkuf4XbyLXiGrIwMx4O6m5sbPGpI8MghUTu2WrOZ PW44GOzYuMa+W6hGixNfQZXVoXN9mtQa2KEJ/yVXL55fGDRuVN+ufVo1gGsH tG8yul+3mWOGbV+/OinxCUGd9fCujgRrcOZ3qDSDg4P/85//vPjii1DelixZ 8ttvv924caOqsSOFM+EIukrvO3fuBAYGNmjQoHLlys9YeOONN7755psxY8Yk JqqUaXl5eZMmTapbt+6bb7751FNPPf300++8807Dhg1nzZql2m4/ePAgqwe7 deumNICKGM+CpROvssbSpUuVoUVERHTp0gXeGpI0pNWXX375ww8/bNq0KRyH l0pISLAZLKNevXo80c4Pj5oXLlzQfqpp06bJLomMjIRHLV++PL5v9erVJ0+e bC38rKysPn36fPbZZ4ULFwbRIam0aNHi7NmzjhuLDX9OPHToEGQiKC0h0lCR KlWq/PTTT2PHjgVxpZZdu3YFQTt37mwtqJ49e4JBu3btlFdpAI1hZqzMR3D2 999/Hzp06Llz51RvysKH9rC1B4NyBm0gsUFPX9UGyhx207lz56ra2Fc4ENrw p1VdRYcSR3pMPN12/r6bwOSbmtDMW758OdSVUM4XLVoUAilYsCA0IZo1a3bx 4kUHbwpyQxXcsWPHjz76qHjx4iYLRYoUgZoabuo931Lmm5oIZw2+Z88emxm5 SZMnOlx68+alS5caNWpUqVIl6D5A0xTqR6hodHlePBCPzZtXr14dN27c119/ XaZMGdAd7IsVK/bJJ5+EhIQo85rjeXPixImoO9TX/C/labjOJ+KWkhmxWc/q CtxAY6SuUDM5OXn27Nk1atSA+IH+MsQVFGUgq6+v75UrV5T2uoZZ+HHWiLeU U6dOjRw5sn79+lhEw9P+85//lBrYUUc4EW/2cC1btgzL5E2bNum9lnA1PJpC jvvggw9Mj8CiA3n22Weh8tW4NiMj4+OPP0Zj6LkrDX755ReTJrdu3ULLd955 R9sSmDNnjr0x4R7489SJwweGdG3l06SW6q9Xszrzp4xx8cO6md1b1uPLZmdl yk4tnxeMp65fc+2o/sAOTeAuq0PVR4R0kZ2Vhc+8dnGINZtezeuCQdjMKfbd QjVanPgKqujycN27d29h0DhrqRp/eyIeNzmc9fCujgRr8OR3KPG+/PJL1fIN mrUyY0cKZ8JB+EvvNWvWlC5d2lq1BarJ/DXQoIUWrDV76BorW+zr1q2T2kCL V2Zw5swZPAWWzr1KlYCAAGk40PuAbpqGPfRE5s2bZzNYBnRFeWKeHx41Dx8+ rP1UnTp1ktrPnz8fOllKs9atWytdD0lJSZ999pnS+NVXX1V6EHQZCw+Pdnl5 eQ0bNtSWT+qgxAz40UcfWQsQusZg8O6770oPamRbBNIDM9bOR40aNYJnlt1U Gv7u3buVT3Xz5s1ChQoxG2tf/E6aNInZQNNa1ca+woHQhrPW0FV0qOJIj4mn 287fdxOYfFNz5cqV1uIZWnp//PGHIzeNiYnR0LFDhw58kWF48k1Ns54anGVG DcqWLSu9RFfenDt3bpEiRZQ2pUqV2r9/P+freCAemzffe+89a/bQ9ZNV2Q7m zbCwMBwSBwz9+ZOLPFxuKZkZNutZXYEbaIzUFWrWrl3b2luXKFEiNjZWaqxr mIUfJ454MyCJSpv0yGuvvSa1saOOcCJe6OFaunTpyJEjQc2CBQti9JKHywPh 0bRu3bqoYKdOnXbt2gWdbkg8/v7+7CNYax2Z+/fv16xZk+Uvjfz+wgsvtLVC ZuZDd8bQoUOt2dSrVw9v4SGlNz+ceWpDeCgb8J851j9y3cqTRw4e2BW5OnTu 5GH98HifVg1c/7zuRMPDtSdi44zRw+CXkuTaPrWxPFyq0eJRHq6lc4IwEvq2 +g2ec9u6Vcej921dE75w2vjhPu3xFBx0+sN7soerTp06WJpB2bhx40YobBcs WFCuXDk8uHDhQqmx3YUz4TicpfeAAQNYJVijRo1Ro0ZBx2TevHk9evTAQXIA 9GL2UVFRzz//PB6HvvDgwYNXr169fPny/v37V6pUCY+/+OKLslkesuHoL774 QvYYPL4qvVd9++23rawg/RYuPj6+VKlSeEnJkiV9fHxCQkIgEqCJ2LBhw1de eQVPwZsqw8GZiaVLl5Yd7969u22F9KDLw/X111+rNkWWLFnCjA8ePMheecyY MZA9oX3y6aef4sHhw4fLAv/555/xFGTq8PDwrVu39uvXD33WL730UsaTE051 GQsPj3Zt2rTBGCtSpMiPP/44evRoyFMBAQHQLq1QoQKegoPM3hEPF0hgLV+0 b9+eGbN8BO1kX1/fXr16wUNC0sLvulXbzFIP108//aR8qkGDBklztDUPl8wT d+jQIaWNfYUDoQ1PWtVbdKhiR49JV7edv+8mMPmmJg51QsOgadOmkydPXrt2 LeR0NlQOLT3ZBA1dN8VRdBC9Vq1aUAZCdl6/fn3v3r2xGQlAFaMzYgxJvqlp 1lODHzlyxFoWA/7v//7PZMXDxZM3o6Oj2U0hXUFFAG/UunVrdIu8/fbbxl0V zWPzJp6qUqUKmIWFhUH/DgpkEAvtIRlIjR3Jm3v27HnuuedYDU4eLhluUd+s p57VFbiBxkhd5+EqX748NKShfx0REQH//vvf/8YXlzXUdQ2zcOLcEW+zZZZZ hw4dMLSiRYt27NhxxowZ0HGeOnUq9BSkwdpRRzgRTjVZshfAw/X666+bnoQ8 XB6ITU0hu2H7p379+rJTwcHBqCwUwqrX9ujRwySZVqCR39966y173+ABvr6+ eAvVfronw5On/rxyqVezOj5NavVv1+jwvl1Kg1NHDw3v0c6bPVz5hrE8XKp4 jocr+WYixsDoft0y0+VTs+/fvxe1I2Jo19Ze5eGCFiwWZY0bN5YeT0pKQkdA qVKl2OIhjhTOhOPwlN7Q0GIDCIsXL1YaQHf1jTfekHq4WJu8ffv2sgW309LS mE8T2tLSU9LRcvwPhCw10PZV2XcVJFft10dY9wqqe+WSjCkpKdAIL1CggNS/ wMDG+f/+9z+eGzmCLg+X1JNljXbt2pksX1pKJ7/Ay6KbEkSXrjYZHx+PvV2I IunKM9CrxTuGhITYZ+wN2NTu0qVLGDNVqlRRbmNx79496PiXKVPGWR4ujauk WMtH0F2F4sJkWXJW9rQyzxRYSs9mZGS8/PLLUgPV8clTp07h2RYtWuB/VBch tK9wILThKWd0FR12YK3HpKvb7pS+m9HJNzX37dvXu3fvGzfky7CzEbAFCxbY fdPLly9DY0O5MuqaNWsw8I4dO9p8QgHINzWdVYNDawrXLoNwpMf58+aHH35o sswshkpBenzIkCH4JCNGjOB5Eg/EY/Omj48P1PiykM+fP49OrgoVKkiP2503 IUD28RhCHi4ZblHfrKeetSNwVTxtjNQVagYGBkJsyNY9gAYwc1myvqeuYRZ+ nD7izWbwQV/D5oqX1rBWRzgRTjVZshfAwzV27Nj+FtjCIOTh8kBsaso+cgAp ZafYaI/qcqNBQUF4dsaMGZiwXeThunLlCn7xXqdOHbsDcRc24x9q2MlD+6Ij IOZQlDWzu7k5e7ZukB65d+/e8ej9G8JD54wfETZj8s5Nf6iu4Hd4366Du7dd v/rg1LlTJzavXDpnwohFwZO2b1iTk5MtM06IvwbGh/bsgP+npd6O2hGxbM60 2eOGr10cciEuVhk4cv70ych1KxdOGz93QuC6pQtjDlpd9+DapfN7IzYtD5mx KHjiphVhx6P33X20Fzz8H0Jgy9bBY+DvyvkHbbbE6/H4YKqrUmsEC7F0cPd2 uPZWgvwzm9vJt/AWOdkPtgAGA/h/75YPNooKHjmEPQD88uz6yM0+D5cuCWTR wv8K/JIl30rcvWV96PQJs8cFrAiZeezAXviX08MFD4YxAA9gzQaUSk9L5Xl4 +Pds7HFIt2sWzYXnmTdp5JJZUyL/WJFy66Y0QKdHQnZW5v7tWyD+508Zs2zu 9Ii1y+NOHL1/X319A5v5Hfo+WGwql6GDghRPzZo1C4/YXTgTToGn9GYL0axa tcqaWVZWFlSX+P+wsDC0r1WrljV71mLftu1xxmHD0fv37y9WrBj85/3335d2 0LR9VfZdxePhgoYfGn/00UcauwbAAyiXQTMb1sOVmZmJq7vLHJFmSdMoMjKS HfT398eDR48elRqDFrhnmXQGjS5jb8CmdgsXLsQYmz9/vjWb7Oxs6YxXN3q4 gICAADwlW4gGw4e2btmyZU2W7/+lZydMmGCyfNnbvHlzvFzVwwX1BZx66qmn oJuJI5yQbJQrItpXOBDa8HxVqKvo0ItGj0lXt508XGYPUPPYsWMYCDQdnX7T 3NxcNM6H+tcTyDc1nVWDd+zYEUty2YAeZ968ffs2ztVq0aKF7FROTs4bb7xh skyf53kSD8Qz86YGv/76K9qnpqbaNNbOmykpKf/4xz9Mlll448ePR0vycElx o/qOD4/rSloeOEbqCg+XNbC5a5J8D6ZrmIUTp494Q12AO1CUKlUKsrOuh5Fi rY5wIpxqsmQvgIeLsWPHDvuyMJEP2NQ0IyMDy0aoKLOysqSnQkNDUVnlJonr 16/HL5R8fX3Nj1y3LvJw4e4ecLu4uDi7A3EXNuP/4plT6AUIGjGIP9jkm4mT hvZR7tUVsXaFbIzRt0U9OLUoeOLMsf4y+4CeHSAcqTFcjqf2Rmwa0K6xzH7z qqWyx8jKyAidNkG5s9L0kYPvJCdJLbOzMpfMmqq07N+u0bEDe8HAr2Nz1U2a ls55MDK8fcMa/JO5rjiDhSd86DV70j9ofuBT24+nEv68Zras+Gdto6g7KfJv wnmwz8OlSwJZtPC8Ar9kwOG9O/u1aagaII+HC+Icjbestr0Eis2HPxt7XPUs JPs1i+fxh6MrEg7u3o7TwWQ/SK6qqcJmfv/+++9Nlvk+ylNXr17F8pb1Ru0r nAlnYVPNPXv2oArffPMNZ5joEStQoEBMTIw1m82bN2Ow0g4LG44+c+YMGx6X zhrT9lXZdxWPhwuTNABNQc5IkGJQD1dUVBRajhs3TnaKzaAZMmQIO/jjjz+a LBuOK52A9evXxxYOO6XL2BuwqR3rfvKvIuVeDxfbk2727NnK8Bs2bDhx4kTs t54+fRpP5eXlYUsb0lXnzp3xcqWHCzrOaPbdd9+ZLb1OtJTNzzLbWzgQ2thM q3qLDr3w9Jh4uu3k4TJ7gJqxsbEYSJ8+fZx+UxaOn5+f3U9oIPJNTafU4FD8 4nyBRo0ayU5x5s3IyEh8ZqhNlGdbtmyJZ5XjwIbAM/OmBrjWATT+Zb05VTTy Zm5u7ldffWWyfLhy8eLFuXPnoiV5uKR4gvp2D4/rSloeOEaanx4uLGyfe+65 7OyHH+3rGmbhwRUj3qtWrcInsW/JRESjjnAietUkDxeRP/BoWqNGDVSwSpUq bNgNquDPP/8cDpYpU0Y2k/fYsWM427pOnTp4ymZ+r1Chwo0bNy5dugTJnn+r VrwX7lnQunVr/qs8B5vxv3/7Fh9bE7hkZGdl+nV66A+aOnzA2rCQJbOmDu7c Eo+sW/pEaYkeLvYb1bfr9EC/Ae0fDtovDHqi6mfulYd+oraNwHhM/x74Z8+m dRLirzFj0HF0v254ava4ALg28o8VM8cMwyMzRg99bJmXxyz9u7ddOG186PQJ o/p0eeT+WAY2cycE+vdoi0cmDu49xb8//ravX2224uHiCZbfw3Xi8AG4Xc+m teHI4M4t2APAT7nCHp9MDnm4eCSQRYvNV+CXDDiyfxe76aShfeAh504cOahD U34P17nYGJ+HvtT2ybfka5fJsPnw6OGC9AxHFgVPWjF/5pzxI/q0aoC3gHzE GQ5/JFw8c+rh8qFtG80c6w8ZLWTyaHgXtFTOCjRz5Hfc/LRo0aLK5RGgw4tb 4v7www/soN7CmXAiNtWcNWsWqqMxgUtGiRIlTJZFCbTNcOegypUrsyPS4eiM jAx0DFWqVIlNzbDp4bLjKh4PV+nSpU2W2R+cMSDDMz1cwcHB0BWKj49XznxB 2BoyERERyrO4uZh0l3CcSgPZVmnMnAtskQ1dxt6ATe22bduG0VKxYsXLl1Um sytxr4eLLRIlnadplni4MjMzcUGVpk2b4qkFCxZg3ZGcnKzh4YKIwlPz5s0z Wzqb2IRu0EC+zLV9hQOhjc20qrfo0AVnj4nfw2V3300M3KsmMHPmTAxf+s25 4zdNSkoKDw/HWTwlS5aEP+1+QgORb2o6pQbHfWegU6BcwIozb7JqccyYMcqz bKLZvn37bL6RB+KZedMaIBAOlNmcNGczb6JHo1ChQlFRD0aNyMOliieob/fw OH/S8swx0nzwcN2/fx/6a127dsWIgtKMndI7zKKNi0a8cePgggULpqenX7ly ZfPmzTNmzIC8DGmGv6GlUUc4EfJw2ZGFiXyAR9Nr165VrVrV9Ihq1arNnz// 22+/hf+XK1dOlpAg3ZYpUwZOwSXsQxSb+V0KZMZ//etfoaGhPDucVq9e3WTZ hxEekvedPQnbbbBFcx/6WeJ5X3Dd0gV4ye6tjz/KTU+9g7O6fFvUk3oTmIdr UfCk1NsPZ52kp6WO7NPZ4ryoLfUZMffKsG6tjx3Yy74xgxsp3Wc7Nq7BEI5H P7G8GwskLubh+gyR61b6PJqQJV0p7tLZuPF+vdAVZdbch0vVw8UTLL+HC3H7 Ply6JFCNFo1X4JcsNydnaNfWcGRQh6bnT51kllDz4uwnHg/Xvby8UX27Ysi+ zevNHOu/dU34qaOHUm9bnZGt8fB3UpJjDu7HJSUZSTcT0Ns7PfCJ79ycEglL Zk1B95ZsYlfs0YMT/HxVfXY283u3bt2wGDx58qTyLCta2RFdhTPhXGyqyRZD kO1xYI3k5GS0b9asmbYlNL+x4mNNdOlwNPw5depU/HP69OloYNPDZcdVL7/8 clkrTJs2DSxTU1PRUrlVHCee6eFiFChQoFSpUl26dJGNHrAeqOokStwsCXof 7Mhrr70GR2rUqKE0ZntzMBe2LmNvwKZ20Jh89913MWaeffZZiLqAgID169cr NzhgoC8JOpjWUjh+G6nq4dK4qlKlSszYmocLnoptByDdeNos8XCZLRuLmyzL /kNPGcqBKlWqmB6tWqPh4cIv8wsVKsSWQvruu+9kR2SPp6twILSxmVb1Fh26 4Owx8Xu4pOjqu4mBe9XMycn5+9//joLevPl4OW5Hbjp69OgPPvgAF68zWZqU J06csO/xDEe+qel4Db5v3z40g6JeeZYzb96+fRvPyla7RWbPno1nN2yQ944N gWfmTWuwWdsa687x5M1hw4aZLO3S8PCHS6OQh0sVT1DfvuFxXUnLM8dIXerh un79+vfff892pIV39/f3lzqz9A6zaOC6EW/s40NGxv9IqVChwrJly2w+m3Yd 4UTIw6U3CxP5A6emaWlpf/vb32S5rHDhwrLZ6xkZGR999JHJMriakJDAjuvK 74yaNWtqz9PfunUrWvbq1Yv3hT0M220wy+KBPZvWzsvj6jOCWe+W9XH2luzU tUvncYheOrCPHq41i+RD/cw5IvXvsEH+7Ccn0d+7dw9XzFswdSweAeH6t20E R1aEzJSFDMaDO7eAU+uXheKffVv9Bn8G+nZS7l4EtVJWZgb+X5eHizNY43q4 bEpg1unh4pcM2BuxCUOO2rFVZgwhc3q4gPjLF9nUPOlvaNfWi4Inno2VV1J2 xP+yOdMeeOI6NuMJR1ckTA0YgG/KmTfNHPmdrS5YpUoV2Vanhw4dwmFP2RL9 nIUz4XRsqokz7J566qncJ1dPtQZbN8Pm4hht27ZFS6aybDgaWss4zwvSBja8 eTxceq/SICAgACyh84h/Dhggr4848XAPFwO6UdJ9xNj3z6rOTWwRffbZZ/gn 1EfoLlH1A7IBii1btug19hJ4tDt69Gj58uWVwkH/tEmTJsoNF9CXZBNVD5cG 0J9lxiwfBQUFQUaD7nZERERgYCCW81BuzJkzR/Wp0MOVnJyMW0h36NBh/fr1 JovzDnuO1jxckKlx7wlp4mFpRnY7+woHQhubaVVX0aEL/h6TfR4uhs2+mzC4 UU2gdevWGHiPHj2cdVO2NQxQtmzZqVOnkr+S4RQ1nVKD4wziIkWKSEdaGPx5 s1KlSnhcthxuenp6ly5d8JQjuxG5Ec/Mm6qcPn0ap4HAvxqeCJt5c9GiRXh2 5MiR7CB5uFTxBPXtGx7nT1oeO0bqUg8Xa5ciUMzK/B12DLOo4tIRb9xHDylY sCDconLlyth6N1l6B7ItepVo1xFOhDxcerMwkT/waApJ8d///jcoCDlu4sSJ kPFZvnv77behQEAzyJuYeYsVKybzjGvk9yVLlkD9u2vXLrjkxIkT0MGHQpvl 4n79+ll7Kmgl4kx/uB309HW/uWdgM/5xFN23eT3ODmPCn9ceuR5UZl6P6d9d ttIaerg2Ll8ss4w9ehDDkc7QYe4V5cOM9+sFx4MCBuKfSTcT0HJDeOjp44dl v0DfTnBq/pQHCyPcvPEnWu7abGOQRJeHizNY43q4bEpg1unh4pcMWD4v2Mey ndk9xSJdujxclnjI3LI6fOyAHko/F/zmTRop9eXZjP+01NuQ8leEzJw9LmCC n+9wn/bo6ISYlJo5JRI2r1qKxnMmjLgQd4onh9rM73l5edWqVcPSD0q2pk2b 9u7du3nz5u+//z4rdX/77Tdmz1k4E67Appq4GP6zzz7LWXpvf7SAWGBgoLZl hw4d0JKtrC4bjgYWLlyIR7C3y+Ph0nsVpM8xVsAPI9kb8e9/JMOjPFyJiYkQ LdCzOHjwIMRMVFRUSEgIZkCgRIkSrN0+aNAgPKg6qoArzLDuM+R6/C5XtY00 f/58DAqHvHQZewmcfZPU1FRIh7h9s5LatWunpT1ecBh9SZD8rKXwsmXLmqx4 uDSumjBhAjPW8BSXL19+586dyleQerjMj2aJPv/889gdbtOmDR635uGC9jYe l84ag2jB/Ry//vprqbF9hQOhjc20qqvo4EdXj4mn2253300k3KUmAHkQQ4YC je0w4vhNV65cOWDAgHbt2lWuXBkDgf/cuXPHjic0HPmjpuM1ONuiZeDAgaoG /HkTTqG7DfjXv/7VrVu37t27Q3MLHS6I52zfowvPzJtKoNFYsWJFtNfe4FU7 b+7evfu5554zKdajIw+XKp6gvh3D4/yBe/IYqUs9XCkpKX5+ftA2rlOnTuHC hU0WD1FwcDAz0DvMooqrR7wLFSpksjiyZ82axVZyyMnJgR4EGhcpUuTWrVvW Hs9mHeFEyMOlKwsT+YZNTaHLjxPq33vvPTYfFjq2jRs3xkYatI6wJ75nzx4U Ojw8/PaTYAi1a9fGP20O9x07dgy/TZWu6CKDeeHxW3GDYjP+cQYK/JISrS6n I+XkkYeeqTMnVTL47HEBcGq4T3t2xJqH60JcLIZz7tTjWfAa7pVpI/weTBwL ePih/unjh1UdFtLfFP/+lgeOxj9PHz+i/Wq6PFycwXqCh2vN4nnWbHR5uGQS mHV6uPglA4ICBsKf4wb2VD6zXg8XIz0t9VxszI6NaxZOG+/XsTm76Yr5j6dT acQ/RAgkY9xgS/nj9HDpioTE6/EoEP76tWkIkb9pRVhGmtV92XjqUOiw4C5a MnAuPNC3b1+05C+cCVdgU0020+rChQs8AV67dg3t27dvr21Zs2ZNbLez2WHK 4WjIEbhwWfHixaHa5fRw6brK5j5c169fR8smTXQXCIhHebisAW+HrwnNEjwy ZcoUPAKNGaX9q6++Cqf++9//siO4/9qvv/6qNA4KCsKgDh48aIexN6BXO+gY btu2bfz48dAJLVmyJCtjpat55Oc+XErWr1+veonMwxUfH48bRmBpcO7cOTxu zcMFSc5k8bnHxcVdkIAbE0CtIZ35a1/hQGhjM63qLTo40dVjsrvbztN3Ewl3 qTlx4kQMtkKFCsrBImfddPr06RhOixYt9D6hEck3NR2pwfPy8t566y2T5Ysa 2bqy2ljLmyEhIXhcCtQmuB8NVAo2fTSeiWfmTRkJCQlssobND9ukKPPm999/ D39CCwE6g9LxN7buZXR0NPwpW/fYKNhUMzg4eJAmuHA6wxPU11vP6grck8dI na6mNZKSknB9cmj0Sl2Z/MMs1nDpiDcU8lACm6x0nH19ffHW1taPtbuOsA/y cNnRVCbyAZuajhs3DuWbP3++7BRbxhYqVrPlAxJlcaGKdDEfa/z2229oLJtD iuTk5JQrV85k+VbWoPU1YjP+cVcg+J06yjUdI3rXNrS/euGc8uyCqWN9LHsn sSPWPFwXz57W5eEKHjlE6l45sCsSLScP7Tt3QqDqb0P4IrCM2hGBllcu2Pi+ SJeHizNYN3q4IA7RP7J0TpCqwd3cHB/FqpL8Eph1erj4JQMCenYAy+BRKmup 2e3hkr379vWr8XkgibKX1Yh/TNvw69OqQdiMyXD5iUMHLp2NQx8xp4dLVySY LY5gsJS5wPq1abhppfqXePx16LZt23r27NmgQYO6dev27t172bJlR44cwSKR fYzEXzgTrsCmmuPHj0cVrI1Xy/jrr7/wk7Pq1atrW+LHZhUrVmRHlMPRwB9/ /IEH+/Xrx+nh0nWVTQ8XUKxYMbD85JNPeGJAiSE8XHFxcRgh3bt3xyOQYfHI 3r17lfb4eV7Lli3ZkXfeecdk2VhBaTxq1CgM6urVq//P3nnAV1Fsf/wqKggo VngP9CmK76kPFMvD9izwt/JsdJHepIiUQKhSA4Tee0uEYIDQe0lCCxAIJSQk IIQeQ0ISID0kgfwP9+Cw7O7dO3vr7uR8P/fDh+yenZ2d3/SzM+uAcUnAGe1y c3PHjx+PiVa6dGnW1njSw7VkyRIcCwcFBeHLCTAyVX21WObhAtq1a4eBSF86 VfVwpaSksNf1bTFq1Chl9HRVDoQ29t9q01l18KB3xOTMsF177CYYXlGTVfJV q1Y9d+6cW2+KuzBVrlxZVwxNisfUdKYFh/4/GkD/3+6NZNgqm+np6RBahw4d vvvuu/bt248ePfrMmTP169fHGkPvXQyCMcumlAsXLuBENDBs2DBtYyWysonf 07SLSYeEdtWULsBRRdZV87r6xTrbWV2BG3yO1OVqagCjVLxk7lz5tyd4plls 4e4Zb1xFqFpaIceisZ+fn2pozrQRDkAeLs4iTHgYu5r++OOPKB+MjmWnCgsL cXEldoH4yztY2o0Y1DZorDrMZzMSM2aoewfMgt30Z4tKli+cxRNgQvxxtI89 fEB5Fpf5jBtwd/NeN3m4Ek78FY1DKtFQjXBM1H5tS+bhYl/mYihdOZzBMg/X rs3yqVoND9fqIPnXMRxjhE8nH+sed6pn01NTfO5stHh3u11XebiUj8AvGTDN b4DL13ApYVsXXr+arh35vNycXi0bwKnJQ/pkXLtnPT7uJajq4XIyERig1OG9 uyA06V6Lxw7uU1o6MxPL3sRj73byV86EO7Cr5ubNm1Ggjh07cob52muvgX35 8uU19h84ffo0zlRLv1SuOh1d/Nc8fNmyZVlPzK6Hi/8qHg/XO++8Y7H6DnhG fEpM4eHKy8vDBGEbU+zatQuPLF68WGZ8+fJlPCXdkqJ27dqWe12WDMg8aM/W 6+kyLgk4ox3Cti5kIy9Perik5Wjo0KF48KWXXkpLS5NdovRwQcm9//77Lfe+ iqzq4ZoyZYrdzvkrr7yijJ6uyoHQxm5e1Vt18KB3xOTMsF177CYYHlbz1q1b uDGpxfoNkaSkJHfflH36pyRsVOgxNR1uwbOzs7FH9Oyzz+bn59u9kQz+sgkN R6VKlSwOLWMxCMYsm4y4uDhcMHLffffB4I7zLlJkZZPTwwVmDtzL69hVs1On Tv+nCdvDGfGu+ghnO+tA4AafI3W5mhqwF7HY+4caKKdZbOHuGW/cR/GFF15Q Gp8+fRqNVT/E5mQb4QDk4bJbhAmvYFfTZs2aoXyqE274/slzzz0H/y8qKkq2 wd///neLdUk+/gmWdiMGxhbrwlLlV26vXr36+OOPW6z9Q7N/A9du+udkZQ7o 2MynRb1eLetfOpegYZmceNsRcz09DSfYlatIigoLB/98e/O3wKlj2UE3ebiy Mq6j5bpgmx+ZQjKvX/Ox9zkqZM/2Ox6uzAz5q6FKVw5nsDfy76yT2rIyWHZK 1cM1qHNLOLIiwM7bHZygw3FI1zaFhSrZmC3HO37kIDvovIfL1iPwSwYEzZpk Xaz0Y4FiFMbv4UpLuay8XAouy4Kcz3yatiIfe/gARv7wvt2yU6oeLpckgirR B/ZiCCsC5yjPOjwTe+3aNey0SIcn/JUz4Q7sqpmenv7YY49ZrJ+FPXz4sIYl +9jxr7/+iprCiMaWMfNsSl8zszUdvXv3bjawxf/weLg4r+LxcA0ePBiNVffk YWRmZqp+YtsUHq7o6Gh8xqFD7yxrhTEy+h1k30QolnwLSbr0kn1YTZkIWJCr Vq3qmHFJwK52Z86c0d5qqUmTJlhO2USutzxcxZKZqw8//FA2RFV6uIqtc2Wx sbHSI6oerrfeegtbhAQ1WrVqhZewrzc6VjkQ2tjNq3qrDrs4MGJyZtiuMXYT D0+qCVUBqxmg8tFYIufCm2ItV758ec5viZoaj6npcAs+bNgwvHDBAkdes+Qv m/7+/ngjnulZY2LMssnihnXygw8+yLa21ousbGZkZKjOv7G9PiIiIuBPD+xa 5g6cf4tJhhfVZ/C0sw4Ebvw5UperqcH27dsx9caOHattqTrNYgt3z3hjG/HA Aw8op3fCw8PxiZSr0oqdbiMcgDxcjnWVCXdjV1O2zxL8R3YqKSkJv2tZv359 7bvY+u4ejMpjYmKU9keOHMF31GFIrjzL9iD9/Xe5X8Z08JSpfWFbcM58bL/u KUmJSoPszMzgOVP7tbu9R82tW7dwZdCgLq1u3Ds3Erlzu3JNkJs8XMDoPl1v bzHXulHSxfPKOCcnXoJb4P/9evwElhB/2eqb4tufOvoz4cSdbzgeO7gP737m ZLzMTNWVwxksOjtmjBokNSgsKFgRMFvp4QIJ4Mgs/8HKJ0JOHDscPHca/Gzt UydlU8gSWyvI8nJzx/a/fa8+bRuzFUzFrvBwaTwCv2ThG1djyJE7Q6U2+Xm5 GA0eD9eqRfOH9+hwaO9OyLTKs6nJlwd2ur3SSrrk0FbkD0XsxPjs2XbPdnCg Y8CU0UoPl0sSYf+ObVmZ8sEC23xy1aJ5yssda0NzcnIaNmyIld7u3XddeC6p nAmH4VGTbRdQvXp11Q92p6WltW7duly5cvhnVlYWdo/LlCmzYsUKpf28efNw XAYBSnvOtqajgbp161ok8Hi4OK/i8XDl5ua+8MILaO/v7686UbZmzZpnnnlG dQBiKA/XqlWrVB0luJ8PsH793bb1yy+/hCMVK1aULrGEuu6LL76A44888kh2 9t3FyJGRkRgC85EhbD8K6SY2uoxLAna169atG/RCg4KCVNuahISEJ554AtLt 9ddfZwe96OGCPIYrH5XdZlUPlxKlhys+Ph6P2Pq+APNbQVrJoqerciC04aln dFUd0Na3sdKrl8qa+mKHRkx2h+2Ojd3Ew2NqpqamYoUDNGrUyO6nkXTdFMov 1IHKQKBOwM7Gf//7X+3biYHH1HSsBU9OTsbPtbzyyisas6bOl00o/rhLW506 dbQtjYxhy2ZgYCB+PfOxxx4LCwvTNna+bC5cuBDjZupFte7wiXhFfSl221nH Ajf+HKnL1YRx9NKlSwsLC2XHQc3PP/8cUyM0NFT1WsTWNAsya9YsVF95SolL ZrzZfuCtW7eW2UNOwFPKT8hxthGupQR6uKBmuG6FyRQSEoJHpJUG4V3sagpt K5aXMmXKSBfznj9/Hive++67z+5HRmyVd3y35Kuvvlq+fPmJEyegdoKGZubM mfgZVova50suXLgAMYFTNWvWVJ2sMBc8ZQoec8qwvjiB36dtk21rlp8/fTI/ Lzc9NSX28IEtK4PRR9O3XRO0Z6tIJg/tm5Zyudj6skHUnh1gAAdH+HSSrhhy n4eLbfg2sGPz3Vs34MKrjGtX445GLZs/o1fLBptX3rlp7KE7C3CG9+hw4tiR ghv58MjJiZfW/R7Yp21jeF40Szx/Fs2m+Q2AZ4eHupx4ET+zperK4Qx2xqhB aAZH0q+kpCQl7gvfit+ZUnq4FkwaZV1V1OBQxM4b+fm52dnHj0QVSl6SCZgy Bq+Sfq3JFnm5uUO6tmVrzeBxbt4sgjBPx8WM6fsLHpdJ47yHS+MR+CXLzcnu 3+FHH+tHsvaGboF0S7p4fs/2jcO6tccQOD1caDxxUK/wDatPxhzNvH4Nopqa fHnHxjUsZaTb/dmKfNKl82gM2fvI/t1ZGddBx8idoUxHmYfLJYng79sFEgGy zeVLF0A4OALpsHF5EF4OJU75yDzlHTpaQUFBUBNCDochSXBw8Isvvoj1YePG jaWWLqmcCYfhrL3fe+89lO/hhx/28/Pbv39/VlYWaLR27dohQ4Y89dRTFuuW X+ySgIAANnXcpUuXvXv3QpcpIyMDRkNs1R6wfft26Y00pqOhG4wf90E4PVw8 V8FYb6kNpO48tlsj8P77769Zs+bs2bOQCJGRkXPnzv3mm2/wlPE9XDDmheHw sGHDdu3alZ6efuPGDRib/O9//8P4v/vuu9JqGXq8ePyjjz6CcQ3kBBgj9+jR Aw8qN9nADyLff//9CxYsgH5yQUHBnj178PHhoOyrHLqMhYfHw4XJDkNIyGZb t26FkWBeXh5UoePHj0efMiD1KTvj4YIer61yIb2FhqcYoofdZmDQoEGy8B3w cPXv3x+PqA6xi6011bPPPmuxTvjgRIFjlQOhDU89o6vqiI2NxeOqOxLrGjHx D9sdGLsJicfUZD5l0HHTpk2b1ZDO0+q6ab169UqVKgXdy9WrV0OfE3qeiYmJ UDHiQgBg5cqVzqaUGfBk2XSgBWcrv1atWqURQ71lMzw8PCoqKj8//9q1axER EdB2YN0OvZ0DB3Ts1m40jFk2IUlZuzlx4kRVY+mXoZwvm+ThsoVXauZiPe2s A4GbYo7U5WoeO3bMYt2gAIoGFB+oynJzc6E2w73+LNaevHQ5G/80C9KgQQM8 a/f7XMWum/Fm6kPvHT+mBqNmGHTjwUaNGilvzdlGuBZONVm2F8DDhR+5U0W6 0zvhXXg0hXqAaVetWrVvvvkGhva4QMBy7+jbFtrlnSEdMgNQVJVBtWjRAs9C bc/9lMaFs0xlXEsPnDqW+VxUf8N73G2OpcaDu7Tu07Yx/r9fux9OxhyVhuw+ DxewZWVwr5b1WUxYNO74blbevenSedPYcbgEY8UcT8wMP/8k/S1bcHuTYVVX Dmew8ICq6dm7VQOlh+tU3DGlJVtjBckysGNz9KdIF15pcOzgPt/WjZQ3xd/Y /t1lC/Gc93BpPwK/ZGwZl+qPx8O1OmiBdpb2UWy2qRF57QIi83C5JBH8fbtI bXDFGf5AC9X3Z3jKO4xtlY0mjHmHDx+u7K86XzkTDsNZe8Ogib0bZgtoIqWX zJkzB32XrGWUNo7QH1Yu79KYji6W7Htm4fZw8VylwciRI6VBQUatWLGi9iWq myoYzcMljbBUlKeeeiouLk5qDOMX9vlgoFy5cuz/0AdWTmHt2bMH97QESpUq hS9R412Uvj9dxsJjVzs2a2ELSDfZ6/TOeLg0ePDBB5mx9lpIGKOxSiAwMFAa vl4PFzQc2AmvXr26xlXsWwBY2B2rHAhteOoZXVWHtodL14iJf9juwNhNSDym 5scff2xLGsayZcscu2m9evU01OzUqZOzyWQSPFk29bbgUAnje/7vvPOOdgz1 ls22bdsq8xK0a6p7DpgIY5ZNiJJdY2ll63zZJA+XLbxSMxfraWcdCNwUc6Ru 8nDZ4vHHHz9x4oTUXtc0S7FLPVwMuzVzQkICfk7dYm0jKleujMs2Ldav9Kan y+cY+dsI18KpJsv2Ani4nn/+eVuZ7dVXX9V7a8JNcGoaERHBdk1hvPzyy5wD W8wMzZs3lx2Pjo6GYTIrwgwoCGvWrFGGAw00FnCo9nnua3x0lan4o4cmDu7d p20T6Xy7b5tGM0cNPrg7XObc2bNtY/8OTaWWk4b4piTJaxUMTfkVqvOnT+JV bDc/IGzDKnQVKd0rc8YO81Hs9QdcOpcwzW8A7tvGfsO6tV+7ZOGVy/dEJvbQ gVG9u0jNBnZqsWrRfFyGhqSnpswaPURqg3vB7dq8Dv8sVOw5zBNs5M5QaVr1 7/Bj2PqVbCmcLNEiQjfj8iXmOsm8fmdj5ItnTuPBRdMnFHOT/Oclto6M/fq2 a7J9bYjy+1y6JLCVLBqPUKxHsv07tkm9PwM7No/Yvgm/wzWoSyu7D15UWBgf ffj3OVPwS3Myh9TcccMTz59VXmUr8rk52UtmT5YGMqRrm/CNq7esWorFhDMc /kSIido/Z+zwXi3vcUrCs0Bpys/LVX1kBzxcFStW/PLLL7dt22bL3snKmXAY XbX3xo0b3377bTaPgZQuXbpOnTqBgYHK3Segc1u3bt0KFSpI7aGjDj1t1Q8N w3AGbU6fPq08C6E9+OCDaCAd+Dh5lQb+/v6y0K5evQp9+CpVqsgsYTjQrVs3 2YeEGNCrt9j7hpdL4FETHqpmzZqy+MOYolWrVmlpaUp7GCv16dNH6heD9Pzq q68gKVTDP378eI0aNaQDn0qVKi1Zor4cWJex2NjVrqCgADItyMQmFWWKHD16 VHZJrVq14CyUWVthfvjhhxbrh7+VV2kARZ4Zs3Jkq65et24d9nghkvh5LAy/ WbNm2gmCa9Ygb+BqrP379+ONRo0apXEV+5wcJFSxo5UDoQ1nq8FfdcTFxaEB VJWyU3pHTPzDdr1jN1HxmJq1a9fWrlgs1oUAjt00LCysYcOGZcuWlQX44osv kppKXFI2i3W24M2bN0eb8PBw7ejpLZtSDxc8yOuvv96jRw8BtloyZtnctWuX XWPpazPOl00YX+AlqrsdmgV3eLiKvVQz87ezegM3yxypy9XMzMz08/NTjs4g NTp06KD8lJXeaRa2MaDqp69kuGrGG7h06dK3334rNYbxpo+PDy7pksHfRrgW TjVZthfAw0WYAl2aQlmDghMQEADj2TNnzrjqy7MFBQUwgt65c2dwcDBEJjk5 2SXBmgIHyhS0yOmpKSdjj56MOZp4/qzMsSUFBEpJ+vPYwf2n42JysjKdjasT FBUVQUxOHDt8IeFUVsZ1Dcu83NwLZ06dijuWfiXFVgbLysw4d+okBKX8wJbD wYLB2VMnjkZGWHecs5OxiwoLU5ISE04cB2OpE4otsILocUaMkZ+fB2pGH9h7 4tiRtJTLuOud+7D1CHcN+CSDayFhIdrJf15ypkLIyc5KunQesvQfsdFpV5K1 H18j8lA0jh85GBO1/+KZ03bT0CWJAIGkJidBtOF35fKfquEweMo7JOOhQ4eg wwPVLGc3oNhtlTOhgWO19/nz56EjvXXr1qNHj/Jsq37u3Ll169aBrMqPkpuU rKwsyOHwUBEREcbZT49fTRguHT58GOK/YsWK48eP37DdBCMg+okTJ5YvXx4Z Gcmj+PXr18PCwqAG4EkcXcaioqskXr16NTY2Fgrg9u3bz54967HN6gmiWGde 1Vt1eJiSPHZDjK8m/00LCwuhc7Jr1y5Uk7/zKQxeUdNNLTh/2bxy5Qq0hiEh IdAry793zxBTY/yyyQ+VTbfOPxtcffFwn5pQnUZHR8PobOXKlTExMbbUdGya xSU40GvC/WOXLVt25MgRA1bRetUkDxfhGUhT70LpLxKz/Af7tKg3cXBvb0eE MChU3kWC1BQJUtO8kHaEWaC8KhKkpkiQmiJBaooEqSkSpKZIkIeLMCakqXeh 9BeGghs3cMu+qD07vB0XwqBQeRcJUlMkSE3zQtoRZoHyqkiQmiJBaooEqSkS pKZIkJoiQR4uwpiQpt6F0l8Y/oiN9mlRb/DPrbX3qSNKMlTeRYLUFAlS07yQ doRZoLwqEqSmSJCaIkFqigSpKRKkpkiQh4swJqSpd6H0F4arqVeiD+w9n/CH tyNCGBcq7yJBaooEqWleSDvCLFBeFQlSUyRITZEgNUWC1BQJUlMkyMNFGBPS 1LtQ+hNEyYHKu0iQmiJBapoX0o4wC5RXRYLUFAlSUyRITZEgNUWC1BQJ8nAR xoQ09S6U/gRRcqDyLhKkpkiQmuaFtCPMAuVVkSA1RYLUFAlSUyRITZEgNUWC PFyEMSFNvQulP0GUHKi8iwSpKRKkpnkh7QizQHlVJEhNkSA1RYLUFAlSUyRI TZEgDxdhTEhT70LpTxAlByrvIkFqigSpaV5IO8IsUF4VCVJTJEhNkSA1RYLU FAlSUyTIw0UYE9LUu1D6E0TJgcq7SJCaIkFqmhfSjjALlFdFgtQUCVJTJEhN kSA1RYLUFAnycBHGhDT1LpT+BFFyoPIuEqSmSJCa5oW0I8wC5VWRIDVFgtQU CVJTJEhNkSA1RYI8XIQxIU29C6U/QZQcqLyLBKkpEqSmeSHtCLNAeVUkSE2R IDVFgtQUCVJTJEhNkSAPF2FMSFPvQulPECUHKu8iQWqKBKlpXkg7wixQXhUJ UlMkSE2RIDVFgtQUCVJTJMjDRRgT0tS7UPoTRMmByrtIkJoiQWqaF9KOMAuU V0WC1BQJUlMkSE2RIDVFgtQUCfJwEcaENPUulP4EUXKg8i4SpKZIkJrmhbQj zALlVZEgNUWC1BQJUlMkSE2RIDVFgjxchDEhTb0LpT9BlByovIsEqSkSpKZ5 Ie0Is0B5VSRITZEgNUWC1BQJUlMkSE2REMnDRRAEQRAEQRAEQRAEQRAEQRAE QRBKyMNFEARBEARBEARBEARBEARBEARBmAsje7j0XkUYGdLUu1D6E0TJgcq7 SJCaIkFqmhfSjjALlFdFgtQUCVJTJEhNkSA1RYLUFAm9apKHi/AMpKl3ofQn iJIDlXeRIDVFgtQ0L6QdYRYor4oEqSkSpKZIkJoiQWqKBKkpEuThIowJaepd KP0JouRA5V0kSE2RIDXNC2lHmAXKqyJBaooEqSkSpKZIkJoiQWqKBHm4CGNC mnoXSn+CKDlQeRcJUlMkSE3zQtoRZoHyqkiQmiJBaooEqSkSpKZIkJoiQR4u wpiQpt6F0p8gSg5U3kWC1BQJUtO8kHaEWaC8KhKkpkiQmiJBaooEqSkSpKZI kIeLMCakqXeh9CeIkgOVd5EgNUWC1DQvpB1hFiivigSpKRKkpkiQmiJBaooE qSkS5OEijAlp6l0o/Qmi5EDlXSRITZEgNc0LaUeYBcqrIkFqigSpKRKkpkiQ miJBaooEebgIY0KaehdKf4IoOVB5FwlSUyRITfNC2hFmgfKqSJCaIkFqigSp KRKkpkiQmiJBHi7CmJCm3oXSnyBKDlTeRYLUFAlS07yQdoRZoLwqEqSmSJCa IkFqigSpKRKkpkiQh4swJqSpd6H0J4iSA5V3kSA1RYLUNC+kHWEWKK+KBKkp EqSmSJCaIkFqigSpKRLk4SKMCWnqXSj9CaLkQOVdJEhNkSA1zQtpR5gFyqsi QWqKBKkpEqSmSJCaIkFqigR5uAhjQpp6F0p/gig5UHkXCVJTJEhN80LaEWaB 8qpIkJoiQWqKBKkpEqSmSJCaIkEeLsKYkKbehdKfIEoOVN5FgtQUCVLTvJB2 hFmgvCoSpKZIkJoiQWqKBKkpEqSmSJCHizAmxtQ0Ly8vPz/fHcZGw+H0Lyoq unnzpqujQxDOcjLm6KaQJWEbVjlw7a1btwoLC1weJeOgt7xDgmRmZnIaQ4UA 3QaoDx2JGaEfh2vvwsJCXbV3Tk6Oeds4W9y4ccPbUbgHd/eFsrKy+I2hfc/N zXWHsZAYsx8rBu4up0JWbho4kFd1VR2EJzGFmlCEr1275uGbmhFTqOmZm5p6 XgXxlppXr14tKNAxjNV1U12BQ7dQV0yMjAf6eC5RPyMjIz093flwnEdvPvQk 7lZTV5PnqpkTGIilpaXdunWL355/4KarLHu4xS/JHi6Q+7PPPqtVq9bBgwf1 Xku4G8c0TUpK+vrrr0HWMWPGSI9HRER8Zo8WLVqohhkfHz969OjGjRtXq1bt vvvus1gsb7/9tq0I6DI2MrrSPzcnO3TdykXTx4/t171364bwG9Gz44xRg8I3 rs7MEH/8kp+fl3YlOf1KivLUtjXL/X1/hl9q8mW3xuFaeirEITc72/mgCm7c mD1m6OzRQyN3brdlM3/CCDDYuXmtY7dQTRYXPoIqa4IW+rSo92tn9WKuysWz CYtnTBjTr1vfdk3g2oGdWozt333uuOE7Nq5JS7lHUFdF3t2JYAvO8g6N5uzZ sz/44INHH30UKreKFSvWqVNn8+bNqsbQ7ZkxY8a///3vhx56CIyhPqxcuXK7 du3Onz/v4tgT96Kr9r5+/bq/v3+TJk2qV6/+oJWqVavWrl173LhxKSkqdVph YeGUKVMaNmz40ksv3X///Q888MCrr77atGnTefPmqXaho6KiWCPbvXt3pQG0 2ngWLF14lS2WLVumDC00NPSXX36Bp4YsDXn1iSeeeOONN1q2bAnH4aGSk5Pt Bsto1KgRT7Lzw6PmmTNntGM1c+ZM2SVhYWEQ1eeffx6f94svvpg6daqt8GEU 07dv3/fff79s2bIgOmSVNm3anDp1ynljseHRrlu3biBQ165dbRn06tULDDp2 7MiOwJj3888/h4Pz58+3dRX2hCdOnMiO6C1TUAPwZ/t169YtXLhQeXz8+PGy J0UOHTqkjAD02+EUmKk+EZTExYsXd+7c+ZNPPqlUqRLkW2iGIHd98803kA5Q j6GZM6XVM5WbMeFvNXRVHUp++uknu7ps27ZNIwRbAz2XBC4GHlNTBjSvtWrV 6tChgy2DixcvTpgwAYrwM888A0UMblqhQoX//Oc/gYGBqm/XDB06VENKqAb5 X7UyL4ZVU+9NHVNTmHkVxGNqwhBsxYoV0I+FVrJ8+fIQSKlSpaB736pVq7Nn zzp5UwcCP3fuXLNmzVBEGGjA2BDaerP7uN3nE3FSfeixwPilS5cub7755uOP P26xUq5cORjmgHA8rzJqtLOqTJ48GQsyXCg97lg+9AruUFNvk+eSmZP09HTo FdetWxfSGfqxEA6UOMhLvr6+Fy5cUL1E18CNvyzrfXwXwqkmS3CRPFzLly/H Ir9lyxa91xLuxgFNs7Oz33rrLdT0xx9/lJ5iWmvw7LPPKsP87bffHn74YZkl 1DaqEdBlbHD40z/28IGh3dr5tKin+uvdqsFv08a5ObJeZs+2jfiwebk5slMr AmbjqaRL7p3V/7VzC7jLmqCFzgeVl5uLcV73e6Atm96tG4JB8Nxpjt1CNVlc +Aiq6PJwFRUVLZ4xwVauxl9E6F3Pjqsi7+5EsAVPeU9NTf3oo49UK0/oqcqM YaBas2ZNZoBdLAS6bdDxdtODEMV6au+1a9dWqVLFVpsIqslmgOPj499++21b 9tCJVXaeN2zYILWJiIiQGfzxxx94Cixde5UqI0eOlIYDAwEYeWnYw6AgICDA brAMGIrypDw/PGoePnxYO1Y///yz1B76KjAqUZq1b98eqj5Z4GlpaTDqURo/ /fTTynl7XcbCw6MdFqg333zTlsEHH3wABjD+YkegdsVU7d27t62rUF8YorIj estU8+bN7eZ2xtSpU2F0rDwufXNMWnV8+umnyjg3bdrUYmP2MjY29r333tOI QJkyZaCygtybkJDAH21pafVY5WZMOFsNXVWHKq+++qpdXRYsWGDrco2BnvOB C4PH1JSSlZVVq1YtuPzdd9+1ZfPaa6/Z0gW6l8q3wb/55httNaFfqjeepsOw auq9qQNqijSvgnhMzVWrVtlKZxiFrV+/3pmb6g184cKF5cqVUxpXqlRp//79 PI9jTNzk4XJe/ZiYGFsCAZ07d9a+XLudVRIcHIzeZ0DmFnEgH3oLd6ipq8lz 1cxJ/fr1bd30ySefjIuLk9nrGrjpKst6W3wXwqOmNMEF8HAtW7Zs9OjR0M6W KlUKH4o8XAZEbz1z8+bN7777jhUcWYV85MiRn2zzt7/9zaLwcN26dQuaAAyt fPnyXbp0mTNnDlTF06dPV77RpMvYFHCm/6aQIDbhP3e8X9iGVcePRB3YHbYm aOHU4f3xeN92TdwfX2+i4eGKCN08Z+xw+F1Nc+8ozFweLtVkMZSHa9mCGZgI /dr9APEM37D62MF929eGLJ45cYRPJzwFB10eeSN7uBo0aIBVHLSemzdvhpZ6 0aJFzz33HB5cvHix1Lhhw4Z4/Oeff969e3dhYSHY+/n5lS1b1mKdVywJ8xLe grP2HjhwIGsx69atO2bMGGizAgICevbsiZPqAOjF7CMjI8uUKYPHodc6ZMiQ NWvWrFixYsCAAdWqVcPjjz766OnTp6V3kU0Cf/jhh7Jo8Piq9F5Vp06ddjaQ LjlMTEzExSAW64JEHx+fwMBASAToIjZt2vSpp57CU/CkynDw/boqVarIjvfo 0cO+QnrQ5eH65JNPVDs5S5cuZcYwYGGPPG7cOCieCxYseOedd/DgiBEjZIF/ /fXXeAoKdUhIyPbt2/v3748jr8ceeyz73gWnuoyFx8geLrtlCoaxsrz97rvv siZAdgoeE0bNoPjgwYPRpmvXrvCndK2WzH8UFhYmi4AtDxfEhM32wFnIUb// /vvWrVuhtPbt2/ell15iYd64cQOG6g6UVk9WbsaEJ6/qrTpUGTZsmK2xWKNG jTAoW04o7YGek4GLhMfUBBISEmbMmAFFqWrVqnitXQ9XjRo1Bg0aFBwcDH1I 0OWRRx7BC6Foy+zRJwIGtmTNyZEPu8TDsGrqvakuNcWbV0E8piZ6FqBda9my 5dSpU9etWweFjk04wyhMttZG1011BX7w4EHWCQRj6BVA4O3bt0efyCuvvGLY bevs4g6fiEvURw9XqVKl6tWrN3bsWOiBbNy4sU+fPjgGB6B7Zutau+2sjIiI iNKlSzN7VQ8Xfz70Iu7zcHE2ea6aOUEP1/PPPw9jBBjUh4aGwr/sJTHpaALh H7jpLct6W3wXwqOmNMEF8HD94x//sNwLebgMiN56pmfPnhaJv5vnlQMkJSUF l81C10t6nL118MEHH9hdSKvL2BTwpP+fF871btXAp0W9AR2bHd63W2kQf/TQ iJ4dS7KHy2OYy8OlinE8XOlXUjAFxvbvnpMl3zTj5s2iyJ2hw7q1L1EeLuiU YhXXvHlz6fG0tDR0BFSqVIktUYdRKlbFjRs3loUze/ZsDAfqTJc+AXEXntob Olqsm/r7778rDWA0VLVqVamHi3WPO3XqJPsUQmZmJusowshIeopNArMRE4Qs NdD2VTl2FWRX7cdH2JwntP7KLRmvXr36008/Qb8dhofKa/HFmG+//ZbnRs6g y8Ml9WTZomPHjhbrC4HSJSfwsDiTD6JLN2RLTEzEl8EgiaR7SsDQBu8YGBjo mHFJwJgeLl1lSgqrvY8cOWLrvjt37kQbZa2CT1qnTh3scteqVUtmoOrhunDh AtrDE/n7+6tubLJt27bq1atbrB4u1VjZLa2erNyMCU9e1VV1OICvry8ml+om lsVODPR4AhcJT6q5cOFCy71o+ER8fHygdZaFnJCQgFNeL7zwgswefSIvv/wy T0xExbBq6r2pLjXFm1dBPKbmvn37+vTpc/my/BMJzG+4aNEih2+qK/A33ngD W/D4+Hip8dChQ9F41KhRdh/HmLjDJ+IS9c+fPw+dGdk7OcXWjTswzbt06WLr Wl3tLNTe7G1ARObh0psPvYg71ORv8lw4cwJdZUjVwsJC6cGCggLmJ5UOeHUN 3PSWZb0tvguxq6YswQXwcI0fP36AFRxMWcjDZUh0aTpjxgyUcs6cOejB5B/4 QCUP9vfff78040FhxHWLlSpVgmZFOwRdxmbBbvrDU08d1g8dATGHIm2ZFdzI j9i+SXqkqKjo2MH9m0KCFkwcFTxn6q4t61V38Du8b3fUnvCki7dPnY6P3bpq 2YJJo5bMnrJj09r8fPmHF5MTL4HxoYid8P/MjGuRO0OXL5g5f8KIdb8Hnjkp X43LSDhxPGzDqsUzJy6c5L9h2eKYKJsr5S+dS9gbumVF4JwlsydvWRl87OC+ gr8mUuD/EALbtg6igb8LCbeb+JSkRIyY6rSMRrCQSlF7dsC1qcnyl1uupafi LfLzbn8LEgzg/33a3v5Q1OzRQ1kE4Ffo0GtRjnm4dEkgSxb+R+CXLD01Zc+2 jUGzJs2fMHJl4NzoA3vhX04PF0QMUwAiYMsGlMrKzOCJPPx7Ku4Y5Nu1SxZC fAKmjF46b1rY+pVXU69IA3R5IuTl5uzfsQ3S/7dp45YvnBW6bsXJ2KM3b6rv b2C3vEMvBetY5U5NUOviqXnz5uER9gYatLMyYzYVz7mzN+EAPLU325Fg9erV tsxyc3OhbcX/BwcHo329evVs2bPOc3j43YLDJoH3799foUIF+M/rr78u7e5q +6ocu4rHwwUdPzR+8803NfYDhwgoNx8rNq2HC7r0+BE92Vx9saQfJV1c4+fn hwePHj0qNQYt8Jtl0nUruoxLAsb0cOkqU1Jc4uGCkdegQYPQRjZaV/Vw1a1b F40DAgJs3bTY+g1rGNzZKsjapdXDlZsx4ZkN0FV16AW6FriMrkGDBqoGzgz0 7AYuGJ5UE2r7AX/xzDPPWOzta6fK999/jzfNyMiQHicPV7FR1XTgpvxqCjmv gni9po2OjsZAYFjn8psqA7927Rqu75D2RpD8/HxcKlilShWHH8e7uNwn4m71 oaeEgdjqDulqZ6Fs/utf/7JYF+9MnDgRL+T86q5qPvQu7vBw2ULZ5Hlg5gRC Vvbh+QduLizLtlp8F2JXTVmCC+DhYrCBGHm4DAi/phs3bkTvs6+vb/Ffa/Q4 Bz4w/EQHbrNmzaTHV69ejXlDtvWWKrqMzYLd9D/7Rzx6AWaMGsQfbPqVlCnD +iq/1RW6bqVsasK3TSM4tWT25Lnj/WT2I3t1hnCkxnA5ntobumVgx+Yy+62r l8mikZudHTRzkvLLSrNGD7menia1zMvNWTpvutJyQMdm0Qf2gsHgLq1VP9K0 bMHtmeEdm9binwX3vlpsN1iI4R2v2b3+weLbPrX9eCr5z0vF1h3/bH0o6vrV dH5pJHFzxMOlSwJZsvA8Ar9kwOG9u/p3aKoaII+HC9IcjbetsbmK/66xvcif ijumehay/drfA/jD0ZUIUXt24HIw2Q+yq2qusFveP/30U4t1vY/y1MWLF7EC ZH2e7OxsnE2CTm9ubq7UOCgoCI0PHjxoN20Jx7CrZkREBKpQu3ZtzjDRIwad 25iYGFs2W7duxWCls4hsEhha25EjR+L/pbPf2r4qx67i8XBhlgagK8iZCFJM 6uGKjIxEywkTJshOxcfH46mhQ4eyg19++aXF+mlgpe+gcePGFusuKOyULuOS gDE9XLrKlBRXebhgSPvkk09iAyH9qITSwwXNBIZWq1YtZ9YHaZdWD1duxsRu XtVbdegFv4cIVcTJkyeVZ50Z6NkNXDy8peYnn3xiccjDheupoQzKeozk4So2 qpoO3JRfTSHnVRCv17RxcXEYSN++fV1+U2XgYWFheGTy5MlK+7Zt2+JZ5cuT psDlPhF3q8/CHzx4sPKsrnb2xo0bH3/8scW6m+LZs2fZ8k9OD5dqPvQunvRw KZs8D8yc4BitdOnSeXl5soM8AzcXlmVbLb4LsaumLMHJw0V4Bk5No6Ojcakj jDpx/Ktr4INblT744IOyJfAdOnTAQp2VlQVFFca2c+bMgdob8ozyI4+6jM2C 3fTfv2Obj70FXDLycnMG/3zHHzR9xMB1wYFL500f0rUtHtmw7J5+LHq42G9M v26z/AcP7HRn0n7xjHuafuZeueMn+qkZGI8b0BP/7NWyQXLiJWYMoozt3x1P zZ8wEq4NW79y7rjheGTO2GF3LQsLmaVfj58Wz5wYNGvSmL6//OX+WA42Cyf5 +/X8CY9MHtJnmt8A/O3YuKbYhoeLJ1h+D1fs4QNwu14t68ORIV3bsAjAT7nD Hp9MTnm4eCSQJYvdR+CXDDiyfze76ZRhfSGSCyePHtS5Jb+H63RcjM8dX2qn 9FT53mUy7EYePVyQn+HIktlTVv42d8HEUX3bNcFbQDniDIc/Ec7+EX9n+9Cf ms0d7wcFLXDqWHgWtFSuCizmKO8fffSRxboZvnKaEXo+OJv6+eefs4Psxfsa NWqwaUPoQvz3v/+Fg88884yT2xkRGthVc968eaiOxgIuGTgj/cEHH2ibvfDC C2BWvXp1dkQ6CQz9SZxqrlatGts/wa6Hy4GreDxcVapUsVjXXHCmgAxjerhm z5598eLFxMRE2fYUDLZFieo3i/FzRdKPUOOWFFBslcZsSp/td6HLuCRgWA8X f5mS4ioPV7F1Mw00k67MUnq45s+fj2ZO7mqrXVo9XLkZE7t5VW/VoQsYyt1/ //0QQvv27VXPOjPQ0w5cSLylpmMeLujcoqDK17/RJwJF7/Lly+fOnfvzzz/N O6x2GGOq6cBN+dUUcl4F8W5NC8ydOxfDZ9tuuPCmysDDw8PxyLhx45T2bP3I vn37HH0gb+Jyn4j71E9LSwsJCcGFNhUrVoQ/ZQZ621l8b+Thhx+OjLw9DajX w6WaD72Lxzxctpo8N82c3Lx5EwaJ3bp1w8Ch0EnP8g/cXFWWNVp8F8KjpjTB ycNFeAYeTSEr4iL6WrVqMS8w/8AHyiBmgK5du8pOff755xarcxn/IwX6ZsuX L3fY2CzY74MtWXjHzyLxXGizYdkivGTP9rufKsjKuI6runzbNJJ6E5iHa8ns KRnX7qw6ycrMGN23q9V5UV/qM2LuleHd20cf2MveQ4AbKd1nOzevxRCOHbxn ezcWyMmYOwt1wzas8vlrQZZ0p7hzp05OHNwbXVHFmt/hUvVw8QTL7+FCvP4d Ll0SqCaLxiPwS3YjP39Yt/ZwZFDnlgnxx5kltKe4+onHw1VUWDimXzcM2bd1 o7nj/bavDYk/eijjms29MjQif/1qekzUftxSkpF2JRm9vbP873mNyiWJsHTe NHRvyRZ2xR2NmjTYV9VnZ7e8d+/eHeu048ePK8+yepgduXTpEvzJasLPPvvs t99+q1OnDvz/ueeec6CVJ/ixqybbc1K2k7Yt0tPT0b5Vq1baltgIlilThvXD pZPA8Of06dPxz1mzZqGBXQ+XA1c98cQTz9pg5syZYJmRkYGWyg3POTGmh4sB HZJKlSr98ssvssEmG1SqvgoI6Qan6tevz45UrlwZjsAoQGnMNmlnAzFdxiUB fg9XqVKlbOVY3GfAtR6uYu4yJcWFHq68vDxsNaDHzr57pfRw9erVSxpnh9Eo rZ6v3IyJ3byqt+rQxRdffIFpCz0H2SknB3ragYuKt9R0zMMVEBCAkVFuV4U+ ESlQs0H4QUFBBQ5tw25GjKmmAzflV1PIeRXEuzUttLb//Oc/sT68cuXuVvku ualq4NeuXcOQGzZsqLyEvcSyaZN8rsMUuNwn4g71x44dW7NmTdxfzmIdj8fG xsps9Lazw4cPxxIaEnJnrxtdHi5b+dC7eMzDZavJc/nMSVJS0qefforZBlPb z89P5ibjH7i5qixrtPguhEdNaYKTh4vwDHY1zc7OfvPNN7HUJycns+P8Ax98 M7ZcuXLSyxHcVxYpVaoU3KJ69eq4Na7F+tGu9evXO2ZsFuz3waybB/ZqWb+w kGuUAWZ92jbG1VuyU5fOJeAUvXRiHz1ca5fIp/qZc0Tq32GT/Hn3LnctKirC HfMWTR+PR27evDngp2ZwZGXgXFnIYDykaxs4tXF5EP7Zr90P8Ke/78/KrxdB A5Gbk43/1+Xh4gzWvB4uuxIU6/Rw8UsG7A3dgiFH7twuM4aQOT1cQOL5s2xp nvQ3rFv7JbMnn4qTN1IOpP/yBTNve+K6tOIJR1ciTB85EJ+Us2wWc5R3tka+ Ro0a0MmRnjp06BB+Z1b2kZ3MzMy///3vssFp2bJlTboZhYmwqya+tgRt0417 d0+1BdvXwu7mGD/99BNaMpVlk8AFBQW4FALyBg6jeDxceq/SYOTIkcWS3c8G DpS3R5wY3MPFgBGN9Dti7C07Vecmdp/ef/99/BPaI1sfPi6WjGe3bdum17iE wO/hsovLPVycZUqKCz1cxZLh8KRJk/CI0sP11VdfWaxfPJfNf0Jmy1AAyWIr Vhql1fOVmzGxm1d1VR262L59u6387PxATyNwgfGWmg54uE6cOIELB+BfpQtS 6RNhfPfddyVkz1tjqunATfnVFHJeBfFiTQu0b98eA+/Zs6fLb2or8GrVquFx aPSlx7Oysn755Rc85cy3pbyIy30i7lAfe1bIs88+O336dFmHSm87u2TJEgxt 9OjR7KAuD5etrOJdPOPh0m7yXDtzwrqgCIzOZE4WvQM358uy9uO7EE41WYKT h4vwDNqaQkcIe0oVKlSQrSngHPiwTZ5//fVX5dmHH34YG4J58+bl5NxxW+Tn 58NIHK8qV65camqqA8ZmwW6Zwll039aNOIcYyX9e+sv1oLLyetyAHrKd1tDD tXmFfJIk7mgUhiNdocPcK8rITBzcG47PGHlH5bQryWi5KSToxLHDsp+/789w 6rdpt5ffXrn8J1ru3mpnakKXh4szWPN6uOxKUKzTw8UvGbAiYLaP9XNmRYpN unR5uKzpkLNtTcj4gT2Vfi74BUwZLfXl2U3/zIxrkPNXBs6dP2HkpMG+I3w6 oaMTUlJq5pJE2Lp6GRovmDTqzMl4nhJqt7wXFhZ+9tlnWKFBrduyZcs+ffq0 bt369ddfZ32nH374gdlDP+G9996DgzBQnTx58ocffsjMXnnllUOHDtmNEuEw dtXEvdMfeughztobQkPt/P39tS07d+6MluxzJ7JJYGDx4sXSwRGPh0vvVZA/ x9kAX4xkTzRixAieFFBiKA9XSkoKJMv69eujoqIgZSIjIwMDA7EAAk8++STr tw8aNAgPqg5CcQMTNnyGUo+vfap2qH777Tfp2EeXcQmB38MF2clWjoW+pcUN Hq5ivjIlxbUerqKiIpzGfPrpp9E5pfRw4RQrPItsZyrmoZYh/biAFI3S6vnK zZjYzau6qg5+bt26hZvkQL8iPf2ej4Q6P9DTCFxsvKWmXg8XNEwvvvgixkT1 I5JwcOHChbt374YMEBsbGxoa2rNnT+bp6N+/v94YmhFjqunATfnVFHJeBfGW mgC0ShhyzZo1ZW2l8zfVCByExll0zE7du3fv0aMHNMc40S1rVc2Fy30i7lB/ 1apVAwcO7NixY/Xq1TFw+M/169fxrN52ds+ePaVLl7Yodv3l93BpZBXv4gEP l3aT5/KZk6tXrw4ePNjHx6dBgwZly5a1WF8YgJ48M9A7cHOyLNtt8V0Ij5rS BCcPF+EZtDWNiIhA7UJCQq7dCy63rF+/Pv6pOoMHJfrll1+2WGd+MjIylGfx S4stWqhMhvv6+uKtcRmmLmMTYbdM4QoU+KWlXOYJ8PiRO56pP46rFPD5E0bC qRE+ndgRWx6uMyfjMJzT8XcXWWu4V2aOGnx74djIOy/qnzh2WNVhIf1N8xtg jfBB/PPEMZuTOYguDxdnsEbwcK39PcCWjS4Pl0yCYp0eLn7JgBkjf4U/J/za SxlnvR4uRlZmxum4mJ2b1y6eOXFwl9bspit/u7ucSiP9IUEgG+MHtpQ/Tg+X rkRISUpEgfDXv0NTSPwtK4Ozbb/iztOGQn8Y94KWgTsbAP369UPLzMxMrIdf e+01tv/AH3/80bx5c+xKQQdp165d2rcjHMaummwxwpkzZ3gCvHTpEtp36tRJ 2/K7777DLjRbHaacBIYSUaNGDTjy+OOPQxvN6eHSdZXd73AlJSWhpWrDzYOh PFy2gKfDxwwKurPAc9q0aXgkOjpaaf/000/Dqf/973/sCH6i6Pvvv1caz5gx A4OKiopywLgkwO/hcuw7XL16qbR0CI+Hi6dMSXGthwuADjwa4/oppYeLOZVk NdWBAweULRFg66PVGqXV85WbMbGbV/VWHZyw5eG4ulaKkwM97cDFxltq6vJw JScns6U6dv3LUiDO5cuXt1i/eac3hmbEmGq66qZKNUWdV0G8pebkyZMx2Bde eEE5kevkTbUDBwIDA1FlKaAydlRgYGgoTwc/dtWEXtMgTXDjdIab1GfMmjUL w2edQ73t7Keffmqx9tNgdC81ZjvaHTx4EP5kjmkZdrOKF3G5mjK0mzx3z5yk paXBOMJifbtV6oXUO3BzuCw73OI7hl01ZQlOHi7CM2hrumfPHgsf0v15GGyc PmHCBNXw8TUJqMaVp/bu3YvXsk/16TI2C3bLFH4VCH7xR7leKji4OxztL545 rTy7aPp4H+u3k9gRWx6us6dO6PJwzR49VOpeObA7DC2nDuu3cJK/6m9TyBKw jNwZipYXzth5HUWXh4szWC96uCAN0T+ybMEMVYOCG/k+il0l+SUo1unh4pcM GNmrM1jOHqOy3ZDDHi7Zs+/YuAbjA1mUPaxG+mPehl/fdk2C50yFy2MPHTh3 6iT6iDk9XLoSodjqCAZLmQusf4emW1apvzPD34aGh4f36tWrSZMmDRs27NOn z/Lly48cOYK1HHsvCOpVPPLbb7/JLmd7jKtWmIRLsKvmxIkTUYWNGzdqmDFu 3bqFb3998cUX2pa4pu/FF19kR5STwMD69evxYP/+/Tk9XLqusuvhAipUqACW //nPf3hSQIkpPFwnT57EBOnRowcegQKLR6BzorTHF6fbtm3Ljrz66qsW627w SuMxY8ZgUBcvXnTAuCTgJg8XtDs4luzQoYPqJbm5uZja0h1gHCtTUlzu4YKK BQ8+8sgjqampSg8Xm+2RTWZmZ2eHSYDGCM0c8HB5vnIzJvbfatNZdfCQn5// 3HPPWaxrGJUTYk4O9LQDFxuvqFmsx8N14cIFfNEUGDZsmF17GT/88ANeK9s0 W0iMqaYLb6pUU8h5FcQrarIOGCTsuXPnXHtTu4Ej6enpMDaETst3333Xvn37 0aNHnzlzpn79+lhF63oc42BXTek+J6pIu3bFbivLUnBDwsqVK+OfetvZ//u/ /+MxVi28nFnFW7hcTSl2mzwPzJzA0BjDgQDZQQcGbg6UZSdbfAewq6YswcnD RXgGV3m4wFJ2LQyNcbT77LPPsi9cy8D9uF544QXlqdOnT2PIbOpAl7FZsFum 2KKS5Qtn8QSYEH8c7WMPH1CexWU+4wbcTSU3ebgSTvwVjUMq0VCNcEzUfm1L 5uFiX+ZiKF05nMEyD9euzfKpWg0P1+qgBdpR5WSETycf6x53qmfTU1N87my0 eHcjdFd5uJSPwC8ZMM1vgMvXcClhWxdev5quHfm83JxeLRvAqclD+mRcu2eT HNxLUNXD5WQiMECpw3t3QWjSvRaPHdyntHRmFp29uMVe8vnxxx/xSEpKisy4 sLAQ9yQx74jG+NhVc/PmzShQx44dOcN87bXXwL58+fIaO8NAe4fbF0g/Was6 CVz817x92bJlWU/MroeL/yoeD9c777wDlqVLl3ZsnGUKD1deXh4mCNuAYteu XXhk8eLFMuPLly/jKelmQbVr17bcO6vPgMyD9mxJiy7jkoCbPFwAfu8JRpeq l5w/fx5Te8qUKeygY2VKiss9XMWSzyRBJ1np4QoLC8Oztp4U6dOnD5o54OEq 9njlZkzs5lW9VQcP48ePxwtnzFB5n8qZgZ7dwMXGK2oWc3u44uLicO3/fffd Bx1IvXcplhR5nm++mB1jqunCmyrVFHJeBfGwmrdu3fLx8cGratSokZSU5MKb cgZui4KCgkqVKlmcW5TkXeyq2alTp//TRPaekpvKshT2WS7cqFBvO8vp4QIz 6U2dzCqeweVqMniaPA/MnLB3rthLj8UuGrhpl2XnW3wHsKumLMHJw0V4Bm1N i4qKkm2AH4z7/vvv8U/Z7v3AsGHDUPcFC2y6A3BrFBjPKge84eHheDnzgOsy Ngt2y1ROVuaAjs18WtTr1bL+pXMJGpbJibcdMdfT03CCXbmKpKiwcPDPtzd/ C5w6lh10k4crK+M6Wq4LtvmRKSTz+jUfe5+jQvZsv+PhysyQv0yodOVwBnsj /846qS0rg2WnVD1cgzq3hCMrAmYXuwJ0OA7p2qawsEB5li3HO37kIDvovIfL 1iPwSwYEzZpkXaz0Y4GiOeb3cKWlXFZeLgWXZUHOZz5NW5GPPXwAI394327Z KVUPl0sSQZXoA3sxhBWBc5RnHZ5Fv3btGk4eSnuzzZo1w3pPdcIQX+N57rnn HLgdwYNdNdPT0x977DGL9YPdhw8f1rBkHzv+9ddfUVMYpNgyZt1F6S7ftiaB d+/ezcZB+B8eDxfnVTwersGDB6Ox6uYMjMzMTNWP4ZrCwxUdHY3PiLvAFVvH yCC6RbGFfrH1GxloLH2BkG0Tp0wELMhVq1Z1zLgk4D4PV506dXC0qzrwDAwM VBYEx8qUFHd4uNizlC5dGp9U6uGC0ocFDdi8ebOtmzrp4fJw5WZM7OZVvVWH Xa5evfr4449brFMrsg/fI84M9OwGLjaeVxPh8XBBxFCaBx98kG2fqxeQ3mLd bakkiGtMNV14U6WaQs6rIJ5UMz8/n7kzoHnVWPDowE35A7eFv78/Xq76ioIp cKZ/roqbyrIU7GiVL18ep2v0trMZGRmqxmxFTEREBPwp/QSM81nFM7hcTRYs T5PngZkT9kbZ2LF3p1tdMnDTKMsuafEdwK6asgQnDxfhGRyuZ7Q/QAy1Lm4f +sorryjHRAy2zUjr1q1lpxo1aoSn2B65uozNAk/67wvbgnPmY/t1T0lKVBpk Z2YGz5nar90Pxdb3N3Bl0KAurW7cu3Qucud25ZogN3m4gNF9ut7eYq51o6SL 55VxTk68BLfA//v1+AksIf6y1TfFtz919GfCiTtf5Dx2cB/e/czJeJmZqiuH M1h0dswYNUhqUFhQsCJgttLDBRLAkVn+g5VPhJw4djh47jT42dqnTsqmkCW2 VpDl5eaO7X/7Xn3aNmYrmIpd4eHSeAR+ycI3rsaQI3eGSm3y83IxGjwerlWL 5g/v0eHQ3p2QaZVnU5MvD+x0e6WVdMmhrcgfitiJ8dmz7Z7t4EDHgCmjlR4u lyTC/h3bsjLlnxdkm0+uWjRPeblj9W1OTg7bHmr37rsuPLYJHvxHdklSUhJ+ o7Z+/fp6b0dwwqMmm6yuXr266mdh09LSoEUrV64c/pmVlYWDnTJlyqxYsUJp P2/ePByXQYDSttXWJDBQt25diwQeDxfnVTwertzcXFwIY7FuCa76JZc1a9Y8 88wz0rEAw1AerlWrVqnufI67RgDQS2EHv/zySzhSsWJF6YuCUNd98cUXFut+ cdnZdxcjR0ZGYgjMR4awnYKk203oMi4JuM/DxZwykyZNktlnZmbip6CgqErH a46VKSlu8nDJPqol9XABq1evxuNQ/9garDnp4fJw5WZMePKqrqoD2vo2Vmx9 LY59T0eZVeyiPdBzMnAB8LyaiF0PV2Bg4EMPPQQ2jz32WFhYmHYMY2NjY2Ji lMeh/sEFlW+99ZZ2CGJgWDV13VSXmkLOqyAeUzM1NRU7DwAkmt0PXem6qd7A lUBXAffcq1Onjt5rjYM7fCIuUR+6HAkJKi+fw1AdOzP//e9/7cbEbjsrZeHC hZgfZOtqnc8qHsMdavI3eQ7MnMyaNQvVl87AwOB96dKlhYWFskAgC33++ed4 i9DQu1Nkzg/cNMqyrhbftdhVU5bgAni4oGa4boU1oCEhIXhEWmkQ3sVNHi7m ql61apV2OGx82r9/f9zCHUbB0IKwWtphY1PAk/5QW04Z1hcn8Pu0bbJtzfLz p0/m5+Wmp6bEHj6wZWUw+mj6tmuC9mwVyeShfdNSLhdbXx2J2rMDDODgCJ9O 0hVD7vNwsQ3fBnZsvnvrBlx4lXHtatzRqGXzZ/Rq2WDzyjs3jT10ZwHO8B4d Thw7UnAjHx45OfHSut8D+7RtDM+LZonnz6LZNL8B8OzwUJcTL+JntlRdOZzB zhg1CM3gSPqVlJSkxH3hW/E7U0oP14JJo6yrihocith5Iz8/Nzv7+JGoQsnL jQFTxuBV0q812SIvN3dI17ZsrRk8zs2bRRDm6biYMX1/weMyaZz3cGk8Ar9k uTnZ/Tv86GP9SNbe0C2QbkkXz+/ZvnFYt/YYAqeHC40nDuoVvmH1yZijmdev QVRTky/v2LiGpYx0uz9bkU+6dB6NIXsf2b87K+M66Bi5M5TpKPNwuSQR/H27 QCJAtrl86QIIB0cgHTYuD8LLocQpH5mnvEPNFhQUBF1uyOHQgw0ODn7xxRex imvcuLHUEvrV+CJBmTJlpDstnD9/Hju69913H+cXoAgH4Ky933vvPZQPuqZ+ fn779++HZgs0Wrt27ZAhQ5566imLdaMtdklAQACbsO3SpQv0fqHLlJGRAZ1b 9ioUsH37dumNNCaBo6Oj8fu5CKeHi+cqaHyX2kDqzmO7NQLvv//+mjVrzp49 C4kAHf65c+d+8803eMr4Hi4Y88JwGIYhu3btSk9Pv3HjxpEjR/73v/9h/N99 911ptQw9Xjz+0UcfxcTEQE6A0VOPHj3woHKTDfw2MQyKFyxYAP3kgoKCPXv2 4OPDQdn27LqMhcd9Hq7MzEx0ygC9e/eOi4uDavnatWvh4eG4qT4waNA9r8c4 VqakaHu4INdJB1ZQguBP6WyGLQ9XscQVa1F4uIAmTZqws23btoW248KFC5Bv 4XmPHj0KxfOf//wnnnXMw1Xs2crNmPDkVV1VR2xsLB5X3VcHFITuAZytWbOm 6qtE2mgP9JwMXAA8qWZhYeH1v4Bm1GJ1VbAjUo+w1Jc9ceLEzWpIvz6DiwK+ +uqr5cuXnzhxAm4E/c+ZM2c++eSTGEgJ6UYaU029N9WrpnjzKojH1GQJCNXg pk2bVIub1Iei66Z6A4eeSVRUVH5+PrTaERERXbt2xfYR+q5QLTicmF7HHT4R l6hfr169UqVKwdh89erVMGCHkpuYmDh+/HhcTQOsXLnSbkxc4uHSm1W8iMvV 1NXkOTBz0qBBAwxcurfAsWPHLNbVXiA3BA4lDjrGUOhw61eLdbghW/usa+DG X5b1tviuxa6asgQXwMOFX55V5ZVXXtF7a8JNuMPDBYNQfFPonXfesRsO5Hzc 9RSAZqJy5cr42gPw0ksvpaenO2xsCjjTP+NaeuDUscznovob3uNucyw1Htyl dZ+2jfH//dr9cDLmqDRk93m4gC0rg3u1rM9iwqJxx3ez8u5Nl86bxo7DJRgr 5nhiZvj5J+lv2YLbO/+runI4g4UHVE3P3q0aKD1cp+KOKS3ZGitIloEdm6M/ RbrwSoNjB/f5tm6kvCn+xvbvLluI57yHS/sR+CVjy7hUfzwertVBC7SztI9i s02NyGsXEJmHyyWJ4O/bRWqDK87wB1qorl3lKe/QyVE2mlDRDR8+XDmJFBQU xGyqVav2zTffQA8N30GyKKZeCdfCWXvDoIktwbMFtKfSS+bMmYMdQuQ+K+zP J598UrkCQmMSuFiyIbyF28PFc5UGI0eOlAYFGbVixYral6huaGw0D5c0wlJR nnrqqbi4OKlxYWEh+7A7UK5cOfZ/6AMrnVAw0sE9LS3W7g2+qod3Ufr+dBkL j/s8XACUNXw3EsHOLaNGjRo4K8hwrExJ0fZw9evXT1l2WrZsKXtSVQ9XfHw8 5Ba8ROnhysrK8vX1lT6sxdr0yO4FHW9bn9blKa0eq9yMCU9e1VV1aHu4WrRo gWc3bdrkQGy1Z96cDFwAPKmm1DusZNmyZdJYaViyWzN7tu0VIi2PQOfOnZ1N JpNgTDX13lSvmuLNqyAeU/Pjjz/WkFIpqK6b6g28bdu2SgPo1ajuIGEi3OHh con69erVkya1rLh16tSJJyYu8XDpzSpexOVq6m3y9M6caHi4bPH444+fOHFC Fo6ugRt/Wdb7+K6FR01pggvg4Xr++edtpfOrr76q99aEm3C4nkF9mzdvrjwF B1Ho8PBwnqAuXboEI2JpDnnggQd8fHxk8wYOGBsfXekff/TQxMG9+7RtIp1v 923TaOaowQd3h8ucO3u2bezfoanUctIQ35Qkea2CoSm/QnX+9Em8iu3mB4Rt WIWuIqV7Zc7YYT6Kvf6AS+cSpvkNwH3b2G9Yt/Zrlyy8cvmeyMQeOjCqdxep 2cBOLVYtmo/L0JD01JRZo4dIbXAvuF2b1+GfhYq94nmCjdwZKk2r/h1+DFu/ ki2FkyVaROhmXL7EXCeZ1+/sdXzxzGk8uGj6hGJukv+8xNaRsV/fdk22rw1R fp9LlwS2kkXjEYr1SLZ/xzap92dgx+YR2zfhd7gGdWll98GLCgvjow//PmcK fmlO5pCaO2544vmzyqtsRT43J3vJ7MnSQIZ0bRO+cfWWVUuxmHCGw58IMVH7 54wd3qvlPU5JeBYoTfl56q+4O+Dhqlix4pdffrlt2zZb9hEREe+8846skX35 5ZeNP9dndnTV3hs3bnz77bdZhxaBHnWdOnUCAwOVG0okJCTUrVu3QoUKUnvo M0NPW/XbwZs2bUKb06dPK89CaA8++CAaSGcjnbxKA39/f1loV69e7dy5c5Uq VWSWMLjr1q0bjB9V061y5coWe9/wcgk8asJD1axZUxZ/6IG0atUqLS1NaX/r 1q0+ffpI/WKQnl999RUkhWr4x48fr1GjhnSMXKlSpSVL1JcD6zIWGx7tatWq ZVFz6zA+/PBDi9VjpTwFA9XatWvL5i7Kli07cuRI5fe5HCtTUubOnYsGqttD 9e/fX1ncIAfKnrRZs2aqgbdp0wYvATNVg1OnTkElgx+zlvL0009D337r1q2q G40inKXVM5WbMeFsNfirjri4ODSAxJedAilxsvrjjz92LLYaAz3nAxcAT6rJ vvqnyvLld18F3LVrl4YlInXlQz3TtGlT5uZgPPfcc2vWrHE8dcyGMdXUe1MH 1BRsXgXxmJrQN7Bb3EJCQhy7qd7ApbPiEObrr7/eo0cPATbOcoeHq9gV6oeF hTVs2BB6gzJRXnzxRf7KU6OdVcKqDtnuiA7kQ2/hcjX1NnnFOmdO2Jat0o8S ZmZm+vn5KYeE0C/q0KGD6ke+ivUM3PjLsgOP70I41WQJLoCHizAFxtEUl2Eu W7bsyJEjtl4QdczYyDiQ/tAip6emnIw9ejLmaOL5swVqH0BHbt68mZL057GD +0/HxeRkZTobVycoKiqCmJw4dvhCwqmsjOsalnm5uRfOnDoVdyz9SoqtiZSs zIxzp05CUMoPbDkcLBicPXXiaGSEdcc5mxM4dx6nsDAlKTHhxHEwljqh2AIr iB5nxBj5+XmgZvSBvSeOHUlLuYy73rkPW49w14BPMrgWEhainfznJbvppkFO dlbSpfOQpf+IjU67kqz9+BqRh6Jx/MjBmKj9F8+ctpuGLkkECCQ1OQmiDb8r l/9UDYfBU94hGQ8dOgR9402bNnF2A4qtQ9Tw8PCAgAC46syZM85oQXDiWO19 /vz5bdu2bd269ejRozw7pZ87d27dunUgq/LrtCYlKysLcjg8FDTixtlPj19N GLkcPnwY4r9ixQoYrSh9HDJA9BMnTixfvjwyMpJH8evXr8OoGWoAnsTRZSwq nunHwtASymxISMiWLVugjtX4wqwYQNY6ePDgypUrDxw44KZPlotXudlFV17V W3UQHkYkNQsKCk6fPr1z587g4GB4qOTkZG/HyNMYX03+mzqgpjDzKohIavJz 5coVGFxALwX62AKIyHBrH895IQoLC2Fkt2vXLixu/CP3kolxZp5dMnMCXeXo 6GjoykJvOSYmxlWjPLOUZV1qQoKTh4vwDKSpd6H0F4lZ/oN9WtSbOLi3tyNC GBQq7yJBaooEqWleSDvCLFBeFQlSUyRITZEgNUWC1BQJUlMk9KpJHi7CM5Cm 3oXSXxgKbtzALfui9uzwdlwIg0LlXSRITZEgNc0LaUeYBcqrIkFqigSpKRKk pkiQmiJBaooEebgIY0KaehdKf2H4Izbap0W9wT+31t6njijJUHkXCVJTJEhN 80LaEWaB8qpIkJoiQWqKBKkpEqSmSJCaIkEeLsKYkKbehdJfGK6mXok+sPd8 wh/ejghhXKi8iwSpKRKkpnkh7QizQHlVJEhNkSA1RYLUFAlSUyRITZEgDxdh TEhT70LpTxAlByrvIkFqigSpaV5IO8IsUF4VCVJTJEhNkSA1RYLUFAlSUyTI w0UYE9LUu1D6E0TJgcq7SJCaIkFqmhfSjjALlFdFgtQUCVJTJEhNkSA1RYLU FAnycBHGhDT1LpT+BFFyoPIuEqSmSJCa5oW0I8wC5VWRIDVFgtQUCVJTJEhN kSA1RYI8XIQxIU29C6U/QZQcqLyLBKkpEqSmeSHtCLNAeVUkSE2RIDVFgtQU CVJTJEhNkSAPF2FMSFPvQulPECUHKu8iQWqKBKlpXkg7wixQXhUJUlMkSE2R IDVFgtQUCVJTJMjDRRgT0tS7UPoTRMmByrtIkJoiQWqaF9KOMAuUV0WC1BQJ UlMkSE2RIDVFgtQUCfJwEcaENPUulP4EUXKg8i4SpKZIkJrmhbQjzALlVZEg NUWC1BQJUlMkSE2RIDVFgjxchDEhTb0LpT9BlByovIsEqSkSpKZ5Ie0Is0B5 VSRITZEgNUWC1BQJUlMkSE2RIA8XYUxIU+9C6U8QJQcq7yJBaooEqWleSDvC LFBeFQlSUyRITZEgNUWC1BQJUlMkyMNFGBPS1LtQ+hNEyYHKu0iQmiJBapoX 0o4wC5RXRYLUFAlSUyRITZEgNUWC1BQJ8nARxoQ09S6U/gRRcqDyLhKkpkiQ muaFtCPMAuVVkSA1RYLUFAlSUyRITZEgNUVCJA8XQRAEQRAEQRAEQRAEQRAE QRAEQSghDxdBEARBEARBEARBEARBEARBEARhLozs4dJ7FWFkSFPvQulPECUH Ku8iQWqKBKlpXkg7wixQXhUJUlMkSE2RIDVFgtQUCVJTJPSqSR4uwjOQpt6F 0p8gSg5U3kWC1BQJUtO8kHaEWaC8KhKkpkiQmiJBaooEqSkSpKZIkIeLMCak qXeh9CeIkgOVd5EgNUWC1DQvpB1hFiivigSpKRKkpkiQmiJBaooEqSkS5OEi jAlp6l0o/Qmi5EDlXSRITZEgNc0LaUeYBcqrIkFqigSpKRKkpkiQmiJBaooE ebgIY0KaehdKf4IoOVB5FwlSUyRITfNC2hFmgfKqSJCaIkFqigSpKRKkpkiQ miJBHi7CmJCm3oXSnyBKDlTeRYLUFAlS07yQdoRZoLwqEqSmSJCaIkFqigSp KRKkpkiQh4swJqSpd6H0J4iSA5V3kSA1RYLUNC+kHWEWKK+KBKkpEqSmSJCa IkFqigSpKRLk4SKMCWnqXSj9CaLkQOVdJEhNkSA1zQtpR5gFyqsiQWqKBKkp EqSmSJCaIkFqigR5uAhjQpp6F0p/gig5UHkXCVJTJEhN80LaEWaB8qpIkJoi QWqKBKkpEqSmSJCaIkEeLsKYkKbehdKfIEoOVN5FgtQUCVLTvJB2hFmgvCoS pKZIkJoiQWqKBKkpEqSmSJCHizAmpKl3ofQniJIDlXeRIDVFgtQ0L6QdYRYo r4oEqSkSpKZIkJoiQWqKBKkpEuThIowJaepdKP0JouRA5V0kSE2RIDXNC2lH mAXKqyJBaooEqSkSpKZIkJoiQWqKBHm4CGNCmnoXSn+CKDlQeRcJUlMkSE3z QtoRZoHyqkiQmiJBaooEqSkSpKZIkJoiQR4uwpjo1fTWrVuZmZluikxGRkZy cjKncW5ubkFBgZti4jEcLlNFRUU3b950dXQIwllOxhzdFLIkbMMqB66F6qWw 0PSFWgO31rdQIUC3IS8vz5GYEfpxuPYuLCzUVXvn5OTk5+c7cCMjc+PGDW9H 4R7c3b/NysriN4b2HXo47jAWEhqbEGbBgbyqq+rwCrrGbiLhLTUdq/OhPwl9 CbtmYgyuHcAUalI/nxMha1oGZAD+QYEuY2PigT6e59V364SqkXG3mlCjpqWl QfK67xaq6MpCutpZXV0sGFxfu3aNPyZOUpI9XJDHPvvss1q1ah08eFDvtYS7 4dQURJw9e/YHH3zw6KOPWiyWihUr1qlTZ/PmzTy3SEpK+vrrryEPjBkzRtUg Pj6+UaNGEKbFStmyZd96662goCDVOcBz5841a9asWrVq991334MPPvjvf/+7 W7dunizLrkVXmcrNyQ5dt3LR9PFj+3Xv3boh/Eb07Dhj1KDwjaszM8yaAvzk 5+elXUlOv5KiPLVtzXJ/35/hl5p82a1xuJaeCnHIzc52PqiCGzdmjxk6e/TQ yJ3bbdnMnzACDHZuXuvYLVSTxYWPoMqaoIU+Ler92rkF/yUXzyYsnjFhTL9u fds1gWsHdmoxtn/3ueOG79i4Ji3lHkFdFXl3J4It3FHfQh9pxowZUBM+9NBD YAwVY+XKldu1a3f+/HkXx564F1219/Xr1/39/Zs0aVK9evUHrVStWrV27drj xo1LSVGp0woLC6dMmdKwYcOXXnrp/vvvf+CBB1599dWmTZvOmzdPtd8eFRX1 2V90795daQANMZ4FSxdeZYtly5YpQwsNDf3ll1/gqbG5f+KJJ954442WLVvC cXgo6MDbDZYBfQaeZOeHR80zZ85ox2rmzJmyS8LCwiCqzz//PD7vF198MXXq VFvhw5Cnb9++77//PvSCQHTIKm3atDl16pTzxmKjoZ0DmUqZvaEH++OPPw4b Nuz06dPKW+Tl5X3++edgNn/+fFsxxD7wxIkTpQeh74rh//TTT7YuhEoDbSDn wLBdeS0CEahbt26DBg169Oixfft2qD1k4UC9gWa2ZrqgwGJQaWlpsrt07drV VvQQlmIHDhzQtiT4Ww1dVYcSyFR2M/y2bdvQOCIiwq5xixbyTp2usZuQeExN xIE6HyqNJUuWQOP+4YcfPvLII3D3MmXKhISEKC0FG1w7gJHVdLifDxV7rVq1 OnTowB+xyZMnY5GH7p+O5zEYHlaToSvBdU2QQn07evToxo0bYyGF2L799tsu MTY+7vOJeF59/gG+rkbcgZh4C3eomZ6eDj1w6AbDyBrGy5Cw0IqBrL6+vhcu XNC40Hknha4spKud5e9iXbx4ccKECZ988skzzzwDrQkYV6hQ4T//+U9gYKC7 +2Ml2cO1fPlylGbLli16ryXcDY+mqampH330kUWNVq1aaV+bnZ0N5RGNf/zx R6XBnDlzSpUqhQZQ3tn/AdmIHli4cGG5cuWU0ahUqdL+/fv1Pbkx4C9TsYcP DO3WzqdFPdVf71YNfps2zs2R9TJ7tm3Eh83Llb+FuCJgNp5KuuTeWf1fO7eA u6wJWuh8UHm5uRjndb8H2rLp3bohGATPnebYLVSTxYWPoIouDxcU8MUzJtjK 1fiLCL3b8XNV5N2dCLZweX2bmZlZs2ZNZoD9OgQGwqGhoW56EKJYT+29du3a KlWqqGqKqsn8NdCthdGoLXvoxCp77Bs2bJDaREREyAz++OMPPAWWrr1KlZEj R0rDgdFHy5YtNexhdBAQEGA3WAaMI3hSnh8eNQ8fPqwdq59//llq/9tvv8EQ RmnWvn17Wd8GSEtLe//995XGTz/9tNS96ICx8Ghol5CQoDdTaWdvGJzK/EdQ CeOp3r1724ohZoM2bdpID0rL+J49e5RXXbly5eGHH2Y20hc+NeoHAAa2UkcV 4OPjg6eybbzXAQUWDaR1C97lzTfftPVcCEuxdevWaVsSnK2GrqpDlVdffdVe frcsWLAAjdk4XYNnn31WGr6usZuoeEzNYofq/JSUlNq1aysvmTt3rsxSvMG1 AxhWTYf7+VlZWbVq1QKzd999lzNiwcHB6BABTP3CjCfVZOhNcP4JUointDOA VK5c2XljU+AmD5fn1dc1wNfViOuNiRdxh5r169e3lURPPvlkXFycrQuddFLo ykK62lldXazXXnvN1uNDfnProuwS6OFatmzZ6NGjv/nmGyYKebgMCI+mDRo0 QAVBzc2bN0POWbRo0XPPPYcHFy9ebOvCmzdvfvfdd6yUKT1chw4dwuzxz3/+ E2rppKSkjIwMqG3q1KmDlwwePJgZHzx4EPt1jz322NSpU+Ha3bt3Qx2CnbFX XnnFjPsqcJapTSFBbMJ/7ni/sA2rjh+JOrA7bE3QwqnD++Pxvu2auD++3kTD wxURunnO2OHwu5qW6tY4mMvDpZoshvJwLVswAxOhX7sfIJ7hG1YfO7hv+9qQ xTMnjvDphKfgoMsjb2QPl676tmHDhnj8559/hvqwsLAQ7P38/MqWLWuxTthC d9qNz1Oy4ay9Bw4cyBrBunXrjhkzZv369QEBAT179vzggw/wOOjF7CMjI8uU KYPHodc6ZMiQNWvWrFixYsCAAdWqVcPjjz76qGw5iWxa/sMPP5RFg8dXpfcq aKnb2UD6RmJiYiJ04PGSihUr+vj4BAYGQiJAF7Fp06ZPPfUUnoInVYaDbyxX qVJFdrxHjx72FdKDLg/XJ5988pMaS5cuZcZRUVHskceNGwfFEzo577zzDh4c MWKELPCvv/4aT0GhDgkJ2b59e//+/VmfR+aY0GUsPBrapaWl6c1ULHtD99XX 17d3794dOnQAxfHFSGVX1iUerq+++kp51aBBg6TFU+nhevrpp/tZgXhCE/Dt t9+WL18ejT/99FNpUOThMgg89YzeqkOVYcOGqdZRQKNGjTAoNjl25MgRW8bA 3/72N8u9Hi5dYzeB8ZiaxfrrfNCIvVfz/vvvDx8+fOXKlcuWLYNaTjYbI+Tg 2gEMq6befn5CQsKMGTNA6KpVq+KFnBPdERERpUuXZi2O8B4uV6mpN8F1TZDe unWrc+fOaAbte5cuXebMmQP95+nTpytX6OgyNhHu8Il4RX1dA3xdjbjemHgR 93m4nn/+eeiHw/g6NDQU/n3vvfcwHf7973/L7F3ipNCVhXS1s3q7WOjhqlGj BowagoODIVNBDsFV2wA0LnofjR9ONVmCC+Dh+sc//mG5F/JwGRC7msKIFeVr 3ry59HhaWhpOTFWqVMnW+sqePXtaJK8bKT1c0PjiqRMnTkiP5+XlYf0MZZYd fOONNyzWZafx8fFS46FDh2Igo0aN4nhiY8FTpv68cK53qwY+LeoN6Njs8L7d SoP4o4dG9OxYkj1cHsNcHi5VjOPhSr+Sgikwtn/3nCz5ZtQ3bxZF7gwd1q19 ifJw6apvc3JysHZt3LixLJzZs2djOKtWOfJBNIIHntobOlqsT/v7778rDTZu 3AiNndTDxfrknTp1km0plpmZyeY6vvvuO+kp6bQ8/gdClhpo+6ocu4pzQpuN xaBzq9yS8erVqzBeg07+2LFjldfi5Oq3337LcyNn0OXhknqybNGxY0eL9RVr 6co4eFh0U4Lo0t0mExMTcTgDSSTdUwLGQXjHwMBAx4xLAnrHy9qZylb2PnLk CJRii/V1yvT0dHbcJR4uAMKXns3Ozn7iiSekBkoPl9L3dPny5WeffRZOlS5d Wlp7kIfLIPDkVV1VhwP4+vqiXocOHbJrDDU2uk2htmEHdY3dBMZjauqt8yHM 119/HeuB6dOna99CyMG1AxhTTQf6+QsXLrTcC89Ed0JCAnvdCBHew+WqmlZv guuaIAVx0eaDDz44e/asdkx0GZsId/hEPK++MxOqMlQbcccKvudxh5r+/v6L Fi2SbbAAfWbmb5KNPV3ipNCVhXS1s3q7WNDDh9wly7FQpaOT64UXXtD7aPxw qskSXAAP1/jx4wdYadq0qcOZh3A3djVl42Lltkhz5szBU/PmzVNeOGPGDDwL ZpixlR6uzz//HI5DT0/5lVV8wenhhx/GP6HORze3bIqg+PbnmfKxvFepUsXe 4xoOu+kP9dXUYf3QERBzKNKWWcGN/Ijtm6RHioqKjh3cvykkaMHEUcFzpu7a sl51B7/D+3ZH7QlPunj71On42K2rli2YNGrJ7Ck7Nq3Nz5d/yjY58RIYH4rY Cf/PzLgWuTN0+YKZ8yeMWPd74JmTNpcAJ5w4HrZh1eKZExdO8t+wbHFMlM0t Ly6dS9gbumVF4JwlsydvWRl87OC+ghs38BT8H0Jg29ZBNPB3IeF2DzwlKREj prrfrEawkEpRe3bAtanJ8v3Gr6Wn4i3y825nTjCA//dpe/tDUbNHD2URgF+h Q+83Oubh0iWBLFn4H4FfsvTUlD3bNgbNmjR/wsiVgXOjD+yFfzk9XBAxTAGI gC0bUCorM4Mn8vDvqbhjkG/XLlkI8QmYMnrpvGlh61deTb0iDdDliZCXm7N/ xzZI/9+mjVu+cFbouhUnY4/evKm+v4Fr61v2+hC0szJjNhVv6+uHhPPw1N5s I5rVq1fbMoPmD5pL/H9wcDDa16tXz5Y967GHh98tOGySef/+/RUqVID/vP76 69LurravyrGreCa0oeOHxm+++abGfuAQAeUeicWm9XDl5OTgHvsyR2SxpGsU FhbGDvr5+eHBo0ePSo1BC9yDXbq8TpdxScAzHq5iiRto/fr17KCTHq4GDRqg T6phw4bSs5MmTbJY389v3bo1hs/j4QKaN2+O9omJiewgebgMgt28qrfq0Avo i2uEIePx2ONMy/333y+dNOAfu4mNx9TUW+eziW7ZdsFKRB1cO4Ax1XSgnw/B DviLZ555xsIx0X316tV//etfFutSgokTJ2KwYnu4XFjT6k1w/glSyBK4QWWl SpVAI+1o6DI2Fy73iXhFfYcnVGXYasQdKPhewR0eLltAUmDCyl4hc95JoSsL 6W1nXdXF+v777zEmGRkZup6OH041WYIL4OFi7Ny507HMQ3gAu5p++umnFuv7 58pTFy9eRGWVBXbjxo34hpKvr2/xX65bpYfr119/xRCUrxyjB7xu3br4J9QS aDl58mRlTNq2bWur1TA4dtP/7B/x6AWYMWoQf7DpV1KmDOur/FZX6LqVsjlG 3zaN4NSS2ZPnjveT2Y/s1RnCkRrD5Xhqb+iWgR2by+y3rl4mi0ZudnbQzEnK LyvNGj3kevo9H4nIy81ZOm+60nJAx2bRB/aCweAurVU/0rRswe2Z4R2b1uKf zHXFGSzE8I7X7F7/YPFtn9p+PJX856Vi645/tj4Udf1qerF+HPNw6ZJAliw8 j8AvGXB4767+HZqqBsjj4YI0R+Nta1Q+ey03thf5U3HHVM9Ctl/7ewB/OLoS IWrPDlwOJvtBdlXNFa6tb7Ozs7GXC2NSWS8oKCgIjR3+diphF7tqRkREoAq1 a9fmDBM9YtATjomJsWWzdetWDFY6umGTzH/88QebrJauGtP2VTl2Fc+ENmZp ALqCnIkgxaQersjISLScMGGC7FR8fDyeGjp0KDv45ZdfWqyfBlY6ARs3bowj HXZKl3FJwGMeLvapuPnz57ODTnq4YHwN3VqL1YnAXtcsLCzEbjNkkq5du2L4 nB4uHBr/61//kh4kD5dBsJtX9VYdesHvIUIVcfLkSbvGUP/j+pFmzZpJj/OP 3cTGY2rqqvPZRPfLL78se6ddiaiDawcwpppO9vM/+eQTi72J7hs3bnz88ccW 615bZ8+eZStBxPZwuamm5Ulwht0J0tWrV6OBxgdBHDM2Fy73iXhFfccmVJXw NOK68qGH8aSHCyvb0qVL5+XJX9pHHHZS6MpCettZV3WxcAeV++67T+kpcxV6 1SQPF+EZ7GqKn0QsX768crkudMBw2A4Daunx6OhoXBfZoEEDvMqWhwt6ZZg3 oKL28/Nje6qwlbzsZYbw8HA8Mm7cOGUk2QtR+/bt0/HwBsBu+u/fsc3H3gIu GXm5OYN/vuMPmj5i4LrgwKXzpg/p2haPbFh2T88HPVzsN6Zft1n+gwd2ujNp v3jGPfU2c6/c8RP91AyMxw3oiX/2atkgOfESMy4qKhrbvzuemj9hJFwbtn7l 3HHD8cicscPuWhb+f3t3Al5FdTd+PNa24tJWa9W3Vmvf2r6Ptmrt07dq+771 /Vu19rWv1qrUtu5rXaqlKCguGBIgCfu+J6wRCPu+BJCdSIAYCGtICFtIQvYN EDT/n/cnx+HOXeYuSW6G7+fh4ck998zMuefMzJ2Z3z3nnDQ5Ezu8MHFYv0nD +6e8+erp8EeG5Enrn5T4rxc0ZcD7nQcnvq3/Plwwu8lPhMvJap1HuLZt/kg2 9/oTD0rK+/942hRA/tlH2HPWTBFFuJw0gVe1BP0IzptMbNmw2mx0YLc3pZBp A5Lfe+kJ5xGu/O1bO34RS32x4qj32GVeghZeI1yyP0tK+oiBM8aPSu3X881n H9FNyHHkcD3OK6Fw944vhg994dFRfRLlQBs3qJd8Fs1p7xXY1AznW7nI0VPf jTfeaGIiciXz3//935J41VVXRTicEQII2pry/aWtE6ADl5dLL700zjPASOBs P/zhDyXbDTfcYFKssar6+np9hi9XwuYBV9AIVxhLOXmgrVOB/OxnP3NYA15i M8I1YsQIuSE9dOiQv+eHc+bM0Zw+Z4HXeaBeeuklk6LjV8hha89sQg9mkI2Q Mp8NWizCZYYTsXafjDzC1dDQoGPUPPHEE/rWhAkT9IugoqLCeYRLvrzMb0eT k5OtbxHhihFB99VQTx0hkbsznU7uueeec5Jf57aQvddrwCvn927u1mKtGdI5 //Dhw5rSuXPnY8eOZWdnT548Wafjka8tr8XdenMdhthszabIrvOdPOjWB+bn n39+VtbnzxnOkghXM51poxvhev755/U0W1dXJ1/NS5YskQNZGkgWlK/7SDK3 LVGPibRK64fxQNXO4Zf4WR7hkvqU+7XXXntNW1m+yPzlDDtIEdIuFOr3bFQu seSo18fvzdoLmwhXGDsPWkDQNv3nP/+pzZeXl2d/V7vB3nLLLSZF9luTaELG /iJcYsiQIXpWj/P8fEguyIcNG6ZnhhdffNHc0VdVVWker4Fc1JgxY/TdhQu9 4xQxLvg1WHraF3EWS+QisPlTJ+giazK/nFGlrqZae3V1erq9NZpgIlzpIwbW VH3R66Sutib5zX94ghcPWmNGJryS8M/nPv5onfmNmWzIHj5buWiOriF34xnD u5mV7Nr6xfgMy+fP7Hi6Q5Z1pLh9e3b16/qGhqKaAs7D5TPC5WS1ziNcqtXn 4QqpCXxWS4CP4LzJThw/3u215yTlvZee2LvjyzODfJ9q7ycnEa5TJ0+mvPWa rrnTU+1H9UnMnDNtR86mmiq/oysEKHx1ZcXW7A06pKRRXlai0d7hSWdMyhmV SpgyerCGt7w6dm3Pye7ftZPPmF3Uz7cHDx6Ul3Gn3X333ePHj9epSK+55pow vuXhXNDWNE+VvYbd9qeiokLzP/nkk4FzajeNdu3amRsla6yqyfPFqi+HDx+u GYJGuMJY6tvf/vbVfsj3uOSsqanRnPYpJByKzQiXcc4551xxxRWvvvqq17Og UaNGaQafP67W+ZUefPBBk3LllVfG+flVnpmbwzzaCinz2aBlIlxHjhwxcyU0 NHx5ERJ5hKvJM6V4nGfW2n379slBfeONN8pLOYHIWwEiXBdddNG9Hr///e9/ /etfS8E0p31KOyJcMSLovhrqqSMk99xzj35xyJVD0Mzr16/XksgeaH/X4b2b u7VYa4Z0zjcNJxeHl112mfULS84wjz32WHn5l5esbr25DkNstmZTZNf5QR90 JyQk6JXMtGlfDKZxlkS4mulMG90Il17qS+voH1Y//OEPMzIyws7ctkQ9JtIq rR/qDb5PDr/Ez9oIV3Fx8V133WUmsZWKSkxMDPAbgLCDFCHtQmF8z0Z+iWUG ndBbiWZChCuMnQctIGibml7wcsftNQHipk2b9H7fDBkt985yL6wXXSUlJSZn gAiX6Nu3b5yNHL9e2bRjZtyZ48OIurq6V199Vd+KZHT6VhH8GswzeODrTzx4 8qSjG0bJ1vmZP2vvLa+3Du7bq4/orQ/2NcI1J937Ub8JjljjO+Yh/7Ezu7ue OnVKR8ybMKSPpnz66advv/CopMwYN8przZL5/X88LW8tyJikL9969i/yMqnT K/bZi+RbqbHhiwcyIUW4HK627Ua4gjZBU4gRLudNJtYtW6xrzlqZ6ZVZ1uww wiUOFRWarnnWf91eey59xIA9272/pMKo/4zUYZ9H4l5+0sl6QqqEIT3e0U/q 8Nhsivb5VtXW1n73u9/1On9ecMEFZ8OoMq0raGvqL2+/8pWvnDhz9FR/zKAH QQfHeOGFFzSnaWWvWJVc/Wo/L9k39KcmTiJcoS4VgE7/YX6H9s473t9HDsV4 hMuQ2yjrPGLmJ3k+g5t6RfTrX/9aX8r3kb+p5Jssj5uWLl0aauazRDNFuIYO HSr7f15e3rJly5KSkvT0K4dzamqqNX9UIlwVFRUXXXRRnOc3nwsWLIjzzF6t t4EBIlz+XHzxxV26dLH+bJsIV4wIuq+GdOoISWZmZtAd1eq//uu/JPOFF15o vZuzcnjv5mIt05qhnvPNbJ7qW9/61g033KDf7EquIc1vwptcenMdhthsTRX2 dX7gB93p6em6Kmuf37MkwtVMZ9roRrh0cjR17rnnXnPNNXIs6+w/cZ6rEeuU oCFlbluiHhNpldYP4wbfi/Mv8bM2wmVuWpWcZgPHO8IOUoS6C4XxPRvJJdbO nTt1ODX538kvmsJGhCuMnQctIGibnjx58u6779YWlOvkJ554onPnzk899dTP fvYzc7j95S9/afI8HL7vvvs0m9fvEwJEuEaMGKEh6U6dOr3yyis6RpN+F7/1 1lvWB4PLli3Ty0I9af/zn//s0KHD/fffr4ewcjKwfEwJWv/6FL3TU+0dTqtR cvjg6dCDj26zvd/u4DXSmka4Fk3/wCvn9pxsXY+1h44Jr9gL06/rG5I+tMe7 +rK8rERzLpw2aWfuZq9/SZ1ekbfGD/68r27ZkcOac/WS+U0BhRThcrjathvh CtoETSFGuJw3mZg+dkRHz3Rmp2yDdIUU4fLUQ8PS2dP6vPMve5xL/o0dmGyN 5QWt/9qaKtnzZ4wbNaZvj/5dO3Xv+KIGOqUmrdmiUglLZk3VzKn9exbs2uHk CI3i+VbJdcKvfvWrOM+sKwMGDJBrY5Pt+uuvl2vmoEVC2IK2pk5tIF9wDs/e sjZtu6SkpMA5X3rpJa+vPK9YlZg4caKm6LMLJxGuUJeS/bO3H/qrNvOJunfv 7qQG7GIqwlVaWirVMm/evOzsbKmZrKyscePG6QEo5OrFXLe/9957mujzGZFO K2zufeSo1zmIfV4jjR8/Xlelj7xCynyWaKYIl90PfvCDVatWeeWPSoSr6XQQ ql27dvqc6vnnn9f0ABGuyy67rMtpcgktp4V77rlHJ22JO/PHokS4YkTQfTWk U4dzn332mY6NJtcVFRXBp441U7q8++67PjM4v3dzsZZpzVDP+fIlZb6gP/74 Y5Nzx44d+hvUOM8AhibdlTfXYYjN1myK7Do/wIPuNWvWnHfeeXG24c7OkghX M51poxvhOv/88+Xdq6++evTo0abn+PHjx/v3768LXnjhhUePHg0jc9sS9ZhI q7R+qDf4XkL6Ej9rI1yVlZVdu3aVK96HHnroggsuiPNEe+VyxV/+sIMUoe5C oX7PRnKJJV8Z1157reYPOm10hIhwhbHzoAU4adPq6mod7dmL9qgVcqxJtrVr 1+rLadOmVZ1Ju+Q/+OCD+tI87uvTp48uMnLkSE2R7+Jx48bJF7Smew1IK2/p z1yt5NylTw/kotHfTIIxK2j9aw8U+VdeesTJCvO2fBGZ2p3n4wAf07eHvNW9 45c/APAX4SrYtV3Xk79jm0kMEF4Z1rPr5x3HenzxQ/2duZt9Biys/wYnvu0p 8EZ9uTN3S+CPFlKEy+FqYyHCNeeDsf7yhBTh8mqCphAjXM6bTAzt8a687Pvu 6/YyhxrhMupqa/K3b125aM7EYf26vvyU2eiM8V92pwpQ/1IhshvrBFv2fw4j XCFVQmnxIW0g/dfl+b9K5S+eMbm+1u+8bFE83zZ5nqzqqfWmm24qKyvTxN27 dz/22GN6By1XU/bnsYiWoK1peloVFBQ4WeHBgwc1f9DfaP3xj3/U7z5zlWuP VckRoWOdXXLJJfK16zDCFdJSQR9oFxcXa87HHw/5hKBiKsLlj3w6/ZiTJn3R wXPw4MGaYn3AaOjIUX/4wx9Mit68PPDAA/bMZmal7OzsMDKfDVoswrVgwQJ7 fhPhev11H1+IykmE69ChQ3o/q4d2fn6+pjufh0vt37/f/Jbb/CLURLjq6up8 lpAIV8sIuq+GeupwyPx6XHvXBnby5MnrrrsuzhO1r6mpsWcI9d7NrVqsNUM6 57///vuaYr/wOHz48MUXXxxnGwvLfTfXYYjN1ozwOj/Ag+677rpL3pKTvKzW +sTGjJS4ceNGeWkdkrcNaa0zbRQjXHIelmMwzs/1c6dOnXRZHdkspMxtTtDW HDFixHsB6cDpRmu1vvMbfLuQvsTbdIQr1Nb0p7y8/Kc//Wmc54em/uL1YQcp wtiFnH/PRnKJVVJSYm4Bgv5cNnJEuMLYedACnLfpihUr5P79kUceefjhhzt3 7pyRkbFlyxZtWQ2Or1mzxn7S9kkH85Gv40suuURe/vu//7vXtiorK/WkZDIb FRUVffv2ff755//4xz8+99xzycnJcg2vsyH/27/9W3QqpQUFrX+dFUj+7chx 1B1j4+oVmv9AQb793QlD+nT0zJ1kUvxFuAr37AwpwjUiOd4aXvlo9XLNOajb W2n9k3z+WzgtXXJmrVymOfcXBPm1WEgRLoerbcUIl9Shxkempg71meGTE8c7 2kaVdN4ETSFGuJw3mejx+kuSc0SKj7HUwo5weX32DxfM1vLILmo+bID6131b /r357COTRw6Sxbdt+mjfnl0aI3YY4QqpEpo8gWDJ6RUC6/L8XxfP9P2bmSie b5ssHdjHjx/vtbgZIFruYZ1sDmEI2pr9+vXTVvD5YNzus88+05+c3XPPPYFz 6k/+rr32WpNij1WJefPmaWKXLl0cRrhCWsrJA+1vfetbkvOXv/ylkxqwaxMR rl27dmmFdOjQQVPkgNWUdevW2fPrT22feeYZk/KTn/wkzjO/hj1zSkqKrurA gQNhZD4bNFOEKz09XZ/4TZo0SZ8lXnrppfbbZDNFuOl15aWxsVFX+K9//cua 7hXhEs8++6zmtP6ON9QIl1i0aJEuYjrg6GQrwt+t5ZtvvqkZrBENIlxRF/xX bSGeOpw4fvz4Nddco3dJTp5XyzWGlkGuMezvhnfv5kot1pohnfNNPyCfTaCd CNq1a3fyzBEYXHZzHYbYbM0Ir/MDPOi+88474xxoozcRrXKmbYp2Hy7tCeKz CaTYumxiYmIYmduWoK1p7Qblk3wxWfO3bus7ucH3EuqXeJuOcIXamgHIRaku ImdLnxnCDlKEtws5+Z6N5BJr//79+vMk0a1bN3uGqCPCFcbOgxYQyVMd8zsf /a2R8wiX5JT8e/bs0ZcvvfSSfeXmMi9A31Ild/06v3YYP7dodUHr33QqyUgb 7mSFe3fkaf5tmz+yv6vdfHq//eVjlmaKcO3deboYm3wUw2eBt2ZvCJzTRLjM zFyGPZTjcLUmwrVqkfeTmQARrlmTUpuioXvHFzt6xrjz+W7F0dKOXwy0+OXQ 2dGKcNk/gvMmE4MT3456Hy47M3RhdWVF4MIfa2x4/YmH5K0B73euqTqj876O JegzwhVhJRjSUpvXrZK1WcdazN243p4ziudb8be//U1TSktLvTLLBZKOvn6W PJpoFUFb0zxn/vvf/+5wnTfddJPkv+iiiwKMJZKfn69jHVhnKvcZq2o6PZfK BRdcYK7Egka4nC/l5IH2rbfeKjnPO++8ffv2OagAb20iwnXs2DGtEDPu0KpV qzRl4sSJXpmPHDmib3Xp0sUk3nHHHXFnhiwN2Xk0v+mvF1Lms0EzRbisu3d8 fLwm/vjHPy4vL/daROe4kTtWnyssKirSZQcOHGhNt0e45DD8yle+Enfmj0LD iHDJKUIXeeGFFzRlwoQJmpKTk+NzkaeeeirO03PTXkIiXFEUdF8N9dThhPk9 8NChvn9PZVVfX68HyNVXX22drcmI1r2bC7RYa4Z0zjdPs+Wot+c3141BH5O2 6ZvrMMRma0Z4nR95hEuyBf1EMahVzrRN0Y5waTxaLjDsb5lvefPLmZAyty1B W/PFF1+8MyCvHyDFQutb2W/wvYT0JR5JSVpA1FszAPMrTfP7Qy9hBymitQvZ v2fDvsTavn27dgY855xzZI8K6eOEjQhXGDsPWkDYT3Wqqqr0Jshc/Jw6darE D50g9YEHHtCXOv+1+cJ95ZVX7OufMmWKvuv1TMAuKSlJc2rgrG0JWv8NdbVv //3Rjo//6fUnHjy4b2+AnCWHPg/EVFeU6wN2ey+SUydPdn3l88Hfxg3qZRKb KcJVV1OtOedO9jvJlKqtruoYbDoqtSbziwhXbU2V11v2UI7D1Z44/kU/qcUz Jnu95TPC9d5LT0jK9LHRuXPXgOP7/3j65MlP7O+a7nh5WzaaxMgjXP4+gvMm E5OG9/d0VvrbJ7bnqM4jXOWlR+yLW2m3LNnzTUzTX+G3bf5IC795/Wqvt3xG uKJSCT59/NE6XcP0cSPt70bxfCseffRRPfX5jIboz3iuueaaMDYHJ4K2ZkVF hY4I9JWvfGXz5s0BcpqZat99911t044dO/rLbJ54WK9v/cWqVq9ebR5T6B9O IlwOl3LyQLtr166a2eeYPEZtba3PyXDbRITr448/1s8YH/9Ft1a5wdFQhdcM F02WaxvrT7LNxGr2StAD2fpbvpAynw1aIMIl/vrXv2r6b37zG68n/7/97W/j PI8ZfQYWx40b53OF9ghXk+cWddu2bdaUMCJcy5Yt00V69friYs8c0T5ve+Vy QoN0XiskwhV1QffVUE8dQVVWVurvga+99lrrLuRPt27ddCupqb5/yhWtezcX aLHWDOmcX1paqpl9PtO7/fbb4zzhy6AbbdM312GIzdaM8Do/wIPumpoan09s TK+xtWvXykuf45TGvpY/06roRrh0V/nqV79qb/0VK1bosqZzSkiZ25ZIrs99 ioXWN3ze4FuF+iUedklaRtRbM4DMzEyvi2EvYQcporUL2b9nw7vEkirVneRr X/uaGTC/BRDhCmPnQQsIr00bGhoefvhhbVa5cQ6a//vf/36cbVrVzz77TMcv kitt+xXUq6++qusPPImq7F3aFfS3v/1tqJ8iFjip//XLF+sz815v/bO0+JA9 Q31t7eSRg9569vNhbaRWtWfQey8/eeLMhzBZKzPtfYKaKcIlkjv/4/Mh5p5q X3ygyF7mkkMHZRP6d2KHFySnlN+r903T51MdHd67M0//zt24XrdesGuHVzaf oRyHq9Vgx9Ce71kznPzkk+ljR9gjXNIEkjI8qav9E6mduZsnjxos//yNU2e1 cFq6vx5kxxobe3X5fFudn/mz6cHUFI0IV4CP4LzJViyYpWvOWrnMmuf4sUYt hpMI18wJYxI6PL9p3UrZae3vHi058s6Ln/e0snY59Ff4TWtXannWLD1jODhp x7EDk+0RrqhUwoYPl9bVep+4zOCTMyeMti8e3fOtGQRP/vBapLi4WKeQfvDB B0PdHBxy0ppmuKcbbrjB51zt5eXlTz311IUXXqgv6+rq9Ach7dq1mz59uj3/ 6NGj9aJaVqi/FVH+YlXi3nvvjbNwEuFyuJSTB9qNjY368DzOMyS4/cQlZs+e fdVVV/m8AYmpCNfMmTN9TkeiQ0yIefO+/G79/e9/LymXX3659afXcq675557 JP0b3/hGff2XnZGzsrJ0DSZGpsyv8a3DTYSU+WzQMhEuaXrtkGi/mjWB6f79 +3utrba2Vie2kyPa67bOZ4TLLtQIl2zxF7/4hdf3RWVlpf7aXw5Gex+0sWPH av7XXnvNXkIiXFHkZF8N6dQh3/VPe/ibBs7MwPLBB97X+XYlJSU6T8T1119v /X6xisq9mzu0WGuGes7XM4BcBHp9s2/dulUn6/HX4dRo6zfXYYjN1ozwOj+M B91paWm6RX8z17QJLX+mVdGNcJkxw+U2weut9u3b61umx3dImduW5oiJtHrr KycPVEP6Eg+7JC0m6q0p17RTpkzxGne3ydOav/vd77Tqli1b5nNZJ0GK4cOH a+t7NVBIu5C/rdu/Z8O4xBo3bpxO43vxxReb6XdbxlkY4ZJmrfYwp9xp06Zp StAWR4tx0qZy+p00aZIcv3K/Ixc8kydPvvbaa7VN//znPzvZis8IV5OnI6qu 5+677zY7/Keffmoe4t18883W/CtWrMjOzj5+/HhVVdXatWvlxl8nR5DTyEcf hTCqWOxwUv9yrhvY7U19gN/5mUeWzs4oyt91/FhjxdHSbZs/WjxjssZo3nz2 Ec1vepEMiH+zvPRIk6d7XfaaDyWDJHbv+KK1x1DzRbjMgG/v/P2x1Uvma8er mqrK7TnZU8cMff2JhxbN+GKj2zZ90QEnocPzO3O3fHLiuHzkkkMH534wrvMz f5bPq9kOFRVqtsGJb8tnlw915NABnWbLZyjH4WqH9nxPs0lKRVlpafGh9SuW 6DxT9ghXav+enl5FD21au/LE8eON9fV5W7JPWp47jR2YoktZZ2vy51hj4/v/ eMb0NZOP8+mnp2Sd+du3prz5qqZ7NU3kEa4AH8F5kzU21Hd5/m8dPZNkrVu2 WOqt+EDRmswF3V57TtfgMMKlmfu99/qK+bN2bc2pra6Soh4tOfLhgtmmZqzD /fkrfPHBIs0su/eWDavraqqlHbNWLjPt6BXhikolJHV6WSpBdpsjB/dLw0mK 1MOCjEm6uBxx9o8c3fPt3r179WFUu3btrN3ki4qKdJQ5OT06nAEKYXB49v7V r36lzSfXsYmJiRs2bKirq5M2mjNnzvvvv/+d73wnzjMeoFnEPG0WL7/88rp1 6+SSSa5y5UrY/JpXZGZmWjcUIFYlt7T6RakcRricLCX3elP8sIbzzGiN4te/ /vXs2bMLCwulErKyskaNGnXffffpW7Ef4ZIrDbmX6dat26pVqyoqKk6cOLFl y5Y//OEPWn65l7SeluWKV9Nvv/32rVu3yp4g98gdOnTQRPsgGzq4ulz5pKam ynXyJ598smbNGv34kug1r1ZImV2vZSJcTZ7n/3o1K95778tfxdTW1mpgWrzx xhvbt2+Xs7dcpsolq0654pVfRR7h+uEPf7jcQ27eZ82alZaW9tprr8kuqvkf eOAB669HzCg3spQckuXl5bK7yoEfHx+v19uXXHKJV/BLtyIf2d9hnpeX1+Tg hJCRkeHzdyxnISf7akinjm3btmm6z5HK9u/fL5cHcZ6bKSdNYHqXzJw5M0C2 UO/d3KolWzOkc758t+rX93XXXSeXHJoo+X/0ox9J4te//nUpiTW/+26uwxCb rRnGdf7JkyerT5MrLsnzi1/8wqT4i1wbZ0+EK1qtGWqFh/SA1PzYrEuXLjqy qFw8y1etJrZv3z7szG1Ic0S4WqX1w3ig6vxLPMIDv8VEvTVzc3PjPF1Z5SpX bpnlW6yxsVG+yHTczjjPz7S8+r6FdAw+9NBDmsdrYMBQ7/Kcf8+GdIkly8ad 1q9fv0W++JwsLCoctqapcBdEuHRGPJ+uv/76UDeNZuKkTeVay96IcoglJCQ4 vGn1F+GSU5BOOxLnecT3m9/85v/+7/9+8IMfaMoVV1whl3DW/M8884y9JHKh 6PO38W2Cw2Oqpqpi3KBeJubi819Chy/PpdbMXV9+qvMzf9a/33r2L7u2njEL Q/NFuMTiGZNff+JBUxJTjC9iNzO+3OiU0YNNuiyipTKBJ5NNp3+y/pua+vmI xD5DOQ5XKx/QZ32+8eRD9gjXnu259pymj5VUyzt/f0zjKdaOVwHkblzf6an2 9o3qv15d/unVES/yCFfgj+C8yUw3Lp//nES4Zk1KDbxLd7QNthmg8IEPEK8I V1QqIanTy9Y82uNM/0lb+LyYjPr5Vi6VTZ4f/ehH9913n9zz6q8643w9U0UU OTx7yxWv+YWeP/IVaV1k5MiR+kxDneNhXl566aX27l0BYlVNlgHW4hxHuJws FUCPHj2sq5Id1Tx498fnoFixFuGyFtjaKN/5zne2b99uzSw3m3/5y19Mhgsv vND8LdfA9iDUmjVrdExLce655+rv+nQr9thfSJldr8UiXE2euydzbI4b9+Vg tnJI6k8olc6UZ9x44432WW8ij3AF8Lvf/a6urs66Hln8tttus+b52te+Zv6W vSgtLc1nCQN4++23m5ydEBwOreN6TvbVkE4dgSNcjz/+uL67cOHCoGWTbwHd b2+99dbAOUO9d3OrlmzNUM/5L7/8stnQt7/9be3CqfntA0i67+Y6DDHbmqFe 51t/JWU3derUwJ/x7IlwRas1Q63wkB6Q7t271xy8sqtceeWV+og7zjMraEVF RdiZ25DmiHC1SuuH8UDV+Zd4hAd+i2mmCJc/l1xyyc6dO70WCekY9BfhCvUu z/n3bEiXWFKZAT6+vw8VLQ5b01S4CyJcpiHsfvKTn4S6aTSTMJ64Xn755b// /e+XLl3qfCu6Mzz22GP2t+rr67t27SrHr3UTcpP1yiuv2IdSsZ4c5N78Zz/7 WYcOHdp0l8CQjqkdOZv6dX2j8zOPWJ+3d3q6/bCeXTeuXuEV3FmzdEGX5/9q zdn//U6lxd5nFV2bfRaqovxdupQZzU8snz9TQ0X28MrIXt062sb6Ewf37R2c +LaO22b+dXvtuTnpaWVHzijMtk0f9XzjZWu2d158fOaEMdoNTVUcLR2e/L41 j44Ft2rRXH150vYUxclqs1Yus9ZVl+f/tnzeDNMVzqvS1i5bpN2XTOiktvqL ecEOFORr4oQhfZscKzl80PQjM//efPaRzDnT7PNzhdQE/qolwEdoCqXJNny4 1Br9eefvj63NXKjzcL338pNBP/ipkyd3fLz5g5EDdaY5r4DUqN4Jh4oK7Uv5 K3xjQ336iAHWlbz/j6dXLJi1eOYUPUwcrsd5JWzN3jCyV8LrT5wRlJTPIkfT 8WONPj9yc5xv165da8bOMq677jprSALNIaSz94IFC/7zP//TPMdQ55133m9/ +9tx48bZx76TG9V7771XRyow5EJdrrSLi4vt65d7H82Tn59vf1fWZp5mW++S IlwqgKSkJK+1VVZWvvTSS9/73ve8cn7/+99/7bXXvOYeMuQOPS7YHF5R4aQ1 5UPdfPPNXuWXy5Unn3zSfrnS5OnB17lzZ2tcTOrzf//3f6UqfK4/Ly/vxhtv tAbO5EYmPd13d+CQMrtbqPfLgXcqs3v7O4XOnTtXnxpJa1rHCZGb6DvuuMPa InGem9MePXr4nJ/rlltukQyPPvpo4NLK0RHnefJpHYNFl7WSDLID/OIXv3j4 4YdXrlzpc1WnTp3q16+f11lF/OpXv/I5eJF9K17efffdJgcnBK/Cn80c7qvO Tx3bt2/XDLJXe721Z88e3VH/53/+x0nZ5B5NV7VixYqgmUO6d3OrlmzNptDP +WPHjr300kutDXT99df7nFTLfTfXYYjl1gzpOt/M/OhTRkaGfRGfi8sVYNDa iFkt2ZqhVnioD0gPHjx4//33W7PJmbZjx472n82EmrmtaI4IV1NrtH6oN/gh fYlHeOC3mKi3Zm1tbWJiov3uTKru+eef9zmDYUjHoBnk0z6NXUh3eSF9zzq/ xFq1alWAdlc//elPQ6jQUDhsTVPhLohwoU1w0qaffvqp3MXPnj1bbmMd7pah km9eub+ePn36pEmTNm7c6G9i07KysiVLlkybNk3K4zXTdxsVxjElp9OKo6W7 tuXs2ppzqKjwE19PTpQ0XGnx4dyNG/K3b22oq420rBE4deqUlGRn7ub9e/fU 1VQHyHmssXF/wZ4923Mrykp9ztgi6mpr9u3ZJauyT7AV9molQ+GenTlZaz0j zvne7pcf5+TJ0uJDe3fmSWZrEMp0sJLiOSyYcfz4MWnNjz9atzN3S3npER31 rvn4+whfZnDWZLKsVKwUu+TwwaD1FkBDfV3xwSLZpXdv+7i8rCTwxw9QeDk0 8rZs3Jq94UBBftA6jEolyEqOlhRLseVf2ZHDPtdjNN/5Vm5qVqxYMXbsWFmq oKAgkraAQ+GdvYuKiuR2Rr7IcnJyfE7q5GXfvn1z586VZrVPSt5G1dXVyR4u H2rt2rWxM56e89aU26XNmzdL+eWKJS8vz2fwwkoafefOnXJ3mZWV5aTFq6ur ly9fLmcAJ5UTUma3iql7E7ktlUNbLlMXL14sp+LYGRnGkB1S9pbMzMypU6dm Z2fLLtTaJTqLhLSvhnrqaHkO793cqlVaM6RzvlwK7tmzRzIvWrQowPWk+26u wxD7rcl1vnMuO9MKHdlMvrW3bNkS9CANKXPsa9ZrvJZs/RZ4oBr7mq815XQq FyRydzZjxoytW7e22LHscBcK43s29i+xQm1NIlxoGbRp66L+3WR4UteOj/+p X9c3WrsgiFEc725Ca7oJrdl20XZoK9hX3YTWdBNa001oTTehNd2E1nQTIlyI TbRp66L+XeOTEyd0yL7sNR+2dlkQozje3YTWdBNas+2i7dBWsK+6Ca3pJrSm m9CabkJrugmt6SZEuBCbaNPWRf27xu5tH3d8/E9dX3kq8Dh1OJtxvLsJrekm tGbbRduhrWBfdRNa001oTTehNd2E1nQTWtNNmjvCFZ7m/hSIfbRp66L+XaPy aNnHH60r2ru7tQuC2MXx7ia0ppvQmm0XbYe2gn3VTWhNN6E13YTWdBNa001o TTchwoXYRJu2LuofOHtwvLsJrekmtGbbRduhrWBfdRNa001oTTehNd2E1nQT WtNNmi/C1ZLYJ92HNm1d1D9w9uB4dxNa001ozbaLtkNbwb7qJrSmm9CabkJr ugmt6Sa0ppsQ4UJsok1bF/UPnD043t2E1nQTWrPtou3QVrCvugmt6Sa0ppvQ mm5Ca7oJrekmRLgQm2jT1kX9A2cPjnc3oTXdhNZsu2g7tBXsq25Ca7oJrekm tKab0JpuQmu6CREuxCbatHVR/8DZg+PdTWhNN6E12y7aDm0F+6qb0JpuQmu6 Ca3pJrSmm9CabkKEC7GJNm1d1D9w9uB4dxNa001ozbaLtkNbwb7qJrSmm9Ca bkJrugmt6Sa0ppsQ4UJsok1bF/UPnD043t2E1nQTWrPtou3QVrCvugmt6Sa0 ppvQmm5Ca7oJrekmzR3h+uyzzz4NkSzS3J8CsY82bV3UP3D24Hh3E1rTTWjN tou2Q1vBvuomtKab0JpuQmu6Ca3pJrSmmzR3hOvo0aO5IZJFmvtTIPbRpq2L +gfOHhzvbkJrugmt2XbRdmgr2FfdhNZ0E1rTTWhNN6E13YTWdJPmjnCdOHFi 69atubm5Bw4cOBSQZJBsklkWae5PgdhHm7Yu6h84e3C8uwmt6Sa0ZttF26Gt YF91E1rTTWhNN6E13YTWdBNa002aO8IlDh06lJubW1paGjibZJBskjmklSv2 SfehTVsX9Q+cPTje3YTWdBNas+2i7dBWsK+6Ca3pJrSmm9CabkJrugmt6SYt EOHSblx5eXmnTp3yl0fekgyS7ZNPPglp5epDAAAAAAAAAAAAwI8wIlxNDrpx RdKBiwgXAAAAAAAAAAAAAggvwvXJJ58E6MYVYQcuE+E6AQAAAAAAAAAAANiE F+FqCtiNq6SkJJIOXES4ABiVlZUVFRWtXQoAAAAAAAAAQGwJO8LlrxtX5B24 iHABMOR8kpub29qlAAAAAAAAAADElrAjXE2nu3GVlJRYEyPvwEWEC4BBhAsA AAAAAAAAYBdJhMvejSsqHbiIcAEwiHABAAAAAAAAAOwiiXA12bpxaQeuSFZI hAuAFREuAAAAAAAAAIBdhBEuazeuaHXgIsIFwCDCBQAAAAAAAACwizDCJWRx 7cYVrQ5cRLgAGES4AAAAAAAAAAB2kUe4tBtXrkdUOnAR4QJgEOECAAAAAAAA ANhFHuFqOt2NK1oduIhwATCIcAEAAAAAAAAA7KIS4dJuXNHqwEWEC4BBhAsA AAAAAAAAYBeVCFeTpxtXtDpwNRHhajuOHz9eX18v/7diGfbv379ixYr58+ev WrUqWutsbGyMyoeqqakpLS2NfD1nMyJcAAAAAAAAAAC76EamoiWKEa66urqo rKetbLeFrV+/PiEhobCw0Pkisr8l+FJVVRVGAbZv327WkJKSEjT/4sWLbzht w4YNXu9OnDjxT3/603XXXXfuueeec845l19+uT3ONWPGjBv8MMGs3bt3P/PM M5dddlmcx49//ONXXnllzZo1Pov0xhtv6OK333576BXgfkS4AAAAAAAAAAB2 7ohwFRcXz/Zl5syZAwYMmDBhgs93V69e3Uy1Wl9fn5aW5u7H8vLpFi1a1KNH j4SEhIKCAucLHjp0SBbp06fPuDPV1taGUYyxY8fK2qQwDQ0NR48eDZw5Pz// 0ksvjTstMzPTvFVeXt6+ffs4G3uEa8yYMfZsSj6aruraa6+1v/v1r3/dvldb 1/ad73wnjBowampqpkyZ4nyvk71UDo1t27ZFstEW2C4RLgAAAAAAAACAnTsi XAUFBSmhS09Pb6ZanT17tqy/T58+Bw8ebKZN+NNiAwb27NnTdJ4KI8I1Z86c ULfo86P169dv+PDhThavqan5+c9/bg05WSNc//rXv0z6Aw880L1797feeuu2 224LEOH69re/fcuZysrKJEPnzp01w3e/+91p06aNHTv2yiuv1JRnn33Wuqqs rKzzzjsvWhGunJyckPY63UtHjRrV2NgYy9slwgUAAAAAAAAAsHNHhKuqqirX Rh+kq4EDB27atMkrw969e5ujStevX2+2O2zYsOrq6uiuPzMzMy0trbKycsWK FZMmTZowYcKxY8caGxuXLl06aNCghIQE+bCLFi1qaGg44RksUTLPmzdPlz1+ /LgsYo0uTZw4cebMmfKHrGT16tXDhw/v2bNnnz59xo4dKzUWoBgFBQX5+fkZ GRktEOHKy8sbNWpUjx49evXqlZ6eXlJSoukffPBBYmKi1HOax86dOwOs5PHH H4+Lizv//PO/8Y1veEW4Dhw4IOmaOHjw4MCFMRGuRx991GeGxx57TDP87W9/ 05R33nnHK+WE59D7/ve/L4km/hVhhEvMnz/f4V6ne2m/fv2Ki4sj3Ghzb5cI FwAAAAAAAADAzh0RLrv8/PxevXqlpKRs3bp1/Pjx8scHH3xw7NixaNVbK25X VpiQkCBbkf+TkpISExMbGxvT09Pl5ciRIxcsWDB69Gj5e9y4cZp/0KBBkk37 yxQUFGivq4qKCnl55MgR+XvWrFny99KlS+XvoUOHzps3b8qUKbJ+WVvQwixe vDi8CJdUTl5e3s6dO83cVf5s3rxZ8vfu3Xvu3LnTpk2Tz5ucnKy9peSlVkK6 x65du/ytZODAgRpFmjx58s033+wV4ZIq0pSLL75YVvjwww/fe++9HTt29LlC E+G6/vrrX3/99ffee0+qWsujUlNTTbes9u3bL1my5Pbbb9eXixYt0jzSHHfc cYekfO9731uxYkW0IlyyWt3rpDYC7HVmL92+fXuEW2yB7RLhAgAAAAAAAADY uTLCVVZWNnDgwJSUlJUrV8rLioqKwYMHy0vrqHTNoWW2qxGuKVOmSMOd8AQX du/eLSnameuEp6OW5snLy5OX8+bNk78LCwvl7wULFmiEa926dfJy06ZN8ndO To78LUWVv6uqqnQrtbW1O3bsCFqYsCNcVmPHjq2srPSZWT5d3759k5KSzBxb GvCaPn26vkxOTh41alTgLcq+9NWvfjUuLu69996Tl/YIl3WIQqtLLrnEHlvx OQ9Xu3btTJGk6p5++ml7BvugiOeff35WVpbUc7QiXCcc7HVee2m0NN92iXAB AAAAAAAAAOzcF+Gqr69PTU1NSUnJyMgwkyjt27evd+/ekth8j8pbbLsavaqr qzMpK1askBRrv5g9e/ZIypIlS+Tvbdu2yd+rVq2SUvXr10+K179/fynqCc+M SPKWRpd0tZMnT5b1aA8vJ3xGuMaMGTPUFw2fVVdXr1+/fseOHVLIzZs3S2ZZ Q1pams/1y85pjWed8MTvpEoHDhyoL4NGuKQJrrjiiri4uIcfflhT7BGuP/3p T5ry85//vEePHq+//vo3v/lNTbn//vu9VigFPv/88yXnXXfdJf+fc845mvOr X/3qoUOHTngiXPHx8eeee65XkOuWW27RoOGkSZM0RepcXkY3wnUi4F7ncy+N lmbaLhEuAAAAAAAAAICd+yJcOv3WyJEja2trrenZ2dmS3qdPn4MHD0aj5lpt u/YI16xZsyRl3759JkW2ZQJDUp7ExMRJkybpEIXbtm1btGiR/HH06NGhQ4cO Hz5cFzlw4ID8bfpVpaWlabevwHxGuObNmzfDF6+aUQ0NDf379/f6RMbOnTvl LdmKNXHw4MHdu3fXv4NGuKTmTfzoag8Te7rsssvuvPPOE5aZs7p06aJLDRs2 TFOuvPJKrxU2NjZaB+LLyck577zzNHNGRoakdOjQQV+++uqrUv5OnTqZSb40 ynbbbbfpSy2PBuDEOeecIy+lwAE+jkP+9jp/e2m0NMd2iXABAAAAAAAAAOxc FuFav359SkpKv379iouL7e/Onz9f3h0+fHh1dXXENddq27VHuHQKLSmDScnO zpYU2a6+HDNmjBRAXiYnJzc0NBQVFcm7upSZGeqEp3tUYWGhrGf8+PHy1uDB g4MWJoxRCu3S0tI04mZ/68CBA149vDRg17dvX33pPMLl0/XXXy95ZBP6sn37 9rrU7NmzNeWKK67wWqE1knjCU2nf/e53NXN6erqkXHnllfpyzpw5mmfq1Kma ctFFF0l+E+Hy6d133w2p9vyx73WB99Joifp2iXABAAAAAAAAAOzcFOHKz8/v 1atXSkqKdbw+q8bGxvHjx0uGDz74wNoNJ0ItvF17hCsnJ0dSNLyiMjIyJGXj xo36ctmyZdoza8aMGZoyaNAgTdm5c6em7Nq1yzp83MiRI80AhgGENw9XQ0OD eVlWVpaUlJScnOxz8Dr5mD169Ojevbvp+7N161bZ4sSJE/Vl0AiX5E8709VX X62xpM6dO8+cOfOEZ6IuTfn617+enZ0t27rvvvs05Q9/+IPXCm+66aabb765 d+/eCxYskMX/+Mc/muCU1KFkuPbaa/XlnXfeKSnS+m+//bamXHXVVSc8fdys 5ZGPoO9ecMEF8nLz5s3OKzMAr70u6F4aLVHfLhEuAAAAAAAAAICdayJcZWVl AwcOTElJCbxgRUXF4MGDJZuZgylCLb9de4Tr2LFjw4YNk8TZs2fn5OTMmzdP /h40aFBjY6Nm0PEJhc4DdeJ0t6/u3bvX19driva7kU+xZcsWjVuZua58ysrK Wrdu3dixY7WzmPydn5/vpPxTpkzp3bv33Llz16xZs3z58j59+ug0Yf7ya3hu 1KhRmzZtWrt2ba9eveSlGUExaITLzj4P1wnLQIUa59I/zjvvPKlPr8Vvuukm n32v3njjDc0gJbSmt2vXzvy9cOFCe3miPg+XYfY6qW0ne2lsbpcIFwAAAAAA AADAzh0Rrvr6+rS0tJSUlIyMDJ9dgaz27dvXu3dvyRz5Y/NW2e6UKVMSEhJM ZEodPXpUg00qNTW1tLTUvHvs2LHk5GTZtIl56URdsojJM3v27J49e+riffr0 mTFjRuAx5ZKSkhLONHfuXCflX7NmjUaplKxn1apVAbq2SZmXLl2amJio+aUO t23bZt6VVY0ZM8bJdg2fEa7KyspOnTqZ2Jb45S9/aR340ejQocM3v/lNawzr qquuGj58uKnbE56ZwkxPMfUf//EfEyZM8FkeE+G6/PLLQ/ogTpi9zuFeGgbZ T2bbTJ48OeW0IUOGzJo1yyvD6tWrHa6fCBcAAAAAAAAAwM4dEa5NmzalpKSM HDnSjGUXWHZ2tuQfNmyYNSoRhtbarj/V1dX79u2rqqoKb/Fjx46VlZXJ/tAc cRCvDR09elSKeuTIEYfDNjY0NBw4cEDyR162+vr6Wg/7qmQreXl569evl3oI sAYp865du9auXbtu3bpDhw75zCMr3717d2Zm5po1a4qKigIUW97S8lj75UWR 7nXO99JQFRQUpITOOqhmYES4AAAAAAAAAAB27ohwiY0bNwbuc+Rl7dq15eXl IdZWDG0XcG7p0qUh7aUhqaqqyvVjypQp69at8/nW3r17Ha6fCBcAAAAAAAAA wM41ES4ArkSECwAAAAAAAABgR4QLQCwjwgUAAAAAAAAAsCPCBSCWEeECAAAA AAAAANgR4QIQy4hwAQAAAAAAAADsiHABiGVEuAAAAAAAAAAAdkS4AMQyIlwA AAAAAAAAADsiXABiGREuAAAAAAAAAIAdES4AsYwIFwAAAAAAAADAjggXgFhG hAsAAAAAAAAAYEeEC0AsI8IFAAAAAAAAALAjwgUglhHhAgAAAAAAAADYEeEC EMuIcAEAAAAAAAAA7GI5wgUAOTk5ubm5rV0KAAAAAAAAAEBsIcIFIJYR4QIA AAAAAAAA2MVmhAsAAAAAAAAAAADwhwgXAAAAAAAAAAAA2hYiXAAAAAAAAAAA AGhbiHABAAAAAAAAAACgbSHCBQAAAAAAAAAAgLaFCBcAAAAAAAAAAADaFiJc AAAAAAAAAAAAaFuIcAEAAAAAAAAAAKBtIcIFAAAAAAAAAACAtoUIFwAAAAAA AAAAANoWIlwAAAAAAAAAAABoW4qLiw8fPvzpp5+2dkEAAAAAAAAAAAAAR0pL Sw8fPnz8+PHWLggAAAAAAAAAAADgSE1NzeHDh8vLy1u7IAAAAAAAAAAAAIAj p06d0oEKa2trW7ssAAAAAAAAAAAAgCONjY2HPcrLy48fP86cXAAAAAAAAAAA AIh9jY2N2pMLAAAAAAAAAAAAiHEmyHXq1KmamprS0lJCXQAAAAAAAAAAAIhl rdhxDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADir7POorq5uAIAYI6cm PUe19pkSAAAAAAAAABBb9Olxaz/GBgDfiHABAAAAAAAAAOyIcAGIZUS4AAAA AAAAAAB2RLgAxDIiXAAAAAAAAAAAOyJcAGIZES4AAAAAAAAAgF1IEa7q6ur5 8+fPitjWrVub9ZE4ANcgwgUAAAAAAAAAsAspwlVVVTVt2rQPIpaRkdGsj8QB uAYRLgAAAAAAAACAXUgRrvr6+vLy8qNHj2qgKisr62iIZBFdtlkfiQNwDSJc AAAAAAAAAAC78Obh0ihVVVVVqAua6FioC8Koq6srLCysr69v7YJESj5IdXW1 /N8ym6vxaJltIYqIcAEAAAAAAAAA7MKbhyvsKFV9fX3Yyx46dGjNmTZt2rR7 9+4WC5HEiEmTJsXHx8+YMaO1CxKp5cuXywdZvHhxy2wuISFBNldbWxvhekpK StavXy9HwdixY2fPnp2VlVVeXh6VEsInIlwAAAAAAAAAALtI5uGyZ6guK5N/ gVcSdoTro48+ivelV69ea9euDWOFS5cunT17dkVFRRjLRt3evXulMNnZ2UFz jh49Wj71pEmTWqBUTjgvuZdly5bJB1m0aFFzlMquW7dukUe4tm/fnpyc7LUH 9u3bt6CgwOQJu0LgExEuAAAAAAAAAIBdJPNweb1bXVY2+ZH/k3/F27cFWEmE Ea5+/fpleixYsGDUqFHaMUesW7cu1BX27dtXFjx8+HAYhYm6rKwsKcy0adOC 5iwpKZHMZcEiiS3Gecm9tLkI15EjR3Qlw4cPl71x165dGzZsGDBggKT06NGj urpas4VdIfCJCBcAAAAAAAAAwC6Sebi8EqtKSlLvvHXEbTemP/y/AYJcEUa4 xo0bZ02srq6eOnWqBrk2bdpkX6q+vt7fMIaBI1wBFgwgaADFX4ZohUXCjuA0 X8n9LegV4XJS8kjyRB7hWrdunaxh0KBB1vm8Kisre/XqJemm01bQCpH9ysk0 alJU+x7Y8u3b6ohwAQAAAAAAAADsojgPV31dXf6Hy1Lv+GXgIFd0I1wNnifz kqg9a6yJ69atS09P79mzZ2Ji4ogRIz788EPz7rJly7TrjejTp4/8vWHDBicL 2mVmZsriW7duXbhw4aBBg3TUxBkzZngNfpifnz9z5kzd6LBhw+bNm2cia5WV lZKuY991795d/h4yZEiALUp5rAV2WICWL7nU5IoVK9LS0qQae/fuPXXq1B07 dljXbCJcmzdvHjNmjGSTtpAC2HfIAGVwnscrwlVaWjpq1CjJLx9fUwoLC4uK igLUmJRN1jBhwgSvdKnD5cuX79q1y0mFjB07Vt6SPJMmTcrKyrKuRxcfP358 bm7u6NGjExIS5H+HlWkXefsKOabkrSNHjpgUOdZ0tSZFzgmS0nyjMhLhAgAA AAAAAADYRXcertrq6qBBrqhHuERRUZG8lZCQYDrXzJo1SwNYKSkp3bt3178X LFig7y5durRfv35mGi/52wxyGHhBu9mzZ+vYiTpUnRk1cfz48SZPYWGhvKXp Zhan/v3760iDlZWVsnjPnj0lMTExUf4eNGhQgHqQwkjOFStWOC9Aq5RcdhXN n5SUJO9qnj179pgMGuEaOHCgZjMbkhYpKSlxWAbneawRLknXoE9aWpqOLrht 2zZdKj8/31+NaYFlPf6iSwEqpL6+PiMjw3xSrRBhjZ8ePXpUE7UtJI8Uz2Fl Nkf7CsksKRs3btSX0i6aZ+bMmWYlkl9SrDORedm7d6/UiWxI42LLly+Xv2Up aysHQIQLAAAAAAAAAGAXxXm4VNAgV3NEuOrq6jQatXfv3gbPc3sNE+Tl5cnL mpqaDz/8UKMD1tHh7KMUOlzQSuMIYvXq1VKMiooKjYOIgwcPNng6vvXu3Tve 0/entLRUUiR98ODBkmJ66DSEMkqhzwhXgAL406wll3VqvWkURlalHaBSUlJM LyqzudTUVO0ldODAAe1MZNbvpAwOy2kiXGVlZfquCW+J7OxsLYy1d5IXKaSJ Bw0fPjwzM1M+nX0gQZ8VsmrVKt21cnNzZRHZrqYIEy8zES6phPz8fLNmJ5XZ TO2rm5bNWT+akGNHUzTmJSUJPO6i7K4aaCsqKpLCjB07Nt7TZczUfwBEuAAA AAAAAAAAdlGch8sIHORqjgiXGDFihLyrXbHq6urKysqso7HV1NQkJSV5BX3s ES6HC1ppHMHaL6a2tlbjIBor2bNnj/zdu3fvyspKk0fWppGCqqoqTYkwwhWg AP40a8l13EhpMpMidasVXlhYqCkacElOTj569KjJJnujdf1OyuCwnBrhKikp sYe39LPLB5ECB47UFBQUDBkyJN4iJSVl5cqV1khTgArxGvFSp5AzPQRNhMur P5STyrSLSvvqywEDBui7kydP1siU/H/gwIGG05FB+SABKk1pVK5fv35yiMkW tRXS09ODTklGhAsAAAAAAAAAYBc0wlVdVjblr/dPvP8u679Rd/+X/PNKtP4b f+//G3HbjSNvvUGDXNYVNlOES/v+bNmyxaTU1dXl5eWtWbNm+fLlCxYs0EHY rBMt2SNcDhe00jhCZmamNVHHdtOZibQXjP0ja4F37dqlLyOMcAUogD/NWnKt NCnqCgutcDODmEa47KMp9unTR9K1v5KTMjgsp0a4dFDEkSNHOuk95E9BQcHi xYtHjRpl4lyyLRMYDVAh+/fvtyZqeCg1NVVfaoSrR48eXkEfJ5VpF6321XEO S0tL5bhISkqSCtQPuGrVKnl35syZ8ZZhDAOora1NS0vTyq+pqZHjLiUlJd4z EVvgBYlwAQAAAAAAAADsgka4qkpKUu+8deStN4T9Txa3rrA5IlyVlZUaaCgu LtaUJUuW6PNzL0EjXE4WtNI4wurVq62J2tVF4wiaYeHChV4LasccM/9XhBGu AAXwp/lKXlZWZq9Aw6xQI1xz5871Wv+YMWPiT3dZclIGh+XUCJeSprd2HAvb gQMHtGuStQABKsTME6fy8/PjPb2o9KVGuJKTk615HFamXbTaV2em27Rpk5Z2 3rx5paWl8aePRI0YWuc7C+Djjz/WYmv4UqNjcrjZR3q0IsIFAAAAAAAAALAL GuGqr6sr21dYVrDX+i99xHD555Vo/Ze/fGnqHb/8PLx1xy/zP1xmXWFzRLhy cnL0Ubm+3LZtm7xMTEycNm1adnb27t27i4qKtGdQ4AiXwwWtgsYRdCYv+zBu Okrb9u3b9WUMRrjCLnl9fb2OhiftssempKREs2mEKz093Wv9/fv3l/SdO3c6 LIPDcmqEa/r06dopKTU1NXBgxa7Ow56uIaG0tLSgFXLo0CHrglu2bJHEUaNG 6UufES6HlWkXrfbVsNSsWbOWLl0qf+gUdcOHD+/evbscO/GeQQsDVJohn107 o8l65OXGjRvjPROTmc5i/hDhAgAAAAAAAADYNcc8XMXbt6U//L8jbrtRw1u1 Zw4HF/UIV1FRkU6VNWnSJE1JT0/XWIbJU1FRoQEOe4TLOnCcwwWtgsYRdu7c KX/379/fOlVTWVlZQkKCpJeXl2uKhkVkwaD10GIRrkhKPnr0aO34Y02srq6u rKw0QSKNcPXu3ds6YOCRI0e0m48O+uekDA7Lqe0oeQoLC7t37x7vq/tYAPX1 9Rqgyc3N9Xpr/vz58Zbh/nxWiHZM8xpUUApgLYbPCFeDs8q0i1b7VlVVScqg QYNGjhzZo0cP7Ya2ePFiPVLiHQwzKGRtOvihVsvu3bsTExPlpdRV0GWJcAEA AAAAAAAA7EKKcFVXV8+fP3/WrFkBolSBw1sN0Ytw1dfXFxYWrl69unfv3vGe iZDMUGn6bH/06NE6n1FNTY0+2PcKVOkAa9YQgMMFrYLGESorK7UPjtSbxiOk GjXeMWTIELPIpk2bNNzjNZCdXYtFuCIpuUZAevXqZXotFRQU9OzZUxJ3796t KRrhElOmTNEgS1VV1ciRI63rd1IGh+U0Ea6G0xNgxZ8eC1Ft3749Nzc3wOiF OiCh7Gmy45nEHTt2aOTLBGt8VsiSJUskUWrARFRlW1qGnJwcTfEX4XJSmXbR at+G0+E5MXHiRE3Zs2dP/GkByqCkznUNI0aMkDqRT6EDgQYYYtGKCBcAAAAA AAAAwC6kCFdVVdW0adM+OM2eIWh4qyHiCFe8ZzRCoQ/nVd++fc0MXA2eUIWm 9+rVa/To0fo4XXumWANVJno1ZMiQzZs3O1/QykmAKS8vT1fSs2fPYcOGae+V 5OTkgwcPmkX279+vm5Y848ePD1APLRbhiqTkJqjRrVu3kSNHyrIaYLJ+NNOH S/6X1hwxYoSuX/621raTMjjJY41wiXnz5sV7RqTcu3dvg2cEQl0qPz/fX43J kaK7hKxKtpKenj506FCzC5lOT/4qJC0tTdMHDBigIyWKOXPmmPX7i3A5qUy7 aLWvWL58uZZ27dq1mmJ6tMmCQQd7LCwslMLIJy0tLW3whBfl5dKlSzWOHBQR LgAAAAAAAACAXUgRrvr6+vLy8qNHj/qMUlWXlQUNbzVEEOEy/W6M5OTkYcOG LV26VJ+ce2XW0IlmW79+fWpqavyZYxIePnx44sSJGixYvny58wWtdKA58+Rf TZ06VRI1aqZycnLS0tI0gtCzZ0/ZrgZWrFavXq0DJyYkJASoh4ULF0qeDz/8 MKQCtHzJKyoqpk+frulamYsWLbIOiKdxE1k2MzNT61wWl9rWmZ6snJQhaB4N 5ZgC1NXVacipT58+knjw4EEtZOCwS0lJiSyl+4zq0aNHRkZGVVVV0AqRPDNn ztRZxjQotnjxYuvm5OCKt0wnZxW0Mu2i2L6FhYW6XWscWVdln0Yt6ohwAQAA AAAAAADsojgPV1VJSeqdtwYOb/lbtpmUlpYeOXIkcB+Tmpqa8vJyr7iGkwXD INsqLi4OEEORtyoqKqr9115riaTkhw8ftocg7UpKSiorKyMpg8M8PuXk5MQ7 mwdNt1JQUJCXl3fw4EF/2wpQIWVlZQHGQgzMYWWGKux6awFEuAAAAAAAAAAA dlGch6u+rq5sX6H8CxDeamjZCBfgkA6ZuGHDhtYuCLwR4QIAAAAAAAAA2EV3 Hi4niHAhBk2ZMiU+Pr6kpKS1CwJvRLgAAAAAAAAAAHZRnIfLISJciEFr1qxZ tGhRa5cCPhDhAgAAAAAAAADYRTIP19atW0Naqrq6WhYhwgXAOSJcAAAAAAAA AAC7SObhysjImBWKmTNnyiJEuAA4R4QLAAAAAAAAAGAXyTxcYcvKymrWR+IA XIMIFwAAAAAAAADALrx5uCJUVVXVrI/EAbgGES4AAAAAAAAAgF1483ABQMsg wgUAAAAAAAAAsCPCBSCWEeECAAAAAAAAANgR4QIQy4hwAQAAAAAAAADs9Olx dXV1az/GBgBvcmoiwgUAAAAAAAAAsKuoqNgHADGssrKytc+UAAAAAAAAAIDY 8tlnnxHkAhCz5AQlp6nWPlMCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAA4fj/dUHu7Q== "], {{0, 214.}, {1147., 0}}, {0, 255}, ColorFunction->RGBColor, ImageResolution->144], BoxForm`ImageTag["Byte", ColorSpace -> "RGB", Interleaving -> True], Selectable->False], DefaultBaseStyle->"ImageGraphics", ImageSize->{Automatic, 186.3289287271142}, ImageSizeRaw->{1147., 214.}, PlotRange->{{0, 1147.}, {0, 214.}}]], "Output", CellChangeTimes->{3.696089041230996*^9, 3.6960890881644983`*^9, 3.790618124519477*^9}, CellLabel->"Out[1]="] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["Visualization", "Subsection"], Cell["\<\ Plot ideological scores for Republicans versus Democrats in the 113th \ Congress:\ \>", "Text", CellChangeTimes->{3.696089095112693*^9}, CellID->1606832741], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"With", "[", RowBox[{ RowBox[{"{", RowBox[{"c113", "=", RowBox[{ RowBox[{ "ResourceData", "[", "\"\\"", "]"}], "[", RowBox[{"Select", "[", RowBox[{ RowBox[{"#CongressNumber", "\[Equal]", "113"}], "&"}], "]"}], "]"}]}], "}"}], ",", " ", RowBox[{"BoxWhiskerChart", "[", RowBox[{ RowBox[{"Normal", "/@", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Select", "[", RowBox[{"c113", ",", RowBox[{ RowBox[{"#PartyCode", "\[Equal]", "200"}], "&"}]}], "]"}], "[", RowBox[{"All", ",", "\"\\""}], "]"}], ",", RowBox[{ RowBox[{"Select", "[", RowBox[{"c113", ",", RowBox[{ RowBox[{"#PartyCode", "\[Equal]", "100"}], "&"}]}], "]"}], "[", RowBox[{"All", ",", "\"\\""}], "]"}]}], "}"}]}], ",", RowBox[{"ChartStyle", "\[Rule]", RowBox[{"{", RowBox[{"Red", ",", "Blue"}], "}"}]}], ",", RowBox[{"ChartLegends", "\[Rule]", RowBox[{"{", RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}]}], "]"}]}], "]"}]], "Input", CellChangeTimes->{{3.6960891035931377`*^9, 3.6960891376356897`*^9}}, CellID->1432717581], Cell[BoxData[ TemplateBox[{ GraphicsBox[{{ Opacity[0], PointBox[{{0.3836399216673073, -0.7988}, {2.6163600783326926`, 1.3308}}]}, { CapForm[None], Directive[ RGBColor[0.982864, 0.7431472, 0.3262672]], {{}, { Directive[ RGBColor[0.982864, 0.7431472, 0.3262672]], {{ Directive[ RGBColor[1, 0, 0]], TagBox[ TooltipBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], GraphicsGroupBox[{Antialiasing -> False, PolygonBox[{{0.7754133086869819, 0.827}, {1.2245866913130181`, 0.827}, {1.2245866913130181`, 0.5545}, {0.7754133086869819, 0.5545}}], {}, {{}, {}}, {}, { GrayLevel[0], GrayLevel[1], LineBox[{{1.2245866913130181`, 0.71}, {0.7754133086869819, 0.71}}]}, {}, { GrayLevel[0], GrayLevel[0.5], LineBox[{{{1., 0.5545}, {1., 0.037}}, {{1., 0.827}, {1., 1.234}}}]}, { GrayLevel[0], GrayLevel[0.5], LineBox[{{{1.112293345656509, 0.037}, {0.8877066543434909, 0.037}}, {{1.112293345656509, 1.234}, {0.8877066543434909, 1.234}}}]}, {}}]}], StyleBox[ TagBox[ GridBox[{{ StyleBox["\"max\"", Bold, StripOnInput -> False], "1.234`"}, { StyleBox["\"75%\"", Bold, StripOnInput -> False], "0.827`"}, { StyleBox["\"median\"", Bold, StripOnInput -> False], "0.71`"}, { StyleBox["\"25%\"", Bold, StripOnInput -> False], "0.5545`"}, { StyleBox["\"min\"", Bold, StripOnInput -> False], "0.037`"}}, GridBoxAlignment -> {"Columns" -> {Center, ".", {Left}}}, AutoDelete -> False, GridBoxDividers -> {"Columns" -> { Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}, "Rows" -> { Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}}, GridBoxFrame -> { "ColumnsIndexed" -> {{{1, -1}, {1, -1}} -> GrayLevel[0]}}, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaseStyle -> Directive[ AbsoluteThickness[1], Dashing[{}]]], "Grid"], {}, StripOnInput -> False]], Annotation[#, Style[ Grid[{{ Style["max", Bold], 1.234}, { Style["75%", Bold], 0.827}, { Style["median", Bold], 0.71}, { Style["25%", Bold], 0.5545}, { Style["min", Bold], 0.037}}, Dividers -> {{ Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}, { Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}}, Alignment -> {{Center, ".", {Left}}}, Frame -> GrayLevel[0], BaseStyle -> Directive[ AbsoluteThickness[1], Dashing[{}]]], {}], "Tooltip"]& ]}, { Directive[ RGBColor[0, 0, 1]], TagBox[ TooltipBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], GraphicsGroupBox[{Antialiasing -> False, PolygonBox[{{1.7754133086869819`, -0.304}, { 2.224586691313018, -0.304}, {2.224586691313018, -0.446}, { 1.7754133086869819`, -0.446}}], {}, {{}, {}}, {}, { GrayLevel[0], GrayLevel[1], LineBox[{{2.224586691313018, -0.384}, { 1.775413308686982, -0.384}}]}, {}, { GrayLevel[0], GrayLevel[0.5], LineBox[{{{2., -0.446}, {2., -0.702}}, {{2., -0.304}, { 2., -0.087}}}]}, { GrayLevel[0], GrayLevel[0.5], LineBox[{{{2.112293345656509, -0.702}, { 1.887706654343491, -0.702}}, {{2.112293345656509, -0.087}, { 1.887706654343491, -0.087}}}]}, {}}]}], StyleBox[ TagBox[ GridBox[{{ StyleBox["\"max\"", Bold, StripOnInput -> False], RowBox[{"-", "0.087`"}]}, { StyleBox["\"75%\"", Bold, StripOnInput -> False], RowBox[{"-", "0.304`"}]}, { StyleBox["\"median\"", Bold, StripOnInput -> False], RowBox[{"-", "0.384`"}]}, { StyleBox["\"25%\"", Bold, StripOnInput -> False], RowBox[{"-", "0.446`"}]}, { StyleBox["\"min\"", Bold, StripOnInput -> False], RowBox[{"-", "0.702`"}]}}, GridBoxAlignment -> {"Columns" -> {Center, ".", {Left}}}, AutoDelete -> False, GridBoxDividers -> {"Columns" -> { Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}, "Rows" -> { Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}}, GridBoxFrame -> { "ColumnsIndexed" -> {{{1, -1}, {1, -1}} -> GrayLevel[0]}}, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaseStyle -> Directive[ AbsoluteThickness[1], Dashing[{}]]], "Grid"], {}, StripOnInput -> False]], Annotation[#, Style[ Grid[{{ Style["max", Bold], -0.087}, { Style["75%", Bold], -0.304}, { Style["median", Bold], -0.384}, { Style["25%", Bold], -0.446}, { Style["min", Bold], -0.702}}, Dividers -> {{ Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}, { Directive[ GrayLevel[0.3]], { Directive[ GrayLevel[0.3]]}, Directive[ GrayLevel[0.3]]}}, Alignment -> {{Center, ".", {Left}}}, Frame -> GrayLevel[0], BaseStyle -> Directive[ AbsoluteThickness[1], Dashing[{}]]], {}], "Tooltip"]& ]}}}, {}, {}}}, {{{{{{{}, {}}, {}}, {{{}, {}}, {}}}, \ {}}, {}}, {}}, {}}, { AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0.70295463955568, -0.7988}, Frame -> True, FrameLabel -> {{None, None}, {None, None}}, FrameTicks -> {{Automatic, Automatic}, {{{1., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0.008, 0}}, {2., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0.008, 0}}, {0.7754133086869819, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0, 0}}, {2.224586691313018, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0, 0}}}, {{1., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0.008, 0}}, {2., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0.008, 0}}, {0.7754133086869819, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0, 0}}, {2.224586691313018, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0, 0}}}}}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], PlotRangePadding -> {{ Scaled[0.05], Scaled[0.05]}, { Scaled[0.05], Scaled[0.05]}}, Ticks -> {{{1., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0.008, 0}}, {2., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0.008, 0}}, {0.7754133086869819, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0, 0}}, {2.224586691313018, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0, 0}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[0]], TraditionalForm], {0, 0}}}, Automatic}}, BoxID -> "{\"jsonData\":\"{\\\"width\\\":360.0,\\\"type\\\":\\\"Graphics\\\",\\\"\ UserCoords\\\":[0.081605,1.49489,2.75152,-0.977403],\\\"offset\\\":[-66.0,-5.\ 0],\\\"primitives\\\":[{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[107,205],[408,19]],\\\"type\\\":\\\"Point\\\",\\\"faceForm\\\":{\\\"\ color\\\":[0,0,0],\\\"opacity\\\":0},\\\"antialiased\\\":true,\\\"pointStyle\\\ \":{\\\"pointSize\\\":{\\\"absolute\\\":3}}},{\\\"delay\\\":0,\\\"type\\\":\\\ \"Tooltip\\\",\\\"label\\\":\\\"StyleBox[TagBox[GridBox[{{StyleBox[\\\\\\\"\\\ \\\\\\\\\\\\\"max\\\\\\\\\\\\\\\"\\\\\\\", Bold, StripOnInput -> False], \\\\\ \\\"1.234`\\\\\\\"}, \ {StyleBox[\\\\\\\"\\\\\\\\\\\\\\\"75%\\\\\\\\\\\\\\\"\\\\\\\", Bold, \ StripOnInput -> False], \\\\\\\"0.827`\\\\\\\"}, {StyleBox[\\\\\\\"\\\\\\\\\\\ \\\\\"median\\\\\\\\\\\\\\\"\\\\\\\", Bold, StripOnInput -> False], \ \\\\\\\"0.71`\\\\\\\"}, {StyleBox[\\\\\\\"\\\\\\\\\\\\\\\"25%\\\\\\\\\\\\\\\"\ \\\\\\\", Bold, StripOnInput -> False], \\\\\\\"0.5545`\\\\\\\"}, \ {StyleBox[\\\\\\\"\\\\\\\\\\\\\\\"min\\\\\\\\\\\\\\\"\\\\\\\", Bold, \ StripOnInput -> False], \\\\\\\"0.037`\\\\\\\"}}, GridBoxAlignment -> {\\\\\\\ \"Columns\\\\\\\" -> {Center, \\\\\\\".\\\\\\\", {Left}}}, AutoDelete -> \ False, GridBoxDividers -> {\\\\\\\"Columns\\\\\\\" -> \ {Directive[GrayLevel[0.3]], {Directive[GrayLevel[0.3]]}, \ Directive[GrayLevel[0.3]]}, \\\\\\\"Rows\\\\\\\" -> \ {Directive[GrayLevel[0.3]], {Directive[GrayLevel[0.3]]}, \ Directive[GrayLevel[0.3]]}}, GridBoxFrame -> {\\\\\\\"ColumnsIndexed\\\\\\\" \ -> {{{1, -1}, {1, -1}} -> GrayLevel[0]}}, GridBoxItemSize -> {\\\\\\\"Columns\ \\\\\\\" -> {{Automatic}}, \\\\\\\"Rows\\\\\\\" -> {{Automatic}}}, BaseStyle \ -> Directive[AbsoluteThickness[1], Dashing[{}]]], \\\\\\\"Grid\\\\\\\"], {}, \ StripOnInput -> False]\\\",\\\"primitives\\\":[{\\\"type\\\":\\\"Polygon\\\",\ \\\"faceForm\\\":{\\\"color\\\":[255,0,0],\\\"opacity\\\":1},\\\"edgeForm\\\":\ {\\\"color\\\":[255,0,0],\\\"capForm\\\":\\\"Square\\\",\\\"opacity\\\":1,\\\"\ thickness\\\":{\\\"absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\ \",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"antialiased\\\":false,\\\"fillrule\ \\\":\\\"EvenOdd\\\",\\\"points\\\":[[159.55,63.3527],[220.115,63.3527],[220.\ 115,87.1605],[159.55,87.1605]]},{\\\"points\\\":[[220.115,73.5747],[159.55,73.\ 5747]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"edgeForm\\\":{\ \\\"color\\\":[255,255,255],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\\\ \"thickness\\\":{\\\"absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\ \\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"points\\\ \":[[189.832,87.1605],[189.832,132.373]],\\\"type\\\":\\\"Line\\\",\\\"\ antialiased\\\":false,\\\"edgeForm\\\":{\\\"color\\\":[127.502,127.502,127.\ 502],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"\ absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\ \\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"points\\\":[[189.832,63.3527],\ [189.832,27.7939]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[127.502,127.502,127.502],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":1},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"points\\\":[[204.973,132.373],[174.691,132.373]],\ \\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"edgeForm\\\":{\\\"\ color\\\":[127.502,127.502,127.502],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\ \":1,\\\"thickness\\\":{\\\"absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\ \"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"\ points\\\":[[204.973,27.7939],[174.691,27.7939]],\\\"type\\\":\\\"Line\\\",\\\ \"antialiased\\\":false,\\\"edgeForm\\\":{\\\"color\\\":[127.502,127.502,127.\ 502],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"\ absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\ \\\"dashing\\\":[]},\\\"faceform\\\":null}]},{\\\"delay\\\":0,\\\"type\\\":\\\ \"Tooltip\\\",\\\"label\\\":\\\"StyleBox[TagBox[GridBox[{{StyleBox[\\\\\\\"\\\ \\\\\\\\\\\\\"max\\\\\\\\\\\\\\\"\\\\\\\", Bold, StripOnInput -> False], \ RowBox[{\\\\\\\"-\\\\\\\", \\\\\\\"0.087`\\\\\\\"}]}, \ {StyleBox[\\\\\\\"\\\\\\\\\\\\\\\"75%\\\\\\\\\\\\\\\"\\\\\\\", Bold, \ StripOnInput -> False], RowBox[{\\\\\\\"-\\\\\\\", \\\\\\\"0.304`\\\\\\\"}]}, \ {StyleBox[\\\\\\\"\\\\\\\\\\\\\\\"median\\\\\\\\\\\\\\\"\\\\\\\", Bold, \ StripOnInput -> False], RowBox[{\\\\\\\"-\\\\\\\", \\\\\\\"0.384`\\\\\\\"}]}, \ {StyleBox[\\\\\\\"\\\\\\\\\\\\\\\"25%\\\\\\\\\\\\\\\"\\\\\\\", Bold, \ StripOnInput -> False], RowBox[{\\\\\\\"-\\\\\\\", \\\\\\\"0.446`\\\\\\\"}]}, \ {StyleBox[\\\\\\\"\\\\\\\\\\\\\\\"min\\\\\\\\\\\\\\\"\\\\\\\", Bold, \ StripOnInput -> False], RowBox[{\\\\\\\"-\\\\\\\", \ \\\\\\\"0.702`\\\\\\\"}]}}, GridBoxAlignment -> {\\\\\\\"Columns\\\\\\\" -> \ {Center, \\\\\\\".\\\\\\\", {Left}}}, AutoDelete -> False, GridBoxDividers -> \ {\\\\\\\"Columns\\\\\\\" -> {Directive[GrayLevel[0.3]], \ {Directive[GrayLevel[0.3]]}, Directive[GrayLevel[0.3]]}, \\\\\\\"Rows\\\\\\\" \ -> {Directive[GrayLevel[0.3]], {Directive[GrayLevel[0.3]]}, \ Directive[GrayLevel[0.3]]}}, GridBoxFrame -> {\\\\\\\"ColumnsIndexed\\\\\\\" \ -> {{{1, -1}, {1, -1}} -> GrayLevel[0]}}, GridBoxItemSize -> {\\\\\\\"Columns\ \\\\\\\" -> {{Automatic}}, \\\\\\\"Rows\\\\\\\" -> {{Automatic}}}, BaseStyle \ -> Directive[AbsoluteThickness[1], Dashing[{}]]], \\\\\\\"Grid\\\\\\\"], {}, \ StripOnInput -> False]\\\",\\\"primitives\\\":[{\\\"type\\\":\\\"Polygon\\\",\ \\\"faceForm\\\":{\\\"color\\\":[0,0,255],\\\"opacity\\\":1},\\\"edgeForm\\\":\ {\\\"color\\\":[0,0,255],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\\\"\ thickness\\\":{\\\"absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\ \",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"antialiased\\\":false,\\\"fillrule\ \\\":\\\"EvenOdd\\\",\\\"points\\\":[[294.385,162.166],[354.95,162.166],[354.\ 95,174.572],[294.385,174.572]]},{\\\"points\\\":[[354.95,169.155],[294.385,\ 169.155]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"edgeForm\\\"\ :{\\\"color\\\":[255,255,255],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\ \\\"thickness\\\":{\\\"absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"\ Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"\ points\\\":[[324.668,174.572],[324.668,196.939]],\\\"type\\\":\\\"Line\\\",\\\ \"antialiased\\\":false,\\\"edgeForm\\\":{\\\"color\\\":[127.502,127.502,127.\ 502],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"\ absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\ \\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"points\\\":[[324.668,162.166],\ [324.668,143.207]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[127.502,127.502,127.502],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":1},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"points\\\":[[339.809,196.939],[309.527,196.939]],\ \\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"edgeForm\\\":{\\\"\ color\\\":[127.502,127.502,127.502],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\ \":1,\\\"thickness\\\":{\\\"absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\ \"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"\ points\\\":[[339.809,143.207],[309.527,143.207]],\\\"type\\\":\\\"Line\\\",\\\ \"antialiased\\\":false,\\\"edgeForm\\\":{\\\"color\\\":[127.502,127.502,127.\ 502],\\\"capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"\ absolute\\\":1},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\ \\\"dashing\\\":[]},\\\"faceform\\\":null}]},{\\\"type\\\":\\\"Group\\\",\\\"\ name\\\":\\\"Frame\\\",\\\"primitives\\\":[{\\\"points\\\":[[424.5,215.732],[\ 90,215.732]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"edgeForm\ \\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Square\\\",\\\"opacity\\\ \":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"type\\\":\ \\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"\ points\\\":[[90,215.732],[90,9]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\"\ :false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Square\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"points\\\":[[90,9],[424.5,9]],\\\"type\\\":\\\"\ Line\\\",\\\"antialiased\\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,\ 102],\\\"capForm\\\":\\\"Square\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"\ absolute\\\":0.5},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25}\ ,\\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"points\\\":[[424.5,9],[424.5,\ 215.732]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"edgeForm\\\"\ :{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Square\\\",\\\"opacity\\\":\ 1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"type\\\":\\\"\ Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":null},{\\\"\ points\\\":[[189.832,215.732],[189.832,213.056]],\\\"type\\\":\\\"Line\\\",\\\ \"antialiased\\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"\ capForm\\\":\\\"Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\"\ :0.5},\\\"joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"\ dashing\\\":[]},\\\"faceform\\\":null},{\\\"type\\\":\\\"Inset\\\",\\\"\ metadata\\\":{\\\"opos\\\":[0,0.9992],\\\"localRect\\\":{\\\"left\\\":0,\\\"\ top\\\":-1,\\\"bottom\\\":0,\\\"right\\\":1},\\\"transform\\\":[1,0,0,1,189.\ 832,219.732],\\\"pos\\\":[1,-0.917111]},\\\"boxdata\\\":\\\"StyleBox[FormBox[\ InterpretationBox[StyleBox[GraphicsBox[BoxStoreID -> \\\\\\\"19\\\\\\\", \ ImageSize -> {1, 1}, BaselinePosition -> Baseline, ImageSize -> {0, 0}, BoxID \ -> \\\\\\\"{\\\\\\\\\\\\\\\"jsonData\\\\\\\\\\\\\\\":\\\\\\\\\\\\\\\"{\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[324.\ 668,215.732],[324.668,213.056]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[0,0.\ 9992],\\\"localRect\\\":{\\\"left\\\":0,\\\"top\\\":-1,\\\"bottom\\\":0,\\\"\ right\\\":1},\\\"transform\\\":[1,0,0,1,324.668,219.732],\\\"pos\\\":[2,-0.\ 917111]},\\\"boxdata\\\":\\\"StyleBox[FormBox[InterpretationBox[StyleBox[\ GraphicsBox[BoxStoreID -> \\\\\\\"20\\\\\\\", ImageSize -> {1, 1}, \ BaselinePosition -> Baseline, ImageSize -> {0, 0}, BoxID -> \\\\\\\"{\\\\\\\\\ \\\\\\\"jsonData\\\\\\\\\\\\\\\":\\\\\\\\\\\\\\\"{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"type\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[0,0.\ 9992],\\\"localRect\\\":{\\\"left\\\":0,\\\"top\\\":-1,\\\"bottom\\\":0,\\\"\ right\\\":1},\\\"transform\\\":[1,0,0,1,159.55,219.732],\\\"pos\\\":[0.775413,\ -0.917111]},\\\"boxdata\\\":\\\"StyleBox[FormBox[InterpretationBox[StyleBox[\ GraphicsBox[BoxStoreID -> \\\\\\\"21\\\\\\\", ImageSize -> {1, 1}, \ BaselinePosition -> Baseline, ImageSize -> {0, 0}, BoxID -> \\\\\\\"{\\\\\\\\\ \\\\\\\"jsonData\\\\\\\\\\\\\\\":\\\\\\\\\\\\\\\"{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"type\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[0,0.\ 9992],\\\"localRect\\\":{\\\"left\\\":0,\\\"top\\\":-1,\\\"bottom\\\":0,\\\"\ right\\\":1},\\\"transform\\\":[1,0,0,1,354.95,219.732],\\\"pos\\\":[2.22459,-\ 0.917111]},\\\"boxdata\\\":\\\"StyleBox[FormBox[InterpretationBox[StyleBox[\ GraphicsBox[BoxStoreID -> \\\\\\\"22\\\\\\\", ImageSize -> {1, 1}, \ BaselinePosition -> Baseline, ImageSize -> {0, 0}, BoxID -> \\\\\\\"{\\\\\\\\\ \\\\\\\"jsonData\\\\\\\\\\\\\\\":\\\\\\\\\\\\\\\"{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"type\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,\ 214.237],[92.37,214.237]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\ \\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\ \"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\ \"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,205.\ 501],[92.37,205.501]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,196.\ 764],[92.37,196.764]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,188.\ 027],[92.37,188.027]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,179.29]\ ,[93.95,179.29]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[1,0.5],\\\"\ localRect\\\":{\\\"left\\\":0,\\\"top\\\":0,\\\"bottom\\\":11,\\\"right\\\":\ 21},\\\"transform\\\":[1,0,0,1,66,173.79],\\\"pos\\\":[0.2596,-0.5]},\\\"\ boxdata\\\":\\\"\\\\nStyleBox[\\\\n RowBox[{\\\\\\\"-\\\\\\\", \ \\\\\\\"0.5\\\\\\\"}],\\\\n FontFamily->\\\\\\\"Arial\\\\\\\",\\\\n \ FontSize->10,\\\\n FontWeight->\\\\\\\"Plain\\\\\\\",\\\\n \ FontSlant->\\\\\\\"Plain\\\\\\\",\\\\n FontTracking->\\\\\\\"Plain\\\\\\\",\\\ \\n PrivateFontOptions->{\\\\\\\"OperatorSubstitution\\\\\\\"->True},\\\\n \ FontColor->GrayLevel[0.4],\\\\n FontOpacity->1,\\\\n Background->None]\\\"},{\ \\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\\\"\ path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,170.553],[\ 92.37,170.553]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,161.\ 817],[92.37,161.817]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,153.08]\ ,[92.37,153.08]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,144.\ 343],[92.37,144.343]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\\\",\ \\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[90,135.\ 606],[93.95,135.606]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\\\"\ edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\"\ opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\"\ type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[1,0.5],\\\"\ localRect\\\":{\\\"left\\\":0,\\\"top\\\":0,\\\"bottom\\\":11,\\\"right\\\":\ 15},\\\"transform\\\":[1,0,0,1,72,130.106],\\\"pos\\\":[0.2596,0]},\\\"\ boxdata\\\":\\\"\\\\nStyleBox[\\\\\\\"0.0\\\\\\\",\\\\n \ FontFamily->\\\\\\\"Arial\\\\\\\",\\\\n FontSize->10,\\\\n FontWeight->\\\\\\\ \"Plain\\\\\\\",\\\\n FontSlant->\\\\\\\"Plain\\\\\\\",\\\\n FontTracking->\\\ \\\\\"Plain\\\\\\\",\\\\n PrivateFontOptions->{\\\\\\\"OperatorSubstitution\\\ \\\\\"->True},\\\\n FontColor->GrayLevel[0.4],\\\\n FontOpacity->1,\\\\n \ Background->None]\\\"},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,126.869],[92.37,126.869]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,118.132],[92.37,118.132]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,109.396],[92.37,109.396]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,100.659],[92.37,100.659]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,91.922],[93.95,91.922]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\ \":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\ \\\":[1,0.5],\\\"localRect\\\":{\\\"left\\\":0,\\\"top\\\":0,\\\"bottom\\\":\ 11,\\\"right\\\":15},\\\"transform\\\":[1,0,0,1,72,86.422],\\\"pos\\\":[0.\ 2596,0.5]},\\\"boxdata\\\":\\\"\\\\nStyleBox[\\\\\\\"0.5\\\\\\\",\\\\n \ FontFamily->\\\\\\\"Arial\\\\\\\",\\\\n FontSize->10,\\\\n FontWeight->\\\\\\\ \"Plain\\\\\\\",\\\\n FontSlant->\\\\\\\"Plain\\\\\\\",\\\\n FontTracking->\\\ \\\\\"Plain\\\\\\\",\\\\n PrivateFontOptions->{\\\\\\\"OperatorSubstitution\\\ \\\\\"->True},\\\\n FontColor->GrayLevel[0.4],\\\\n FontOpacity->1,\\\\n \ Background->None]\\\"},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,83.1852],[92.37,83.1852]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,74.4484],[92.37,74.4484]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,65.7116],[92.37,65.7116]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,56.9748],[92.37,56.9748]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,48.238],[93.95,48.238]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\ \":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\ \\\":[1,0.5],\\\"localRect\\\":{\\\"left\\\":0,\\\"top\\\":0,\\\"bottom\\\":\ 11,\\\"right\\\":15},\\\"transform\\\":[1,0,0,1,72,42.738],\\\"pos\\\":[0.\ 2596,1]},\\\"boxdata\\\":\\\"\\\\nStyleBox[\\\\\\\"1.0\\\\\\\",\\\\n \ FontFamily->\\\\\\\"Arial\\\\\\\",\\\\n FontSize->10,\\\\n FontWeight->\\\\\\\ \"Plain\\\\\\\",\\\\n FontSlant->\\\\\\\"Plain\\\\\\\",\\\\n FontTracking->\\\ \\\\\"Plain\\\\\\\",\\\\n PrivateFontOptions->{\\\\\\\"OperatorSubstitution\\\ \\\\\"->True},\\\\n FontColor->GrayLevel[0.4],\\\\n FontOpacity->1,\\\\n \ Background->None]\\\"},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,39.5012],[92.37,39.5012]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,30.7644],[92.37,30.7644]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,22.0276],[92.37,22.0276]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[90,13.2907],[92.37,13.2907]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\ \":\\\"clip\\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\ \\\":[[189.832,9],[189.832,11.676]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\ \\\":false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"\ Butt\\\",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"\ joinForm\\\":{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\ \\\"faceform\\\":null},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\ \\\":[0,0],\\\"localRect\\\":{\\\"left\\\":0,\\\"top\\\":-1,\\\"bottom\\\":0,\ \\\"right\\\":1},\\\"transform\\\":[1,0,0,1,189.832,6],\\\"pos\\\":[1,1.44911]\ },\\\"boxdata\\\":\\\"StyleBox[FormBox[InterpretationBox[StyleBox[GraphicsBox[\ BoxStoreID -> \\\\\\\"23\\\\\\\", ImageSize -> {1, 1}, BaselinePosition -> \ Baseline, ImageSize -> {0, 0}, BoxID -> \\\\\\\"{\\\\\\\\\\\\\\\"jsonData\\\\\ \\\\\\\\\\\":\\\\\\\\\\\\\\\"{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[324.\ 668,9],[324.668,11.676]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":false,\ \\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\",\\\ \"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\":{\\\ \"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\\\":\ null},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[0,0],\\\"\ localRect\\\":{\\\"left\\\":0,\\\"top\\\":-1,\\\"bottom\\\":0,\\\"right\\\":1}\ ,\\\"transform\\\":[1,0,0,1,324.668,6],\\\"pos\\\":[2,1.44911]},\\\"boxdata\\\ \":\\\"StyleBox[FormBox[InterpretationBox[StyleBox[GraphicsBox[BoxStoreID -> \ \\\\\\\"24\\\\\\\", ImageSize -> {1, 1}, BaselinePosition -> Baseline, \ ImageSize -> {0, 0}, BoxID -> \\\\\\\"{\\\\\\\\\\\\\\\"jsonData\\\\\\\\\\\\\\\ \":\\\\\\\\\\\\\\\"{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[0,0],\\\ \"localRect\\\":{\\\"left\\\":0,\\\"top\\\":-1,\\\"bottom\\\":0,\\\"right\\\":\ 1},\\\"transform\\\":[1,0,0,1,159.55,6],\\\"pos\\\":[0.775413,1.44911]},\\\"\ boxdata\\\":\\\"StyleBox[FormBox[InterpretationBox[StyleBox[GraphicsBox[\ BoxStoreID -> \\\\\\\"25\\\\\\\", ImageSize -> {1, 1}, BaselinePosition -> \ Baseline, ImageSize -> {0, 0}, BoxID -> \\\\\\\"{\\\\\\\\\\\\\\\"jsonData\\\\\ \\\\\\\\\\\":\\\\\\\\\\\\\\\"{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"type\\\":\\\"Inset\\\",\\\"metadata\\\":{\\\"opos\\\":[0,0],\\\ \"localRect\\\":{\\\"left\\\":0,\\\"top\\\":-1,\\\"bottom\\\":0,\\\"right\\\":\ 1},\\\"transform\\\":[1,0,0,1,354.95,6],\\\"pos\\\":[2.22459,1.44911]},\\\"\ boxdata\\\":\\\"StyleBox[FormBox[InterpretationBox[StyleBox[GraphicsBox[\ BoxStoreID -> \\\\\\\"26\\\\\\\", ImageSize -> {1, 1}, BaselinePosition -> \ Baseline, ImageSize -> {0, 0}, BoxID -> \\\\\\\"{\\\\\\\\\\\\\\\"jsonData\\\\\ \\\\\\\\\\\":\\\\\\\\\\\\\\\"{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Graphics\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"height\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"width\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000,\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"offset\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": [-66.000000, -5.000000],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\"UserCoords\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [-1.041667, \ -0.000000, 1.041667, -2.083333],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\"AxesOrigin\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": [0.000000, 0.000000],\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\": [\\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\", \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Frame\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04, \\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": 1.04167, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -1.04},\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\":[]}, \ \\\\\\\\\\\\\\\\n{\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"type\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Group\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \", \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"name\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"Axes\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\\\\\ \\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"metadata\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\": \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"TBD\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\",\\\\\ \\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"primitives\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\":[]}],\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"PlotRange\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\": {\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"left\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\": 0.000000, \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"top\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\": -1.499200, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"right\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ 1.000000, \ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\"bottom\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\": \ -0.500800}\\\\\\\\\\\\\\\\n}\\\\\\\\\\\\\\\\n\\\\\\\\\\\\\\\",\\\\\\\\\\\\\\\"\ requestedImageSize\\\\\\\\\\\\\\\":[1,1]}\\\\\\\"], CacheGraphics -> False], \ Spacer[0]], TraditionalForm], FontFamily -> \\\\\\\"Arial\\\\\\\", FontSize \ -> 10, FontWeight -> \\\\\\\"Plain\\\\\\\", FontSlant -> \ \\\\\\\"Plain\\\\\\\", FontTracking -> \\\\\\\"Plain\\\\\\\", FontColor -> \ GrayLevel[0.4], FontOpacity -> 1, Background -> \ None]\\\"},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,214.237],[422.13,214.237]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,205.501],[422.13,205.501]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,196.764],[422.13,196.764]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,188.027],[422.13,188.027]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,179.29],[420.55,179.29]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,170.553],[422.13,170.553]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,161.817],[422.13,161.817]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,153.08],[422.13,153.08]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,144.343],[422.13,144.343]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,135.606],[420.55,135.606]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,126.869],[422.13,126.869]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,118.132],[422.13,118.132]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,109.396],[422.13,109.396]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,100.659],[422.13,100.659]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,91.922],[420.55,91.922]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,83.1852],[422.13,83.1852]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,74.4484],[422.13,74.4484]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,65.7116],[422.13,65.7116]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,56.9748],[422.13,56.9748]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,48.238],[420.55,48.238]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,39.5012],[422.13,39.5012]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,30.7644],[422.13,30.7644]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,22.0276],[422.13,22.0276]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null},{\\\"transform\\\":[1.0,0.0,0.0,1.0,0.0,0.0],\\\"type\\\":\\\"clip\ \\\",\\\"path\\\":[[66,5],[66,221],[426,221],[426,5]]},{\\\"points\\\":[[424.\ 5,13.2907],[422.13,13.2907]],\\\"type\\\":\\\"Line\\\",\\\"antialiased\\\":\ false,\\\"edgeForm\\\":{\\\"color\\\":[102,102,102],\\\"capForm\\\":\\\"Butt\\\ \",\\\"opacity\\\":1,\\\"thickness\\\":{\\\"absolute\\\":0.5},\\\"joinForm\\\"\ :{\\\"type\\\":\\\"Miter\\\",\\\"d\\\":3.25},\\\"dashing\\\":[]},\\\"faceform\ \\\":null}],\\\"metadata\\\":{\\\"left\\\":0.2596,\\\"top\\\":1.44911,\\\"\ bottom\\\":-0.917111,\\\"right\\\":2.7404}},{\\\"type\\\":\\\"Group\\\",\\\"\ name\\\":\\\"Axes\\\",\\\"primitives\\\":[],\\\"metadata\\\":\\\"TBD\\\"}],\\\ \"AxesOrigin\\\":[0.702955,-0.7988],\\\"height\\\":216.0,\\\"PlotRange\\\":{\\\ \"left\\\":24.0,\\\"top\\\":-106.0,\\\"bottom\\\":100.732,\\\"right\\\":358.5}\ }\",\"requestedImageSize\":[\"Automatic\",\"Automatic\"]}"], FormBox[ FormBox[ TemplateBox[{"\"Republican\"", "\"Democratic\""}, "SwatchLegend", DisplayFunction -> (FormBox[ StyleBox[ StyleBox[ PaneBox[ TagBox[ GridBox[{{ TagBox[ GridBox[{{ GraphicsBox[{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[1, 0, 0]], RectangleBox[{0, 0}, {10, 10}, "RoundingRadius" -> 0]}, AspectRatio -> Full, ImageSize -> {10, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { GraphicsBox[{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0, 0, 1]], RectangleBox[{0, 0}, {10, 10}, "RoundingRadius" -> 0]}, AspectRatio -> Full, ImageSize -> {10, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, GridBoxDividers -> { "Columns" -> {{False}}, "Rows" -> {{False}}}, GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, GridBoxSpacings -> { "Columns" -> {{0.5}}, "Rows" -> {{0.5}}}], "Grid"]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], "Grid"], Alignment -> Left, AppearanceElements -> None, ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> False], TraditionalForm]& ), InterpretationFunction :> (RowBox[{"SwatchLegend", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Directive", "[", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[1, 0, 0], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0.6666666666666666, 0., 0.], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification]}]], "RGBColor[1, 0, 0]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[1, 0, 0]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[1, 0, 0], Editable -> False, Selectable -> False], "]"}], ",", RowBox[{"Directive", "[", InterpretationBox[ ButtonBox[ TooltipBox[ GraphicsBox[{{ GrayLevel[0], RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { RGBColor[0, 0, 1], RectangleBox[{0, -1}, {2, 1}]}}, AspectRatio -> 1, Frame -> True, FrameStyle -> RGBColor[0., 0., 0.6666666666666666], FrameTicks -> None, PlotRangePadding -> None, ImageSize -> Dynamic[{ Automatic, 1.35 CurrentValue["FontCapHeight"]/ AbsoluteCurrentValue[Magnification]}]], "RGBColor[0, 0, 1]"], Appearance -> None, BaseStyle -> {}, BaselinePosition -> Baseline, DefaultBaseStyle -> {}, ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, If[ Not[ AbsoluteCurrentValue["Deployed"]], SelectionMove[Typeset`box$, All, Expression]; FrontEnd`Private`$ColorSelectorInitialAlpha = 1; FrontEnd`Private`$ColorSelectorInitialColor = RGBColor[0, 0, 1]; FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; MathLink`CallFrontEnd[ FrontEnd`AttachCell[Typeset`box$, FrontEndResource["RGBColorValueSelector"], { 0, {Left, Bottom}}, {Left, Top}, "ClosingActions" -> { "SelectionDeparture", "ParentChanged", "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0, 0, 1], Editable -> False, Selectable -> False], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{#, ",", #2}], "}"}], ",", RowBox[{"LegendMarkers", "\[Rule]", RowBox[{"{", RowBox[{"{", RowBox[{"Automatic", ",", "Automatic"}], "}"}], "}"}]}], ",", RowBox[{"LabelStyle", "\[Rule]", RowBox[{"{", "}"}]}], ",", RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), Editable -> True], TraditionalForm], TraditionalForm]}, "Legended", DisplayFunction->(GridBox[{{ TagBox[ ItemBox[ PaneBox[ TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], "SkipImageSizeLevel"], ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, AutoDelete -> False, GridBoxItemSize -> Automatic, BaselinePosition -> {1, 1}]& ), Editable->True, InterpretationFunction->(RowBox[{"Legended", "[", RowBox[{#, ",", RowBox[{"Placed", "[", RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", CellChangeTimes->{3.6960891388004*^9}, CellID->756398022] }, Open ]] }, Open ]] }, WindowSize->Automatic, WindowMargins->Automatic, WindowTitle->"Examples for DW-NOMINATE for US Congress", Visible->True, DockedCells->{}, TaggingRules->{"NotebookTemplateVersion" -> 1.}, CellContext->Notebook, ShowCellTags->True, Background->GrayLevel[0.9999], FrontEndVersion->"12.1 for Mac OS X x86 (64-bit) (February 3, 2020)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[1540, 36, 36, 0, 70, "Subsection",ExpressionUUID->"2e00f20a-2a4a-4dcc-9721-1c27e1dbb332"], Cell[1579, 38, 215, 3, 70, "Text",ExpressionUUID->"06029a5f-99b6-4fb9-a7da-ec26f315c8e4"], Cell[CellGroupData[{ Cell[1819, 45, 250, 4, 70, "Input",ExpressionUUID->"f4022f44-4c23-4443-8f0d-9910a8b42de1"], Cell[2072, 51, 19737, 436, 70, "Output",ExpressionUUID->"5f6c504e-578e-400f-92a5-14c020f2dbdd", CellID->1299542425] }, Open ]], Cell[21824, 490, 204, 3, 70, "Text",ExpressionUUID->"4d99511e-428f-44ad-a7e7-be69578d9e77"], Cell[CellGroupData[{ Cell[22053, 497, 219, 5, 70, "Input",ExpressionUUID->"a8961c3e-5a07-4921-b71c-c112ef792cbf"], Cell[22275, 504, 133423, 2193, 70, "Output",ExpressionUUID->"8339abf3-6782-4631-b177-ae47a9d43425"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[155747, 2703, 35, 0, 70, "Subsection",ExpressionUUID->"27a3842f-922f-42fb-8d88-c2c5df13c8ed"], Cell[155785, 2705, 168, 5, 70, "Text",ExpressionUUID->"5ebce98b-4024-437f-be70-fafb42318ba8", CellID->1606832741], Cell[CellGroupData[{ Cell[155978, 2714, 1338, 38, 70, "Input",ExpressionUUID->"4ef49c9d-ee3a-4763-8bf5-4b7c6a6be50d", CellID->1432717581], Cell[157319, 2754, 84758, 1325, 70, "Output",ExpressionUUID->"09b971c8-8877-4944-ae43-26c076ba03b2", CellID->756398022] }, Open ]] }, Open ]] } ] *) (* End of internal cache information *)