From 518d7faf01c3dadc2ea8f7a8f915817ae9cda749 Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Fri, 15 Nov 2019 21:39:47 +0100 Subject: [PATCH 1/2] minors --- JPCL.nb | 8832 +++++++--------------------------- Manuscript/ExPerspective.bib | 340 +- Manuscript/ExPerspective.tex | 31 +- Manuscript/TOC.pdf | Bin 62292 -> 60495 bytes 4 files changed, 1941 insertions(+), 7262 deletions(-) diff --git a/JPCL.nb b/JPCL.nb index 62812d5..01f3db1 100644 --- a/JPCL.nb +++ b/JPCL.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 1863402, 34313] -NotebookOptionsPosition[ 1860937, 34261] -NotebookOutlinePosition[ 1861290, 34277] -CellTagsIndexPosition[ 1861247, 34274] +NotebookDataLength[ 1554020, 28993] +NotebookOptionsPosition[ 1551426, 28938] +NotebookOutlinePosition[ 1551762, 28953] +CellTagsIndexPosition[ 1551719, 28950] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -31,7 +31,7 @@ Cell[BoxData[ InitializationCell->True, CellChangeTimes->{{3.7208031947801647`*^9, 3.7208032000677156`*^9}, { 3.7208034541742477`*^9, 3.720803455246439*^9}}, - CellLabel->"In[1]:=",ExpressionUUID->"ba389371-54e0-4b1f-9878-e36ccf520d87"], + CellLabel->"In[19]:=",ExpressionUUID->"ba389371-54e0-4b1f-9878-e36ccf520d87"], Cell[BoxData[ RowBox[{ @@ -43,7 +43,7 @@ Cell[BoxData[ 3.739897263620181*^9, 3.739897264594913*^9}, {3.742537460346127*^9, 3.74253746199249*^9}, {3.745337457365486*^9, 3.745337461494843*^9}, { 3.781938557684667*^9, 3.7819385616754217`*^9}}, - CellLabel->"In[2]:=",ExpressionUUID->"4c6d517d-fdd1-4c29-88db-2ebc38cf3636"], + CellLabel->"In[20]:=",ExpressionUUID->"4c6d517d-fdd1-4c29-88db-2ebc38cf3636"], Cell[BoxData[{ RowBox[{"Needs", "[", "\"\\"", "]"}], "\[IndentingNewLine]", @@ -57,7 +57,7 @@ mathpazo,xcolor,bm,mhchem}\>\"", "}"}]}]}], "]"}], ";"}]}], "Input", InitializationCell->True, CellChangeTimes->{{3.7288240181604652`*^9, 3.728824027007351*^9}, { 3.733131339213026*^9, 3.733131352923026*^9}}, - CellLabel->"In[3]:=",ExpressionUUID->"c9be84f0-2c20-478e-b59b-84a5537b75fc"] + CellLabel->"In[21]:=",ExpressionUUID->"c9be84f0-2c20-478e-b59b-84a5537b75fc"] }, Closed]], Cell[CellGroupData[{ @@ -90,6 +90,8 @@ Cell[BoxData[ RowBox[{"\"\\"", ",", "0.2"}], "}"}], ",", RowBox[{"{", RowBox[{"\"\\"", ",", "0.1"}], "}"}], ",", + RowBox[{"{", + RowBox[{"\"\\"", ",", "0.05"}], "}"}], ",", RowBox[{"{", RowBox[{"\"\\"", ",", "0.15"}], "}"}], ",", RowBox[{"{", @@ -107,7 +109,14 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"\"\\"", ",", "0.05"}], "}"}], ",", RowBox[{"{", - RowBox[{"\"\\"", ",", "0.05"}], "}"}]}], "}"}], ",", + RowBox[{"\"\\"", ",", "0.05"}], "}"}], ",", + RowBox[{"{", + RowBox[{"\"\\"", ",", "0.015"}], "}"}]}], "}"}], ",", + RowBox[{"Background", "\[Rule]", + RowBox[{"GrayLevel", "[", ".9", "]"}]}], ",", + RowBox[{"FontFamily", "\[Rule]", "\"\\""}], ",", + RowBox[{"FontWeight", "\[Rule]", "Bold"}], ",", + RowBox[{"FontTracking", "\[Rule]", "\"\\""}], ",", RowBox[{"AspectRatio", "\[Rule]", RowBox[{"3", "/", "4"}]}]}], "]"}]], "Input", CellChangeTimes->{{3.7713164322934017`*^9, 3.7713164344537477`*^9}, { @@ -117,113 +126,581 @@ Cell[BoxData[ 3.7818052070084963`*^9}, {3.78180525198396*^9, 3.781805296178063*^9}, { 3.7818053574574203`*^9, 3.7818053646614943`*^9}, {3.781805397664233*^9, 3.781805427917248*^9}, {3.7818054844579678`*^9, 3.7818055118944597`*^9}, { - 3.781805662011964*^9, 3.7818056741876287`*^9}}, - CellLabel->"In[24]:=",ExpressionUUID->"b227ab8f-bd11-4f6d-9606-4715cb7bdbab"], + 3.781805662011964*^9, 3.7818056741876287`*^9}, {3.782836792501685*^9, + 3.7828369084624367`*^9}, {3.782836938696721*^9, 3.78283701656714*^9}, { + 3.782837085944686*^9, 3.7828371135180063`*^9}, {3.782837238851509*^9, + 3.782837318298785*^9}}, + CellLabel->"In[52]:=",ExpressionUUID->"b227ab8f-bd11-4f6d-9606-4715cb7bdbab"], Cell[BoxData[ - GraphicsBox[{InsetBox[ - StyleBox["\<\"TDDFT\"\>", - StripOnInput->False, - FontSize->Scaled[0.2153846153846154], - FontColor->RGBColor[0.368417, 0.506779, 0.709798]], {0, 0}, Center, - Automatic], InsetBox[ - StyleBox["\<\"CASPT2\"\>", - StripOnInput->False, - FontSize->Scaled[0.147008547008547], - FontColor->RGBColor[0.880722, 0.611041, 0.142051]], {-0.5, -45.}, Center, + GraphicsBox[ + StyleBox[{InsetBox[ + StyleBox["\<\"TDDFT\"\>", + StripOnInput->False, + FontSize->Scaled[0.18617021276595744`], + FontColor->RGBColor[0.368417, 0.506779, 0.709798]], {0, 0}, Center, Automatic], InsetBox[ - StyleBox["\<\"ADC(2)\"\>", - StripOnInput->False, - FontSize->Scaled[0.11282051282051281`], - FontColor->RGBColor[0.528488, 0.470624, 0.701351]], {-0.5, 53.}, Center, - Automatic], InsetBox[ - StyleBox["\<\"CC2\"\>", - StripOnInput->False, - FontSize->Scaled[0.147008547008547], - FontColor->RGBColor[0.560181, 0.691569, 0.194885]], {-0.5, -85.}, Center, + StyleBox["\<\"CASPT2\"\>", + StripOnInput->False, + FontSize->Scaled[0.1301791713325868], + FontColor->RGBColor[0.880722, 0.611041, 0.142051]], {-6.5, 49.}, Center, + Automatic], InsetBox[ + StyleBox["\<\"ADC(2)\"\>", + StripOnInput->False, + FontSize->Scaled[0.10218365061590147`], + FontColor->RGBColor[0.528488, 0.470624, 0.701351]], {6.5, -49.}, Center, + Automatic], InsetBox[ + StyleBox["\<\"BSE@GW\"\>", + StripOnInput->False, + FontSize->Scaled[0.07418812989921614], + FontColor->RGBColor[0.363898, 0.618501, 0.782349]], {-35.5, 84.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"EOM-CCSD\"\>", + StripOnInput->False, + FontSize->Scaled[0.07418812989921614], + FontColor->RGBColor[0.571589, 0.586483, 0.]], {-0.5, -88.}, Center, Automatic], InsetBox[ - StyleBox["\<\"EOM-CCSD\"\>", - StripOnInput->False, - FontSize->Scaled[0.07863247863247863], - FontColor->RGBColor[0.571589, 0.586483, 0.]], {-0.5, 81.}, Center, - Automatic], InsetBox[ - StyleBox["\<\"CIS\"\>", - StripOnInput->False, - FontSize->Scaled[0.147008547008547], - FontColor->RGBColor[0.922526, 0.385626, 0.209179]], {104.5, 49.}, Center, + StyleBox["\<\"CASSCF\"\>", + StripOnInput->False, + FontSize->Scaled[0.08538633818589027], + FontColor->RGBColor[0.772079, 0.431554, 0.102387]], {99.5, 84.}, Center, + Automatic], InsetBox[ + StyleBox["\<\"CIS\"\>", + StripOnInput->False, + FontSize->Scaled[0.1301791713325868], + FontColor->RGBColor[0.922526, 0.385626, 0.209179]], {-109.5, -49.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"CC2\"\>", + StripOnInput->False, + FontSize->Scaled[0.1301791713325868], + FontColor->RGBColor[0.560181, 0.691569, 0.194885]], {121.5, -50.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"CIS(D)\"\>", + StripOnInput->False, + FontSize->Scaled[0.07418812989921614], + FontColor->RGBColor[0.647624, 0.37816, 0.614037]], {128.5, -98.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"EOM-CCSDR(3)\"\>", + StripOnInput->False, + FontSize->Scaled[0.046192609182530806`], + FontColor->RGBColor[0.736782672705901, 0.358, 0.5030266573755369]], {11.5, 107.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"EOM-CCSDT\"\>", + StripOnInput->False, + FontSize->Scaled[0.05739081746920493], + FontColor->RGBColor[0.915, 0.3325, 0.2125]], {4.5, -113.}, Center, Automatic], InsetBox[ - StyleBox["\<\"CASSCF\"\>", - StripOnInput->False, - FontSize->Scaled[0.0923076923076923], - FontColor->RGBColor[0.772079, 0.431554, 0.102387]], {-0.5, 106.}, Center, - Automatic], InsetBox[ - StyleBox["\<\"BSE@GW\"\>", - StripOnInput->False, - FontSize->Scaled[0.07863247863247863], - FontColor->RGBColor[0.363898, 0.618501, 0.782349]], {-105.5, -109.}, - Center, Automatic], InsetBox[ - StyleBox["\<\"EOM-CCSDT\"\>", - StripOnInput->False, - FontSize->Scaled[0.05811965811965812], - FontColor->RGBColor[0.915, 0.3325, 0.2125]], {14.5, -113.}, Center, - Automatic], InsetBox[ - StyleBox["\<\"CIS(D)\"\>", - StripOnInput->False, - FontSize->Scaled[0.07863247863247863], - FontColor->RGBColor[0.647624, 0.37816, 0.614037]], {-101.5, 49.}, Center, - Automatic], InsetBox[ - StyleBox["\<\"EOM-CCSDR(3)\"\>", - StripOnInput->False, - FontSize->Scaled[0.04444444444444444], - FontColor->RGBColor[0.736782672705901, 0.358, 0.5030266573755369]], {102.5, -69.}, - Center, Automatic], InsetBox[ - StyleBox["\<\"STEOM-CCSD\"\>", - StripOnInput->False, - FontSize->Scaled[0.04444444444444444], - FontColor->RGBColor[ - 0.838355547812947, 0.44746667828057946`, 0.0208888695323676]], {-99.5, -70.}, - Center, Automatic], InsetBox[ - StyleBox["\<\"CC3\"\>", - StripOnInput->False, - FontSize->Scaled[0.07863247863247863], - FontColor->RGBColor[1, 0.75, 0]], {73.5, -91.}, Center, Automatic], - InsetBox[ - StyleBox["\<\"Full CI\"\>", - StripOnInput->False, - FontSize->Scaled[0.05811965811965812], - FontColor->RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85]], {-100.5, 70.}, - Center, Automatic], InsetBox[ - StyleBox["\<\"EOM-CCSDTQ\"\>", - StripOnInput->False, - FontSize->Scaled[0.03076923076923077], - FontColor->RGBColor[ - 0.5833680111493557, 0.4126186601628758, 0.8290799721266107]], {-86.5, -84.}, - Center, Automatic], InsetBox[ - StyleBox["\<\"NEVPT2\"\>", - StripOnInput->False, - FontSize->Scaled[0.04444444444444444], - FontColor->RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965]], {121.5, -29.}, - Center, Automatic], InsetBox[ - StyleBox["\<\"ADC(3)\"\>", - StripOnInput->False, - FontSize->Scaled[0.04444444444444444], - FontColor->RGBColor[ - 0.9728288904374106, 0.621644452187053, 0.07336199581899142]], {-118.5, -29.}, - Center, Automatic]}, + StyleBox["\<\"STEOM-CCSD\"\>", + StripOnInput->False, + FontSize->Scaled[0.046192609182530806`], + FontColor->RGBColor[ + 0.5833680111493557, 0.4126186601628758, 0.8290799721266107]], {15.5, 124.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"EOM-CCSDTQ\"\>", + StripOnInput->False, + FontSize->Scaled[0.03499440089585666], + FontColor->RGBColor[0.8996399512215667, 0.7463488834690629, 0.]], {-0.5, -131.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"Full CI\"\>", + StripOnInput->False, + FontSize->Scaled[0.05739081746920493], + FontColor->RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85]], {129.5, 36.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"ADC(3)\"\>", + StripOnInput->False, + FontSize->Scaled[0.046192609182530806`], + FontColor->RGBColor[ + 0.9728288904374106, 0.621644452187053, 0.07336199581899142]], {138.5, 0.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"CC3\"\>", + StripOnInput->False, + FontSize->Scaled[0.07418812989921614], + FontColor->RGBColor[1, 0.75, 0]], {-134.5, -13.}, Center, Automatic], + InsetBox[ + StyleBox["\<\"NEVPT2\"\>", + StripOnInput->False, + FontSize->Scaled[0.046192609182530806`], + FontColor->RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965]], {128.5, 56.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"SOPPA\"\>", + StripOnInput->False, + FontSize->Scaled[0.046192609182530806`], + FontColor->RGBColor[ + 0.838355547812947, 0.44746667828057946`, 0.0208888695323676]], {-111.5, -81.}, + Center, Automatic], InsetBox[ + StyleBox["\<\"MOM\"\>", + StripOnInput->False, + FontSize->Scaled[0.026595744680851064`], + FontColor->RGBColor[ + 0.8439466852489265, 0.3467106629502147, 0.3309221912517893]], {60.5, -13.}, + Center, Automatic]}, + StripOnInput->False, + FontFamily->"Comic Sans MS", + FontWeight->Bold, + FontTracking->"Extended"], AspectRatio->NCache[ Rational[3, 4], 0.75], + Background->GrayLevel[0.9], DefaultBaseStyle->{"Graphics", FontFamily -> "Helvetica"}, Method->{ - "DefaultBoundaryStyle" -> Automatic, "DefaultPlotStyle" -> Automatic}, - PlotRange->{{-167., 158.}, {-124.5, 122.5}}]], "Output", - CellChangeTimes->{{3.771316703459606*^9, 3.771316715929142*^9}, { - 3.771316795601022*^9, 3.771316816729157*^9}, {3.771316854360145*^9, - 3.771316948102839*^9}, {3.771317025725174*^9, 3.771317089536953*^9}, - 3.781805159269861*^9, {3.781805201492854*^9, 3.7818052078027*^9}, { - 3.781805258995874*^9, 3.781805297562402*^9}, {3.781805363341868*^9, - 3.781805365523806*^9}, {3.781805400588985*^9, 3.781805428943116*^9}, - 3.781805515327743*^9, {3.781805663371274*^9, 3.7818056755109463`*^9}}, - CellLabel->"Out[24]=",ExpressionUUID->"9eb27830-1d63-4124-b01c-2f08d28195d1"] + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultPlotStyle" -> + Automatic}, + PlotRange->{{-188., 188.}, {-143.5, 143.5}}]], "Output", + CellChangeTimes->{{3.7828371009429626`*^9, 3.782837115107416*^9}, { + 3.782837240940625*^9, 3.7828372707096453`*^9}, {3.7828373034019814`*^9, + 3.7828373195446*^9}}, + CellLabel->"Out[52]=",ExpressionUUID->"834f7b1f-4b8c-4434-8ca7-578f9c8e9037"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + "1", ",", "0.5", ",", "0.3", ",", "0.2", ",", "0.15", ",", "0.1", ",", + "0.04", ",", "0.01", ",", "0"}], "}"}], ",", + RowBox[{"Axes", "\[Rule]", "True"}], ",", + RowBox[{"AxesStyle", "\[Rule]", "Thick"}], ",", + RowBox[{"PlotMarkers", "\[Rule]", + RowBox[{"{", + RowBox[{"\"\<\[FivePointedStar]\>\"", ",", "Large"}], "}"}]}], ",", + RowBox[{"PlotStyle", "\[Rule]", + RowBox[{"Directive", "[", + RowBox[{"Red", ",", "Thick"}], "]"}]}], ",", + RowBox[{"Joined", "\[Rule]", "True"}], ",", + RowBox[{"Ticks", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"1", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"2", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"3", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"4", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"5", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"6", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"7", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"8", ",", "\"\\""}], "}"}], ",", + RowBox[{"{", + RowBox[{"9", ",", "\"\\""}], "}"}]}], "}"}], ",", + "Automatic"}], "}"}]}], ",", + RowBox[{"AxesLabel", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"MaTeX", "[", + RowBox[{"\"\<\\\\text{Scaling}\>\"", ",", + RowBox[{"FontSize", "\[Rule]", "20"}]}], "]"}], ",", + RowBox[{"MaTeX", "[", + RowBox[{"\"\<\\\\text{Error (eV)}\>\"", ",", + RowBox[{"FontSize", "\[Rule]", "20"}]}], "]"}]}], "}"}]}], ",", + RowBox[{"ImageSize", "\[Rule]", "500"}]}], "]"}]], "Input", + CellChangeTimes->{{3.782826752751747*^9, 3.7828267541448917`*^9}, { + 3.782826790842265*^9, 3.782826955939351*^9}, {3.782826987429121*^9, + 3.782827249650835*^9}, {3.782827348344655*^9, 3.7828274992570744`*^9}, { + 3.782827563924567*^9, 3.782827662660887*^9}, {3.782827719081955*^9, + 3.782827792144476*^9}, {3.782827826245446*^9, 3.7828280970523663`*^9}, { + 3.782828149340479*^9, 3.782828155145509*^9}, {3.7828282046123333`*^9, + 3.782828204789576*^9}}, + CellLabel->"In[76]:=",ExpressionUUID->"51da85a9-ebe0-4c4d-9992-fb53b86cd681"], + +Cell[BoxData[ + GraphicsBox[{{}, {{{}, {}, + {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], Thickness[Large], + LineBox[{{1., 1.}, {2., 0.5}, {3., 0.3}, {4., 0.2}, {5., 0.15}, {6., + 0.1}, {7., 0.04}, {8., 0.01}, {9., 0.}}]}}, + {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], Thickness[Large], + GeometricTransformationBox[InsetBox[ + StyleBox["\<\"\[FivePointedStar]\"\>", + StripOnInput->False, + FontSize->20], {0., 0.}], {{{1., 1.}}, {{2., 0.5}}, {{3., 0.3}}, {{4., + 0.2}}, {{5., 0.15}}, {{6., 0.1}}, {{7., 0.04}}, {{8., 0.01}}, {{9., + 0.}}}]}, { + {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], Thickness[ + Large]}, {}}, { + {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], Thickness[ + Large]}, {}}}, {{}, {}}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{ + FormBox[ + GraphicsBox[{ + Thickness[0.015260186174271325`], + StyleBox[{ + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGI7IGYCYhNjIDis7JCeBgTLjBxgfP+LE2P+bTZ2ULn2 +KJjhjbKDzLw4zdMJJg5/v5U+mBOo4rDk/j6+OcWmDiDlxsqKDiDtaWJmEP2b +5Rw03vLuM/A0c2hRYFc9EyIF52/12mAx5ycPnP/E72XC3/nf7WdM4K8yyzaB +86VB9l0whPM/bwjInnXdwMEiSdeO9cBv+4I13bczFAwcolUjZM7VMDmwcHbJ +J+vpQ9zxjB3ijs+6ENqY3+Horh29bAG6Dn0R3f6MAeIOb4q3iv4+reMgu2vB +vtQ8WYcNenmLGWN0HKrv/7hlLK3g8AIk/1ob7j/xqVc4M5i0HZRB4aGj5HAG +BHS0oOGm5NDM679+CqsmnP/r7esDls3qcD4DCHxQdviy7+PW9DB5B+cJzUJp +UYoQ9wmLw/lg+W0CcL7GJ5WXszhZHfhjA+4bPVdyiAH514bFYc4i5Z1/2lUc +rvPeFkv9xgSJF0N1ePjA+P5PPC+ZCv+xr/kEDMAqNTg/JfaOG/MNVTj/wtWw +N/qzEXwBkH3HlR1ypiYUWhT/tofZ77XV/3hy20/70sPbXGfKKjoEgNRfZnUI +5xRrN5ZXgIQLDz/EH2byDiFvL3+coSgC54PD97cCnD+lvTXq8h9VB5h9MH58 +SJD6gk5NOB/s33RtB7C7K1Qh9A4dB7C7o1Uc/oPAfl1IOH1XgsS3gD4kvnwU +HUR7vF6xTNF3eOAa7zhroyQkXsQMIPr+8zuA01e6gQO3I5/XDE1Oh/7gEpXp +/IZwfiPL0X7D6UZwvgQoPTiZQPwxTRCeH1pB6X2KBJwvD0pf66ThfLB18+Uc +1J40zzvrZerQbeO5Ky1JwaEElBz/mUDdpwjx3woTh/sgvqKSw0Zw+jSB6LdX +cuAHJrfUE8YO5aB4qFXCyL8wPgCmC6NI + "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGJlIGYCYtvKiBWmucYOpjZ7g6Yd1HGA8X1OsNvOnqrn +cEPok+P5NmMHh6ZHx2dIGzgcqJW1SN9i7CA+9QpnxiUDB/W3vPsMXho5nAEB +H0OHRpaj/YbmRg77QepaDB3S00DAEM4H6ysygPOnTuCvMlut5+B/cWLMP2VD +h/rfVgXnPHQcDrctDz+VZODwKEJ8+8UGTYcWXv/1U1j1HWpB8hwaDk+ztL9N +t9WB808ddlqbuU8Dzn/gGu84K1HZ4Uniwmsm57Udvuz7uDXdTN5Bel6c5ukJ +BnD+TDAwhPOvg/wrZuygfO1RMEOMAkTe09hBuHJSydkvCnD/O09oFkqzUnL4 +8630wZxGYwdjELis5OANCrejRg78sQH3jdiVIP5QMoKYt0bRwR4UjtmGcD4L +Z5d8cp4enD9nkfLOP+3aDrqK8l9yxFThfHB8hGqh8oHx4wsKt2Zdh416eYsZ +awwgdI8BnA+zD8bvDy5RmR5vBIkXMQOH6aDw320EcYeevkPxVtHfp+8ZYaQH +GB8AjhvogA== + "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData[" +1:eJxTTMoPSmViYGDQBGIQfQYE9lg5fFi0XuHsCmUHE2MgWGzl4L7m6HIGDwWH +cPHtFxneWTukp4EAJv8/COjbwPkab3n3GXgi+Dz+66eknrBxUL72KJghBspf +YQs3H8Z/D7K/QtFh6QsPvf8PbRzKD29zndmr6JASe8eNOcPGgT824L7RdEWH +Jff38c0JtoG49wWCX33/xy3j28pw/oMIoEMVtOH8Rpaj/YblBhD311k77K+V +tUhvMYS63xLOvy1dk2gUagHn87ipljJ1mTuAw8nH0IEP7B8zh88bArJnXTdw +UH3SPO/sLlMHfa2VwhdMEPyM/A+tJ6/oOjxJXHjNxN7MYS1IolfXocfrFYtJ +o5lD/W+rgnMn9Bw26OUtZnxj5gAKduNgA4h6eXO4e+tA6jgs4Px6EP3cEs5/ +nqX9bfpaKwefE+y2s0v1HWDxmQAKtxvaDjdB/jlqAQ+Pv99KH8wRNHMQn3qF +M0NJy2FCcInK9PcmDgYg97towPlPQe44rwLng+Nzm6LDqcNOazPvmTq4guLv +hrxD4Zru2xkF5nD+RpB/ziD4EHssIPHDreDwZeetrr+uFpD4tVVwQE9/ACwP +IZ8= + "], {{26.737499999999997`, 10.6641}, {26.160899999999998`, + 9.848440000000002}, {24.909399999999998`, 9.09375}, { + 24.134399999999996`, 9.09375}, {23.339100000000002`, 9.09375}, { + 22.6438, 9.82969}, {22.6438, 10.6828}, {22.6438, + 11.418799999999997`}, {23.0422, 12.114099999999999`}, { + 23.637500000000003`, 12.490599999999999`}, {24.134399999999996`, + 12.7891}, {25.226599999999998`, 13.067199999999998`}, { + 26.737499999999997`, 13.285899999999998`}, {26.737499999999997`, + 10.6641}}}], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGIZIGYC4j/fSh/MOWjncEe6JtEo1NThxGGntZn37OF8 +lsWTrBhlHeD84q2iv0/rOTjYVkasMJVF8A/Uylqkt5jA+aI9Xq9YSlTgfGMQ ++Kzo8CRx4TUTdQcH5WuPghnWKDqA7V9o78AfG3DfaLqiw5cNAdmztts5vF+0 +XuFsBYLvvubocgYPBYf7+/jmGEc5OKSngQAmfyYYIPjdQGeY3MTN/wwy/7oj +3HwYH2b/G959BjOTHOHua18efsqIxxHu/v0gf7M4wv0H48P8D+PfEPrkeL7M +zMH7BLvt7LcODn3BJSrT55s5yDt+TD5T6+Cg8RZokaeZw8X8ePZzmg4OBWu6 +b2comDnA4mcJyKOPTR3Q4wsAUj69VA== + "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData[" +1:eJxTTMoPSmViYGCQAWIQrf6ked7ZV84OhWu6b2cUGDps1MtbzHjF2WF/raxF +eouhg8TUK5wZQc4OM0FA0tAhQnz7RYZzTg7iIPFLBg5PEhdeM3F3cvC/ODHm +32YE3/sEu+1sVQMH4U+O59OWIvjGIMDtDOfflq5JNBJ1dlj+wkPvPyOCr6+1 +UvhCii6cL9rj9YqlRAXOB5vzWRFiDq+zg/K1R8EMaxQh9m93cuCPDbhvNF3R +4f4+vjnGTk4O7xetVzhbgeC7rzm6nMFDwcFdtZRploOzQ3oaCGDyGUCgAcH/ +vCEge9Z+3PxIUPjsc4GbD+PD7A8pUZn+38MF7r43vPsMZn5CuB8WHzD/wfgw +/6PHFwD3QbHK + "], {{38.921899999999994`, 21.848399999999998`}, { + 38.324999999999996`, 21.848399999999998`}, {37.809400000000004`, + 21.332800000000006`}, {37.809400000000004`, 20.7359}, { + 37.809400000000004`, 20.160899999999998`}, {38.324999999999996`, + 19.6438}, {38.9016, 19.6438}, {39.47809999999999, 19.6438}, { + 40.0141, 20.160899999999998`}, {40.0141, 20.7359}, {40.0141, + 21.2922}, {39.47809999999999, 21.848399999999998`}, { + 38.921899999999994`, 21.848399999999998`}}}], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa +jwDSKwJB + "], CompressedData[" +1:eJxTTMoPSmVmYGBgBGJzIGYCYnnHj8lnWD0d3NccXc7goeAQUqIy/f8CT4f0 +NBBQcHBoenR8xmIEv2Sr6O/T5xB88alXODM+4eZfyI9nP7fQC24+jP9+0XqF +sxWKDjNmAoGllwN/bMB9o+mKDn9ico/+e+TpoHztUTDDGkWHHM6fC9Jvezp8 +AKl/geCL9ni9YilRgfNllr/w0JPXgfMPty0PP5Vk4PBpQ0D2LH9Ph/21shbp +LYYOqk+a55018oDzp3xji59xxR3Of5K48JrJfHcH6XlxmqcTDB0ugtyb6e7g +fYLddjaroYObainTrBVuDlMn8FeZZevD+YVrum9nFEDVT3SDm8cAAgJuDiBv +zpQ0dKiIWGF6ttsVEk6XDBxYFk+yYmR1dfC/ODHm32YEH2yfqoHDL1B4JCH4 +db+tCs6dQJO/5OoA8v5/RgRfX2ul8IUUXTgfFl4wvjEIfIaG52lXeHifAYES +V3h8SIDcyeQKjy8YHxafO291/U1dD9Ufo+CwUS9vMeMXV3j8K4DSl60bnA+O +j3YEHxRNRmfc4PpBzjSpdIebD+PD7J9no3NlFps73H0W147mmmxwg7sfFh8w +/8H4MP/D+E8ixLdffKAD5281/3EoZZWeA4//+impAe4OJw87rc30M4Ck/9cI +PkgbwzQPOB+Wf/6DwHw9OF8GlH4maDug5y8AsrhwZQ== + "]], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, + 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}}}, {CompressedData[" +1:eJxTTMoPSmViYGCwBmIQfVzTatLp5/4OUyfwV5ll6zvE5h79t0k4wCE9DQja +DBze8u4zmMkX4GAMAocNHNqXh58y2uLnULJV9PfpdQYOEeLbLzKE+Tl83hCQ +Pcvd0EF86hXOjF++DvtrZS3SWwwd5B0/Jp+pRfDB6vkQ/FaQeT0+DvaVEStM +bQ0dNujlLWZU8YHb53OC3Xb2VG+HgjXdtzMUDBzKgcrOens7sHB2ySf76cH5 +EiB7H2nD+X+/lT6Y81HDof63VcG5A94OW8x/HEp5pebAsniSFWOtj8NMMFCD ++sfb4QwI6Kg4qD9pnnd2lrfDHU3ZNf8nK0Pc2+ft8B8E+BF8/tiA+0blSnC+ +84RmobQoRYcKkP27vR3c1xxdzrBDwUEB5H9TqH2aCg4uqqVMsyK8Hb7s+7g1 +fZoMxD2m3g4GIP9+lnaIP3xZO1XQ2+Fg974mE2ZJOB/svh4xOP8ISH4xH8S/ +n70dZDaKzWdawOIw10bnyiwzX1T+Nj84/4Z0TaLRU3+HaNUImXN3BOF8+V0L +9qX2ScP54PBfrOBgAqKz/SH+n6/k0OP1isVkpx+cDw53JV84PxwUHvN84PyQ +EpXp/xN8IOEjpQznw8IbxpeZF6d5eoOKg8gnx/NppT4Oj0ABq6Dq8AGUrrZD ++QxqkHR3zAfiLmM1iP9P+zjMWaS884+7GiQ+rkHNK1Bz2HOr62/qex+HNDCA +6v/n47AJlM5i1Bz+xAATvJAvnM/jv35KagOC/yRx4TUTdj+HF1na36bLqkPM +y/dzMNBaKXzBRcNh6QsPvf8P/RxEQQEzRdPhQn48+zlJf4fpoPykrQ3np4Ks +d9OF8/+A0qegnsPdfXxzjIX8oelcD5Jf/vrB8yN6/gQA6ciSzA== + "], {{58.2688, + 16.842200000000002`}, {59.6188, 16.842200000000002`}, { + 60.53279999999999, 15.729700000000001`}, {60.53279999999999, + 14.040599999999998`}, {60.53279999999999, 12.749999999999998`}, { + 59.69839999999999, 11.8563}, {58.48749999999999, 11.8563}, { + 57.15629999999999, 11.8563}, {56.26089999999999, 12.8891}, { + 56.26089999999999, 14.4188}, {56.26089999999999, 15.9484}, { + 56.99689999999998, 16.842200000000002`}, {58.2688, + 16.842200000000002`}}, {{59.201599999999985`, 7.921879999999999}, { + 61.4469, 7.921879999999999}, {62.2219, 7.465629999999997}, { + 62.2219, 6.173439999999999}, {62.2219, 4.46563}, {60.6516, + 3.1937499999999996`}, {58.56559999999999, 3.1937499999999996`}, { + 56.837500000000006`, 3.1937499999999996`}, {55.64529999999999, + 4.20625}, {55.64529999999999, 5.67656}, {55.64529999999999, + 6.570309999999999}, {56.162499999999994`, 7.385939999999998}, { + 56.95629999999999, 7.72344}, {57.275000000000006`, + 7.882809999999998}, {57.83129999999999, 7.921879999999999}, { + 59.201599999999985`, 7.921879999999999}}}]}, + Thickness[0.015260186174271325`], StripOnInput -> False]}, { + ImageSize -> {65.53349937733498, 25.902864259028643`}, BaselinePosition -> + Scaled[0.31538730769230766`], ImageSize -> {66., 26.}, + PlotRange -> {{0., 65.53}, {0., 25.9}}, AspectRatio -> Automatic}], + TraditionalForm], + FormBox[ + GraphicsBox[{ + Thickness[0.011052166224580016`], + StyleBox[{ + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS +wl+U2EWMmQB8+QKp + "], CompressedData[" +1:eJx1lHlME0EUxgsl1oICUqFFqXa73R5IKdKuB2p43kRNREu0Ery4iif+UQ0o +xgPRBDxQMRxiPRM0UahngcR6RVERo/FIRGKNGu9GRFQ8kdl1psFjks3ml9l9 +37zvvTdUavb0DKFAIPDpeuZ0Pb4CvD7H+09glvsms9D/eNheX4UQ1M/y7U2T +WNhmKZrqs8wfRq9/0lA2goUUxhJxc2QAXNhYNfN6iJc3T3rtZ1pnJFxWHLRy +yCCGcNDsRHesSAll5Wj5Qyda5yiix+2XUnCDW1/j3x2oUTTleHni0ctVggQF +ZKL1XAT0/SdmQYoCuOOv7QVWbkMBXPjcYMKcjju4+364hHB1SFSgdUAYiSfJ +3WFrKlEA1vsn2yjCnL5D+V9Om90yQSjTEj3MLTr50c6TSsjKbi24lqTlz/VA +BavaHImL6rVwamjHxfTXaoiiBrYvnqEhLNt1V5w1RgOVB+i67xPV4GC6CqXX +8L7WMfDF8+b8cFoD/exzdI3FzG+/1LDK3dFsfEjz/6eqeV/2KiEUFe4uA43I +5sVKuH5pzLEFP1VwNjvPU878zkOmBCNaHyhwmuMsnSI5YT6+jHAC+j5HSuqt +bVO9qtCF8r6N87Ih8ojkVroeLhS51pvSpOCErgbL0fM+XQmHDpRHvh5KUV6z +5ISXXzozvnwPRRj7jeMFI10rDau/xS272VMPraiPamkoQf0YEAUqVOe3NCQ2 +98+bf0IHJZsKku9EMIRx/jje/9gRvfSgT0Q04Qb0dv3NOP5x9H3KYKKPGZ+P +888cA8dQP1bTMPmqaNRuJobPr5iGhvraLT1aDSS/qyi+3UDy58ZkioGPs5MC +P3HhwLRoA9Sier2QE348fu7oiu39CHN6j6RwGvk/zEDqg+NhPr9aPszaboIk +z533ZfulkM71MQtvNi4piv0mg1G5lsOsnIV21/vT1hUDCM8Uh20yrqEI43wP +uV2BlUKW+PWxrrnwxz0TTEN1aGMAjUGF08T3cbAaLFLnbYHdy1pPb1eMzsuN +KM6jWFiA5smm+Yu3mm2q0iATPzdVGqKP55Hjpyxs6D21poRRw8uFgz6VeliY +lzRds++VCi6i+66NhbHF+SGZkTRh7t6IUnbnFgVh7AeOV6AQMTds4YBkMl6y +vL/iMKLfF83JMwlhN6rX4D6E8X2K/8f3N9b78z7/BYnXZ7A= + "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGIdIGYC4uO7dvSyBWg7eJ9gt52tauBQ/9uq4NwJHTj/ +PwjE68H5cxYp7/zTruew/IWH3n9GBF9fa6XwhRRdOF+0x+sVS4kKnG8MAp8V +HeJDgtQXZOo5KF97FMywRtHhKMh+AV0H/tiA+0bTFR026OUtZrTRdni/aL3C +2QoE333N0eUMHgoO2x2aHh2XgOqPUXB4ECG+/aKCvkN6GggoOPQHl6hM5zeA +829L1yQaleLmXxf65Hj+mRHcfBgfZv/pw05rM+8Zwt03EwR+QvVvU3R4krjw +msl7AwfhykklZ68g+DD/w/gJIH97asP5b4q3iv5ereug+qR53tldhg61oHBf +oe/gf3FizL/NRnD+GRDwMYbzP28IyJ613dih5hOQIaXvUAcS5zBxyMj/0Hry +iq7Dkvv7+OYUI/ggZ5gsNIGaYwhxf6aJQ+Ga7tsZBYYOoOBj4DNx2F8ra5He +YuggMfUKZ8YmYzgfrF4SwW9kOdpvWG4EiU9jQ4eNoPjhMYK62wDuP0g60oPz +Yfb9+Vb6YM5BA7h5U9pboy7X6EPtMXSYOoG/yixb10Ec5I5LBg6w9AkzHz29 +AgA2tzTA + "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGIdIGYCYgOtlcIXSkwdvE+w285WNXDo8XrFYmJoBuef +AYE/CL7MvDjN0wLmDstfeOj9Z0Tw9UHmpOjC+aIgg0pU4HxjEPis6PDnW+mD +OYzmDsrXHgUzrFF0ANsfYubAHxtw32i6ooPqk+Z5Z7NMHd4vWq9wtgLBd19z +dDmDh4KDxlvefQY3zSD6YxQcbCsjVpjGmjukp4GAgkOMguPH5DsIPtidjhY4 ++Uvu7+Obs9kKbj6MD7N/+gT+KrPVlnD3gbUdg+rfpuiwUS9vMeMeCwfhykkl +Z68g+DD/w/gJIUHqCzy14fw3xVtFf6/Wdfi0ISB7VrulQ+1vq4JzK/QdJEDh +1WAF58+YCQSS1nD+/lpZi/QWa4cakEYpfQcfULxctXbIyP/QevKKrkP+mu7b +GQ42cH64+PaLDHk2kHj0MXRIBbnbzMahEKSuwNBBHRS+t6yh5ho6PElceM2k +HsEH+/OZFZzvf3FizD9nK0h8Ghs61IPcdcMSIr7ZAO4/sPgJPTgfZt/Jw05r +M/ss4ObNAIVvt7nDTLA/DR0kpl7hzGgycxAH0ZcMHGDpE2Y+enoFALErJFc= + + "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgAmJeKC0+9QpnhpCjw/5aWYv0FkOHcPHtFxns7OH8GAXH +j8k2tg5/vpU+mPNRD85v5vVfP4VVE86vvv/jlnG2skOP1ysWE0Z7hy/7Pm5N +N5N3cFctZZp1wgHON792NNckwAnOZwCBDGeI/tvKcL7MvDjN0xc04XwWzi75 +ZD19h+Ktor9P5znB3Yfu/inf2OJnPHFwOAMCdwwc0tOA4JwjnJ/N+XNBerWT +w38Q2K8L5293aHp0PEIDzheIDbhvdFzZ4WJ+PPu5n44OzhOahdJeKThURKww +PauN4L/h3Wcw08gBzr8hXZNoJGrvcOFq2Bv93SpwPti+eC043+fixJh/yvoQ +d7Eg3IvufgBvdrRP + "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGIdIGYCYp8T7Laz3zo7eINoVQOHiogVpme9XeD8mSCw +EcF3aHp0fMZuF4flLzz0/jMi+PpaK4UvpOjC+aI9Xq9YSlTgfGMQ+KzosFEv +bzHjFhcH5WuPghnWKDqA7Y91ceCPDbhvNF3RwV21lGnWC2eH94vWK5ytQPDd +1xxdzuCh4HBC02rS6flQ/TEKDpfy49nPPXRxSE8DAQWHxMOXtVMVXeH8tuXh +p4xCcPNZFk+yYux1g5sP48Psr/ttVXCOww3uPrC2aVD92xQdQN40mejqIFw5 +qeTsFQQf5n8YPyEkSH2Bpzac/6Z4q+jv1boOa7pvZzB8d3WoBdmzQh8SXsVu +cD4DCBxA8EU+OZ5P++rmUPNpQ0C2lL5DpPj2iwxy7g4Z+R9aT17Rdcjh/Lkg +PRjBf7CPb45xlrvDGRDwMYS438/doRBkcYGhgxsofBXcHfbXylqktxg6qD5p +nnf2kxucD1a/DMG/JV2TaBTqBolPY0MHkDNmybs5+F+cGPNvswHcf/Ug957Q +g/Nh9klMvcKZUeUKNw/srx8ukHQmaehwACRe4uIgDlJ3ycABlj5h5qOnVwC2 +KSLq + "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGJpIGYC4oqIFaZnlX0dgt9e/jgjUdDhDAjk+Di0KrCr +nimRcHjDu89gppaPg0jlpJKzLjIO7qqlTLNeeDukpwHBNkUHE2Mg2OztEHBL +uiZxkorDjJkg4O3QyHK033C6OpyfEnvHjfmHFpyvr7VS+IKLHlz/9An8VWbd +Bg45nD8XpD/2dvi681bX36uGDj4n2G1nq/o4bNTLW8xYY+xwfx/fHOMsH4cZ +IPXZJg4w9zs0PTo+Q9rMwR5Ef/Zx6AsuUZk+38zhR0zu0X+vvB1uCH1yPH/M +xEH9SfO8s03eDiVbRX+fXgc1T8nbIVrB8WPyHkOH/yBw38vh84aA7FnpBg5r +um9nMOz3cniepf1t+l9dOB/mHxT+DjWH+TY6V2b983K4oym75v9mJQcXUHhV +eDuEgMLXUQ7i/4veDvK7FuxLfSfh8AfkPiUfhzZQeF8Rhbv/Re3j7PM5/A7o +8QMAuYvF3A== + "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData[" +1:eJxTTMoPSmViYGDQAGIQ/Z0tfobP0wCHtUI6fOl6yg4bHr6cuulKgMMdTdk1 +/ycrO/jLiWX5Ngc4PHCNd5wlqORw+LJ2qmRagEN6GhBsU3TYeavrb6o+gj9j +JhDs9Ifzza8dzTUx8Hc4AwJ3lBxCSlSm/3/h5/A0ceE1k/MqDrW/rQrO7fBz +kF3+wkNPXs1hTfftDIblfg4b9PIWM9qoO1zIj2c/t9DPIT4kSH1Bp6bDG959 +BjO5AuB8z+pmfZ8kBD8YZP6MAId6kLkrNCH++RDgkBJ7x41ZQsshQnz7RYZP +AQ7u+2tlLZZrORiDwOcAB/GpVzgzmLTh/CntrVGXaxD8Rpaj/YbsBg4g50hO +DXAAaU9vMXTg+LkgfTMbgr8HFB7r/eH8pUBv/Xf0h5jvZAjxz00/B37/9VNS +Txg49Hi9YjHh9HMIuCVdk7hJ30Hkk+P5tK2+UP/rwvnVnzYEZEtpwvkzwUDN +IYcT6IDbvg6iIINKVCDhreAHia+PSg7yjh+Tz7T6QeLjmgI8Pr7s+7g13Uwe +Et7vEfzmQM+5DWoBcD7YmtAAB9c1R5cz3JB32NpSc2FzZwAkXBYrOPwHgdVQ +vrAiJDyOBTjwxwbcN5qu6FARscL07OkAB+HKSSVnryg6oKc3AA15EIU= + + "], CompressedData[" +1:eJxTTMoPSmViYGAQBmIQffiydqpkU4CD+NQrnBlM2g7/QcA+wIGFs0s++Z2W +g/Anx/NpigEO/hcnxvx7rOWw51bX39Tn/nA+WF8Rgm9+7WiuiYE/XP+a7tsZ +DMv9HB5EiG+/qKAN58suf+Gh91/HIaREZfr/DX4OJw47rc28p+twdx/fHONL +fg7u+2tlLZ7rOXzZEJA9i93fwRgEgg0czoBAiT+EvmMAMe89gg9zL4zfHOg5 +t8EpwEH1SfO8s7Og8pEBDt1er1hMBKH80gAHE5D5l/UcvKub9X3qAhzeFG8V +/b1a1wE9fADdRotf + "]}], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 +AJgXAjc= + "], CompressedData[" +1:eJxTTMoPSmVmYGBgBGJjIGYC4v21shbpNUEOXG6qpUxRpg4w/qG25eGnPpk6 +aFtNOl3/IdBhyf19fHMeY/L95cSyfC8j+BHi2y8ybMPNB1HGWoFw82F8mP2P +RWRPPg0PdFB70jzvrJepwxvefQYziwIdZObFaZ52MHXYeavrb2p9oMNBkH4h +qPr+QIct5j8OpVSZOPQv+GH4rC7IYSYYqDmkpwHBsiCHO5qya/5PVoaIbw1y +YAABAyWH9Q9fTt10Isih+v6PW8bcCg6LJ1kx+nIEw/ng8FAIdnjgGu84q1HJ +ISb36L9N+lD+Rah5kcEOcstfeOj9V3OYALLfLMThDAjcMXaQef3ITCokxOFJ +4sJrJu9NHI5c1k6VTApxcGx6dHyGtanDtaO5Jg3VIXD/bm2pubB5YQg8PGB8 +WHgdALlHIgQenrXrtiXVMyL47UBlRk+CHXj9109JfQENr/3BDi+ytL9Nf2vq +EFKiMv3/DgQfLL8YwV/TfTuDoT8Ybh+MD3NPj9crFpOLwXD3FsSzn5N8G+zw +BWSQK9S9f4Ph8QPj3xD65Hj+mAmc73dxYsy/ySYOCo4fk8/8DIaEl4+JwwNQ +evgU7FAAttgE4j/OYAefE+y2s01VHVaDhPmDHGwrI1aYrjVxkAfp5w1y+POt +9MGcgyYOmqD0yRMESS8XEPxb0jWJRk8RfImpVzgzlEwdKoDGnJUOgru/G+Q/ +0yC4/9DzBwALUnUn + "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" +1:eJxTTMoPSmVmYGBgBGJpIGZigIIvIQ4vah9nn8/hd6iIWGF61jvUIeTt5Y8z +Hoo4bHj4cuqmglAHsLoGcQeZ14/MpGaEOohUTio5myLtMBMEnoY6lB/e5jqz +V9HBq7pZ34cvzCEhJEh9gaYanM/C2SWf/E4Lzn+epf1t+l9dBwXHj8ln/oY6 +fN4QkD0r3QBi351Qh2iQxB5DhwO1shbpa0IduN1US5lWGTssmWTF6FsR6vDn +W+mDOQdNHGDu7wsuUZk+38zhiYjsyae3Qxwcmh4dnyFtBjHPItTh685bXX9T +TRzWdN/OYIgOdbgh9MnxfJmxg9qT5nlnq6DyVw0h5k8JdZg+gb/KrNvAIQRo +7P8FoQ76WiuFL7jowfkpsXfcmH9owfmNLEf7Daerw/UH3JKuSZykAgmfylCH +9DQg2KbooGk16XR9BDT8XGQcwM4yD3VoVWBXPVMiAXd/MCj8EwUd0OMHADRk +ups= + "]]}, + Thickness[0.011052166224580016`], StripOnInput -> False]}, { + ImageSize -> {90.4800199252802, 25.902864259028643`}, BaselinePosition -> + Scaled[0.31538730769230766`], ImageSize -> {91., 26.}, + PlotRange -> {{0., 90.48}, {0., 25.9}}, AspectRatio -> Automatic}], + TraditionalForm]}, + AxesOrigin->{0., 0}, + AxesStyle->Thickness[Large], + DisplayFunction->Identity, + Frame->{{False, False}, {False, False}}, + FrameLabel->{{None, None}, {None, None}}, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + GridLines->{None, None}, + GridLinesStyle->Directive[ + GrayLevel[0.5, 0.4]], + ImageSize->500, + Method->{ + "OptimizePlotMarkers" -> True, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{{0., 9.}, {0, 1.}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.05]}}, + Ticks->{{{1, + FormBox["\"CIS\"", TraditionalForm]}, {2, + FormBox["\"TD-DFT\"", TraditionalForm]}, {3, + FormBox["\"BSE\"", TraditionalForm]}, {4, + FormBox["\"CIS(D)\"", TraditionalForm]}, {5, + FormBox["\"CC2 \\n ADC(2)\"", TraditionalForm]}, {6, + FormBox["\"CCSD\"", TraditionalForm]}, {7, + FormBox["\"CC3 \\n CCSDT\"", TraditionalForm]}, {8, + FormBox["\"SCI\"", TraditionalForm]}, {9, + FormBox["\"FCI\"", TraditionalForm]}}, Automatic}]], "Output", + CellChangeTimes->{ + 3.782828097522279*^9, {3.782828150098544*^9, 3.782828155505434*^9}, + 3.782828205176619*^9}, + CellLabel->"Out[76]=",ExpressionUUID->"76a45c82-1911-4e97-bc1b-0d5bcce1cab0"] }, Open ]] }, Closed]], @@ -302,7 +779,7 @@ Cell[BoxData[ 3.781951432492111*^9}, 3.7819514860367413`*^9, {3.781952917177558*^9, 3.781953252366866*^9}, {3.781956635271693*^9, 3.781956642206444*^9}, { 3.782063183416257*^9, 3.7820631929456387`*^9}}, - CellLabel->"In[5]:=",ExpressionUUID->"45cf9d80-c96e-420f-a644-dcbc494fec23"], + CellLabel->"In[23]:=",ExpressionUUID->"45cf9d80-c96e-420f-a644-dcbc494fec23"], Cell[BoxData[ RowBox[{ @@ -341,7 +818,7 @@ Cell[BoxData[ 3.78194000117764*^9}, {3.7819566459019136`*^9, 3.78195664722997*^9}, { 3.781958365451433*^9, 3.781958370040531*^9}, {3.781959104779048*^9, 3.781959176402637*^9}, {3.7820631958659277`*^9, 3.782063200166191*^9}}, - CellLabel->"In[6]:=",ExpressionUUID->"aa698e54-17aa-4f97-82d2-3513a27a048c"], + CellLabel->"In[24]:=",ExpressionUUID->"aa698e54-17aa-4f97-82d2-3513a27a048c"], Cell[BoxData[ RowBox[{ @@ -406,7 +883,7 @@ Cell[BoxData[ 3.7819569634430523`*^9}, {3.781957081420047*^9, 3.781957099138303*^9}, { 3.781958461386075*^9, 3.781958461448793*^9}, {3.782063216550886*^9, 3.782063217263301*^9}}, - CellLabel->"In[7]:=",ExpressionUUID->"78e9680e-766f-4b4f-8d0f-cf65509e370a"], + CellLabel->"In[25]:=",ExpressionUUID->"78e9680e-766f-4b4f-8d0f-cf65509e370a"], Cell[BoxData[{ RowBox[{ @@ -432,7 +909,7 @@ Cell[BoxData[{ 3.7819542141771097`*^9, 3.7819542459669867`*^9}, {3.781954377663661*^9, 3.78195437785397*^9}, {3.7819544330710287`*^9, 3.781954434661539*^9}, { 3.781954605558563*^9, 3.7819546825571012`*^9}}, - CellLabel->"In[8]:=",ExpressionUUID->"cb3cdcd5-bda4-4d59-b62e-e78ebb66a6db"], + CellLabel->"In[26]:=",ExpressionUUID->"cb3cdcd5-bda4-4d59-b62e-e78ebb66a6db"], Cell[CellGroupData[{ @@ -3275,10 +3752,14 @@ Cell[BoxData[ GraphicsBox[{ Thickness[0.009221689413500551], StyleBox[{ - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4sX39/HNKTZyeFW8VfT3aw0HGH/OIuWdf9RV HaZP4K8yizZyCLglXZN4ScUhWsHxY7KNoYOpzd6gaQtVHM6AQI6Bw5T21qjL NQj+WiEdvnQ+ZQfvE+y2s1sNHfhjA+4bqStD5G2MHEyMQUDZgdtNtZSpyhjO @@ -3294,6 +3775,7 @@ YOkDxoeln16Q+g+88PSGzv+y7+PW9GkCcD4kvIRw8rcHW0X8Z5eBp08YH2Y/ pl7hzFik5rAFlN7+aDqkxN5xY/6h7vDnW+mDOYFaDuJgeQ2HRpaj/Ybphg4H amUt0kNMIeXDHkMHL1C+ZzWD5H9WI4e/IH0TzeDpFeZ+9PIHAKYq5JQ= "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, @@ -3315,10 +3797,15 @@ cxIuDgGghHIJGl/fnaHyqg4HQOHT4wyJjzpNB/T0DwAfozX+ 29.321899999999996`, 16.0125}, {32.349999999999994`, 23.117199999999997`}, {35.35309999999999, 16.0125}, { 29.321899999999996`, 16.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJx1lAlIVFEUhkcrTZyUTLFob5xcUeeNOguWx8DxzXuBZtGuZqZjBWmklGW2 UZFBSWguiWkGFigZFGV7DaapuaQWqWS0kKQSZZllYe++272Xig5chg/u/Oee 85935m9MjUmaoFAobKQTJx1b6TSjWB8Blf28/3iCAd4klD8N+hABJ5anexRE @@ -3379,10 +3866,12 @@ VgIV+hpB+EuDHLjdVEuZoowddt7q+pv6HKr+n7HDhocvp24yCIbzYe6F8Tl/ Lkjf3BXs8CRx4TWT9cYORy5rp0ouC3bYYv7jUAqXsUNs7tF/m44HO3R7vWIx cTRySE8DgkvBDv9BoN/QAT18AEtKitQ= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGYC4gkLfhg+0wtzWP7CQ+9/oqUDjK/+lnefgaSV w5ru2xkM7aEO14U+OZ5nw+Q/EZE9+TQZwT8DAg64+SElKtP/zwiBmw/jw+wH m3c+xKEvGCjhb+nAAAIfQhwW39/HN8fZ0sHEGAj+hzhEKzh+TOaxdJDwCPgj @@ -3425,7 +3914,6 @@ SZaBux+s7pmwA3r8AACU48Qg GraphicsBox[{ Thickness[0.020004000800160033`], StyleBox[{ - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -3718,7 +4206,6 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -3770,10 +4257,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -3787,10 +4277,14 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -3822,10 +4316,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -4057,6 +4556,7 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -4104,10 +4604,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -4268,10 +4772,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -4343,6 +4850,7 @@ c5gcUkHB8kzfYSYYfLU/umtHL9sEHTi/mdd//RRXDTjfHWRuhqLDge59TSaP +Rx2gt0hCQ8/GF+4clLJ2SuKcH4Dy9F+Q3MVSPyskXJoAIVHhho8/tDTBwDn Ov4O "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -4469,10 +4977,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -4576,10 +5087,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -4979,7 +5493,6 @@ oXBN9+0MAwOHtuXhp4xMXBxYOLvkk8/pOyg4fkw+M9XFwWN/rayFu57DlG9s isXkp7PDGTBQcABZy1Dv7BCjGiFzrkbOgWXxJCtGVmeHHcFWEf/TZR0eJy68 ZiLvBOeDw+OgI5wPC6/tIH67rAMsPNU/qbyc9RLBh4UvAGB0pwM= "]}], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -5234,10 +5747,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -5251,10 +5767,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -5286,10 +5807,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -5569,10 +6095,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -5606,7 +6136,6 @@ QzNIvasGnA/zD4x/R1N2zf9iJUh46fo4xKhGyJyrkXOYa6NzZVYf0P7ufU0m hyUcFEDuu+rjEPL28scZjSIQ94j5OqSDwpNNCO7+5beWPzZ05nJAjx8Ag6nD kw== "]], - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, @@ -5733,10 +6262,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -5935,10 +6467,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -6042,10 +6577,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -6501,7 +7039,6 @@ A+frK8p/yZmm7aD6pHne2VWGDmdAwEcTbj6MD7PfxBgILmvB3ZcQEqS+wFMH sPCC8U+DwjfOAK4fFt4w82F8mP2w+IK5DxafMPfD4hvmPxgf5n/09AEAdQL7 0Q== "]], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -6537,7 +7074,6 @@ n3JU3+EASHyStUMtyJwVOg4ab3n3GWhaO7jvB2ps13LwuTgx5t9nK4dmkHpX DTgf5h8Y/46m7Jr/xUqQ8IqydohRjZA5VyPnYAtyhyzQ/u59TSaHJSDuW23j EPL28scZjSJQ99g6pIPCk00I7v7lt5Y/NnTmckCPHwDbtsT/ "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, @@ -6609,9 +7145,9 @@ jwN6/AAAEa3B2g== ImageSize -> {61.12286924034869, 21.12078704856787}, BaselinePosition -> Scaled[0.31887090512778543`], ImageSize -> {62., 22.}, - PlotRange -> {{0., 61.120000000000005`}, {0., 21.12}}, AspectRatio -> - Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm], - 0}, {29.5, + PlotRange -> {{0., 61.120000000000005`}, {0., 21.12}}, AspectRatio -> A\ +utomatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm], 0}, { + 29.5, FormBox[ TemplateBox[{0}, "Spacer1"], TraditionalForm], {0.004, 0}}, {29.5, FormBox[ @@ -6700,10 +7236,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -6717,10 +7256,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -6752,10 +7296,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -6883,7 +7432,6 @@ c5gcUkHB8kzfYSYYfLU/umtHL9sEHTi/mdd//RRXDTjfHWRuhqLDge59TSaP +Rx2gt0hCQ8/GF+4clLJ2SuKcH4Dy9F+Q3MVSPyskXJoAIVHhho8/tDTBwDn Ov4O "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -6987,6 +7535,7 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -7034,10 +7583,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -7198,10 +7751,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -7338,7 +7894,6 @@ c5gcUkHB8kzfYSYYfLU/umtHL9sEHTi/mdd//RRXDTjfHWRuhqLDge59TSaP +Rx2gt0hCQ8/GF+4clLJ2SuKcH4Dy9F+Q3MVSPyskXJoAIVHhho8/tDTBwDn Ov4O "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -7400,10 +7955,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -7507,10 +8065,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -7910,7 +8471,6 @@ oXBN9+0MAwOHtuXhp4xMXBxYOLvkk8/pOyg4fkw+M9XFwWN/rayFu57DlG9s isXkp7PDGTBQcABZy1Dv7BCjGiFzrkbOgWXxJCtGVmeHHcFWEf/TZR0eJy68 ZiLvBOeDw+OgI5wPC6/tIH67rAMsPNU/qbyc9RLBh4UvAGB0pwM= "]}], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -8165,10 +8725,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -8182,10 +8745,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -8217,10 +8785,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -8500,10 +9073,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -8537,7 +9114,6 @@ QzNIvasGnA/zD4x/R1N2zf9iJUh46fo4xKhGyJyrkXOYa6NzZVYf0P7ufU0m hyUcFEDuu+rjEPL28scZjSIQ94j5OqSDwpNNCO7+5beWPzZ05nJAjx8Ag6nD kw== "]], - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, @@ -8664,10 +9240,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -8866,10 +9445,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -8973,10 +9555,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -9432,7 +10017,6 @@ A+frK8p/yZmm7aD6pHne2VWGDmdAwEcTbj6MD7PfxBgILmvB3ZcQEqS+wFMH sPCC8U+DwjfOAK4fFt4w82F8mP2w+IK5DxafMPfD4hvmPxgf5n/09AEAdQL7 0Q== "]], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -9468,7 +10052,6 @@ n3JU3+EASHyStUMtyJwVOg4ab3n3GWhaO7jvB2ps13LwuTgx5t9nK4dmkHpX DTgf5h8Y/46m7Jr/xUqQ8IqydohRjZA5VyPnYAtyhyzQ/u59TSaHJSDuW23j EPL28scZjSJQ99g6pIPCk00I7v7lt5Y/NnTmckCPHwDbtsT/ "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, @@ -9540,9 +10123,9 @@ jwN6/AAAEa3B2g== ImageSize -> {61.12286924034869, 21.12078704856787}, BaselinePosition -> Scaled[0.31887090512778543`], ImageSize -> {62., 22.}, - PlotRange -> {{0., 61.120000000000005`}, {0., 21.12}}, AspectRatio -> - Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm], - 0}, {55.5, + PlotRange -> {{0., 61.120000000000005`}, {0., 21.12}}, AspectRatio -> A\ +utomatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm], 0}, { + 55.5, FormBox[ TemplateBox[{0}, "Spacer1"], TraditionalForm], {0.004, 0}}, {55.5, FormBox[ @@ -9631,10 +10214,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -9648,10 +10234,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -9683,10 +10274,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -9814,7 +10410,6 @@ c5gcUkHB8kzfYSYYfLU/umtHL9sEHTi/mdd//RRXDTjfHWRuhqLDge59TSaP +Rx2gt0hCQ8/GF+4clLJ2SuKcH4Dy9F+Q3MVSPyskXJoAIVHhho8/tDTBwDn Ov4O "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -9918,6 +10513,7 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -9965,10 +10561,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -10129,10 +10729,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -10269,7 +10872,6 @@ c5gcUkHB8kzfYSYYfLU/umtHL9sEHTi/mdd//RRXDTjfHWRuhqLDge59TSaP +Rx2gt0hCQ8/GF+4clLJ2SuKcH4Dy9F+Q3MVSPyskXJoAIVHhho8/tDTBwDn Ov4O "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -10331,10 +10933,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -10438,10 +11043,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -10841,7 +11449,6 @@ oXBN9+0MAwOHtuXhp4xMXBxYOLvkk8/pOyg4fkw+M9XFwWN/rayFu57DlG9s isXkp7PDGTBQcABZy1Dv7BCjGiFzrkbOgWXxJCtGVmeHHcFWEf/TZR0eJy68 ZiLvBOeDw+OgI5wPC6/tIH67rAMsPNU/qbyc9RLBh4UvAGB0pwM= "]}], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -11096,10 +11703,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -11113,10 +11723,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -11148,10 +11763,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -11431,10 +12051,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -11468,7 +12092,6 @@ QzNIvasGnA/zD4x/R1N2zf9iJUh46fo4xKhGyJyrkXOYa6NzZVYf0P7ufU0m hyUcFEDuu+rjEPL28scZjSIQ94j5OqSDwpNNCO7+5beWPzZ05nJAjx8Ag6nD kw== "]], - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, @@ -11595,10 +12218,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -11797,10 +12423,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -11904,10 +12533,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -12363,7 +12995,6 @@ A+frK8p/yZmm7aD6pHne2VWGDmdAwEcTbj6MD7PfxBgILmvB3ZcQEqS+wFMH sPCC8U+DwjfOAK4fFt4w82F8mP2w+IK5DxafMPfD4hvmPxgf5n/09AEAdQL7 0Q== "]], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -12399,7 +13030,6 @@ n3JU3+EASHyStUMtyJwVOg4ab3n3GWhaO7jvB2ps13LwuTgx5t9nK4dmkHpX DTgf5h8Y/46m7Jr/xUqQ8IqydohRjZA5VyPnYAtyhyzQ/u59TSaHJSDuW23j EPL28scZjSJQ99g6pIPCk00I7v7lt5Y/NnTmckCPHwDbtsT/ "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, @@ -12471,9 +13101,9 @@ jwN6/AAAEa3B2g== ImageSize -> {61.12286924034869, 21.12078704856787}, BaselinePosition -> Scaled[0.31887090512778543`], ImageSize -> {62., 22.}, - PlotRange -> {{0., 61.120000000000005`}, {0., 21.12}}, AspectRatio -> - Automatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm], - 0}, {81.5, + PlotRange -> {{0., 61.120000000000005`}, {0., 21.12}}, AspectRatio -> A\ +utomatic}], BoxRotation -> 1.5707963267948966`], TraditionalForm], 0}, { + 81.5, FormBox[ TemplateBox[{0}, "Spacer1"], TraditionalForm], {0.004, 0}}, {81.5, FormBox[ @@ -12562,10 +13192,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -12579,10 +13212,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -12614,10 +13252,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -12745,7 +13388,6 @@ c5gcUkHB8kzfYSYYfLU/umtHL9sEHTi/mdd//RRXDTjfHWRuhqLDge59TSaP +Rx2gt0hCQ8/GF+4clLJ2SuKcH4Dy9F+Q3MVSPyskXJoAIVHhho8/tDTBwDn Ov4O "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -12849,6 +13491,7 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -12896,10 +13539,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -13060,10 +13707,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -13200,7 +13850,6 @@ c5gcUkHB8kzfYSYYfLU/umtHL9sEHTi/mdd//RRXDTjfHWRuhqLDge59TSaP +Rx2gt0hCQ8/GF+4clLJ2SuKcH4Dy9F+Q3MVSPyskXJoAIVHhho8/tDTBwDn Ov4O "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -13262,10 +13911,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -13369,10 +14021,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -13888,10 +14543,11 @@ bJaA+w8cn6KI9ImeXgFzzyhM 21.315600000000003`}, {5.12031, 24.478099999999998`}, {5.12031, 30.482799999999994`}, {8.026560000000002, 33.8047}, {13.2969, 33.8047}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIIaxWaBsBiifAY3NCJVnRmMTo55Uc0g1nxbuIcZ8 -AJ0vAkM= - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4k8bArJnLXd3OAMCa+wcYPzb0jWJRlMdHDbq 5S1m3OPusPyFh97/nQ4O/0Gg3MNBd8KCH4bHHBw2gOR1PB3e8O4zmHkJwb8J 0u/r6DDPRufKrDp3h+ASlen/HTD5PV6vWEwcEfzKiBWmZ3+74eSv6b6dwZDu @@ -13905,10 +14561,14 @@ MQhEOzgc37Wjl01A00EYFF+1jg47HIAO3aEOcZeYM5wPjt/dLnA+LH5h+sH8 XjeHBxHi2y8y6EDCy9fdwdRmb9A0Rn14fgG796khnP/3W+mDOYWmDuj5CwCX 4pMB "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJx1lHtMjWEcx0sNB5kJzcxtY2vOkUOpt3L5njZR57y979FMf0Q7ciqJGG2k xhBbYWVZFzEtFJOSch9zS4yQynVzGZWWKZfUunmf5z3P826ZZ3v++Gzv+7t9 v89v+prE5XYXJycnZ+WuVu4Q5b6alGKb9yQEbW43jXl1QNTdF3p7VihmZ57o @@ -13952,10 +14612,11 @@ FCHf7AN2UAMbi3+dop0lYtFIej8RkM50DY/FDJuHQYKLh764Ku/EYp1ZMUFp 5VTqYw3g8act13KfooB9JEN6f9YNfzcgbc+uE6lvqKSXXyJeDRQqz8zQ/96v g/8BCWu+dw== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pjco/82nQ93OAMCLQ4OCo4fk89cDXdYcn8f 35zP9g6VEStMz14Pd/iyISB7ljmCnxB7x435hi2cf1u6JtEo1ADOP3HYaW3m PG2HmSBwNtxhg17eYkYZbYdPIHPywx22mP84lPJKy6F23baket5whxkgdTsR @@ -14204,10 +14865,12 @@ bf/DzyDnw+NaPmPAH2bv3vcEY3GqVXsyTPoPc4SXm0qPBn8Ol/kb1xuOkHml v0QgsJot4DCBj7OMaCTVNuY51wnmdiSbBbuzdU05YMtnHlLuRrFf/+/zP6Gi utI= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa -jwDSKwJB - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4qAdcq2v08scniYuvGZyXsPhRNm++VLtZQ7/ wUDDQaj5wKmFSPw/Kz9e8p2A4P+sy9pTMh03H2h64I5dCPNh/BkzgWCnlsOm ue+XH1ta5rDF/MehlFdaDmkgMKXMYcoE/iozbm0HRu12sZuTyhzWqz5pnpeL @@ -14231,10 +14894,12 @@ DnUHCZYwPl27cji/RmSd+8MeBD+gd3qe0NFyBxbOLvnkPj04f9kLD73/giZw ZIkgBJ8BBBQQ/JYDpxa6/itz0FGU/5LzTR/OP1Ara5HeYgLnzwSBSAuI+8QQ 7kN3PwCzCL39 "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa -jwDSKwJB - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4h1yra8Dl1U4PE1ceM3kvIaD/l0VtsajFQ7/ wUDDoeKlmiHHMQQ/SSDCcss5BD/+6QWl21dx81teB+6Q+4kwH8afMRMIdmo5 SLCE8ek+qXDYYv7jUMorLYczIHCpwmHKBP4qM25th/SJb2vsL1Y4rFd90jwv @@ -14255,10 +14920,12 @@ Dzh+35vD+WB9laYO6PkLACZnt4U= 400.44399999999996`, 19.526600000000002`}, {400.603, 19.367199999999997`}, {408.90799999999996`, 19.367199999999997`}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIAaxQYAJSjNCxZiR+PjEcakhVT2p5tDTLlLNBADS -cwJB - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYCYvkNRRkTV1c6pKcBwTkHhwlva+xNTyD4RxSA Ci4i+M8vKN3+eaXSIfHwZe3UhQh+8VbR36fVEHzfixNj/jXrw/nPs7S/Ta/V dvhTl7Wn5HKlw5QJ/FVm3NoO690fVokcqnTYYv7jUMorLQf/3ul5QkD3zJgJ @@ -14273,10 +14940,12 @@ beY6K3h8HGxbHn5qkgWcv/NW19/U7Y4O898vP+b9u9LB/NrRXJMbjg7u24AG Pql0eMO7z2DmJEeHEwtdt30GpuflLzz0/hc6OsDyU3CJyvT/Dgg+LP8AAFSN w2Q= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJ5IIaxWaBsBigfRjMjqWHGooZa6kkVp5Z7aO0vXOoB -MK4CWQ== - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIHIGYCYh/zTseEzGqHE4ed1mbW6TnMl9K/qxJX7fBl 562uv6UGDh48TNrtEdUOy1946P03NHQQv3nue7B/tcPBtuXhpw4ZOXwPfrx0 tl61Q8Ga7tsZChYOKdb3/Xu1qx2mT+CvMltt4QA0ja1Rs9rhK8g8VUs4/9OG @@ -14413,10 +15082,12 @@ bv+sA7qgwWGL+Y9DKa+0HKbnCTUfKG2AuMNH2wE9vQEArFEdtg== Yt4IPsy9MH50/6GvGlENDkfaloefYrJyADn3UFyDw9edt7r+qlo6eJsDTUxp cEiOvePGLGEBUQ8MjxkT+KvMtM0d0MMHADTcg4E= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa -jwDSKwJB - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4v5DXzVi3jU4PE1ceM3kvIbD6YWu2z7/bXD4 DwYaDu+XH/M2/4fgp1jf9+9laoTzHy+dfUSBDTcfaHr/IfFGuPkw/oyZQLBT y8HeNG6XJ2+jwxbzH4dSXmk5gIRnsjQ6TJnAX2XGre3w/PfKj5eYGx3Wqz5p @@ -14481,10 +15152,14 @@ k6c3OTgCrZ9hbQ7ng9U9NoLzwe7J03NIsb7v39vV5JCR/6H15BVNB2btdrGb pQj+GRCIQfD5dTfNfe/d5KCjKP8l55s+nH+gVtYivcUEzp8JApEWEHsjEO5D dz8A6Bi23Q== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJtIAaxQYAJSjNCxZiR+PjEcakhVT2p5gxm9ww2u4ix -FwCf5QKP - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lF1IlEEUhjcVsTQKg4ywwJL4aEHb1F13t/CYJZpEkiBmFlYWtkV5Eabi T85cmJSY1KJ2YYhBCRVBkmURYfgT/ai1KOFGYNq2QpRaWlnZzCznOxg48F08 zMc57/vOzIk4dGrPEX+DwbBIfJni8xPfC7keMhgKnUzsS7ZCft3n0oQu4vap @@ -14550,3406 +15225,7 @@ vv/jlrG3Etz94PA3k3RAjx8AVVPCmg== 3.78195874225839*^9}, 3.7819588388889313`*^9, {3.781959537529537*^9, 3.7819595502425947`*^9}, 3.782037381173018*^9, 3.782037424224051*^9, 3.7820632449242077`*^9, 3.782578994187348*^9}, - CellLabel->"Out[18]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ -eJyM3Qe4JklVP/7rzJ25szOz6sLuEgyAIJhzzlkwggkVBRFzxIA5R0AwYRYF -DJgjKCogCiKCGFDMAUXBgDnn93c+1fXtPm8z7P9/n2fD7VtdXXXi95w6VfXu -9//Uj/rwj7//p370A+5/x3f+5Ps/8KM++gGfcsd3+sRPrkfnX+rk5MIfnpy8 -1Jff8cT/H05O8q+X+POn/nULDf5//v3rxn/OH/7hH/7h8Ju/+ZuHF7zgBfWb -Z6eHf//3fz/85V/+5fjnf/7nf352Nv3Xf/3Xw3Of+9zDn/7pn65N//M///Pw -V3/1V4e/+Iu/OPzXf/1Xmnr827/924c/+qM/WpvWnw9//dd/PXqtL6Tp//7v -/x5+7/d+7/D7v//7a1PPNNXrv/3bvz1lNv2DP/iDw+/8zu8Y08m52fT//u// -Dn/zN38zmv7zP/9zmj7vec87/NZv/dbhP/7jP46a/t3f/d1oWtNO0z/7sz8b -FPiXf/mXOYDzh7//+78fzarnk69cCPaI8Z8Lh2//9m8/3PnOdz5cvHjx8HIv -93KH7/iO71i/gDoPfOADD6/2aq92eOITn/jk8fjK4Ud/9EcPr/7qr364dOnS -4aabbjp85Vd+5RiMHwP9rM/6rMNrv/Zrj67yzs///M8f3vAN3/Bw+fLlw8u+ -7MsePuMzPmOQxQ+Cf9EXfdHhjd7ojQ4PfvCD13fM4m3f9m0PV69ePVx//fWH -j/7ojx6c8FOzO3z5l3/54S3e4i0On/3Zn72+88d//MeHd3mXdzm8zMu8zOG6 -6647vO/7vu/hH//xH8c73n3EIx5xeMd3fMfDh3zIh8x3rg7WfMAHfMDhVre6 -1eHs7Gz8HbX8FG8Oj370ow/v8R7vcbjHPe7h9yeN1y5iz+GjPuqjDjfffPOg -3pu8yZvgfIj3/d///Yf3e7/3O7zlW74l+j98IfvXjv+cHX7yJ3/y8HZv93aH -H/zBHzz8+I//+KDn7W53O9K0cu1TPuVTDp/wCZ8wfnvifO9Zz3rW4a3e6q3Q -9vDTP/3To3fzLFla33vIQx4yvtzf+8M//MPDW7/1Wx++6Zu+6fDkJz95zIde -/uIv/uL63nd+53ce3umd3unw3//93+t7aOPZwx/+8MPP/uzPHj74gz94vFdj -Xt/7mZ/5mcMbv/EbE+31Pfy55z3vefjCL/zC8d4nfdInjffq++t7v/7rvz7m -TSrzHq0q3oz23iMX3vvcz/3c9b0/+ZM/Obze670e8VzfI0vo9aEf+qFjfl/7 -tV97OD09Pdz3vvdd3/vbv/3bIWNPecpTTiY7vmb+ifh+7Md+7OF3f/d3p/Sf -P/zET/zE+HR1t3bxS7/0S4cP+7APOyItcX/605++WqRf/uVfPly4cOHwqEc9 -an0P+T/ogz5oqHree9jDHjZUKT/Pf/7zByu/4Au+YH3vn/7pnw7v9V7vRb/X -97D+G77hG9b3iDcZLJKt7xULB4uLfet7P/ZjP3Z46EMfur5HtF/jNV7jcK97 -3avEdXkP6Z/znOeM336mzfnTPu3Txm+hDRV5ndd5nfnb8u9P/MRPHCLZ32UJ -0bW/Wyw53OEOd6A/67ulwkNh/PawY9awXbrYrOT5QSraWlxeu2AtsKJ/Hhk+ -7uM+jplc3+UNGLqSlvVd2q5dicFKLhJYXmQlFxFh1cpSrO/pi1Via584n33x -F3/x4dd+7deOpsxyIJn+8wz5P+ZjPqZJ//khEk960pOO3iVud7nLXcb8891P -/uRPHqTtc33kIx+5kjDvligN0Sgaru9+6Zd+6eFpT3va0bvY9lVf9VVH75b4 -Dstb31nf/bqv+7rD4x73uGuxiRR+4Ad+4CBFumBwDb2MxtrFD/3QDx2+9Vu/ -9ejzSMEAFxvWdm/6pm96eId3eIejIXEijP5h1b7zhw//8A+ntUft7nOf+wzJ -7iKjDSneWHyeUVklNu0+/uM/fji1Pg/i8amf+qmM0/rul3zJl7wYuWkXB1cu -eH3GEGJzoY313W/5lm85fP3Xf/3Ru9/3fd83vMizn/3s9RmRMx5OIe8a76d/ -+qcfvVtGfFiqJzzhCSv9OFjgorFq8T1XD+/5nu85JA1SiA9+7/d+78NLv/RL -H37u535uSLUu+ZDStCfN1/g6X+ZiccwPqrB1P/IjP8L8DyX0WoGlvMaC3+9+ -9xtoh3X389Vf/dVjwAiBQIWrhlkoBuc1MvLu7/7uYw569vOYxzxmvMbBsYzM -APUoZ5TXDITYTAQ0XjMnr9FogAli4ytKY5bXLg+3yjUU9Ve44Mvnz58fUs0N -lvs4R3uWd66H8A5v8AZvMLrnWvwwGDfccMPh7d/+7Q9//ud/Pvpiq32uSH1y -hAKuHH7gB35g2AaoJKPl9bgBwnC3u91t2JzysCvC8fe73/3uQ4+hXT88KT1/ -qZd6qfEOwPa93/u96zvsEVRE4GPTeFHAD2Ve+ZVf+fCqr/qq9HtFRaTjXd/1 -XYfSTEEayJTZ984rvdIrjXcoQglqGMBcEybmdHqSIVBAhNdY/ld5lVcZzCj7 -kNew+P73v/9g57ROw3qTCq+x2GZGkspx5DXiy++AJfy1H1rzoAc9aLyGKL5G -5AtmTuz7TeM/p4dnPOMZAOeQtZruL8zHhk0/MK6kNo/5cIL7NV/zNYff+I3f -yGN0wj8IqcQoj5GKeLMJJdbL4wtDbOFJZuynfuqnhol62vxbgfthBr7sy75s -AIMi28lXdYE5PXz+53/+8NFgXDXPx4yUATWGok4eEy/oAYtqPHnMwyAIbFaa -l8e/+qu/OjADJ1qxRh5TMnJA1Z/5zGfmMdD+/u///oP6FRt8Qx/n4uNZKhbz -6fMZ22HqxfX57HTQkoEw9eJbOv+u7/quEXgQnPa4vjPsvcitOJ/HAiNYEyAv -euYxAX+3d3u3IZH1eDdCkCJI52w+e+ELX7i67thbFI+PSDtMnIhvbYcj8Wtp -x9wBo71dGNzbkVhCv6HD80DqQEV+uzSfsTQodWi+k2p+xEd8xFG7pz71qYMY -vR020pLeDscZw8PeR5wf6suWcmUXvTwjSwysOOHkSbMd5hHzfTsxTSGKtR3S -kLd9O0P9zM/8zLUdeMA0aLG0WzSMYWa9ikRPnPxFMT6p4ndNLrTWiMLkllVJ -a3CJipCKXWveR5xVviHUZ7uFjhXOHg1DePs5n/M5env4McHw4MqVK4cbb7yx -+Orf54dnJMqd/+Ah867FxdkO3mDuSy5WQojLBaP7dp4VnljbsXppl+8aBwzU -v4uAsMmtb33rtZ2gWgDJM6WdGVYb8HptJ5iG42hu2vGIDHIF82s7no+hxuQd -eaBk5C/jsoRM9YxHEnP2YZInbl+Li7MdNXif93kfbn+dNrT7Nm/zNi/WTpBV -JmltRw7f7M3ebMjY0u50tONnCE+pXj4tzhHGFnI6aspS8GilzWnKFXD95RvX -2ZBabr8DPcBRhqJs59qOa4JQCkbtiUTpyrMc2QY2iiJ2IlEkQXdvR2JB9t6O -YiJUbwdmBOqnHT8RXJ12nC+b1jEv/E36uw1p0GW1NbD2R37kRx61Ezrwib0d -jeIpervv+Z7vWUObnU3Cr73JZg6Z4z4dQ9yTx3QmWlrb8ZpI1NsBFDBib2dI -e5OtHcfSwwmmfm+y9TUx9jptmcQHPOABR+2mkzpqx1RFjdPOXGcO7Jg8p6Mp -sAYgFtfiBrld0i7jVP40jyVIeHtZgQYZHvvYxw7pZIdLxfPY1FiKApUkLY8x -Gh787u/+bjrRIQNNYsMKiH/D8Th58cc//vEDfRVbLjaKhgIx2qIQAyR4xek0 -5S8xtDflt+mJkZY83lJT4iXvZiAlkl1E5s9kwTITHps4lTL3pjPjuTYl3CRF -03JJt9RUVIDAAGANJk3NPrKyE33uM9NIc2JUEd+RqDKnMxZZ2zFC5tDb4SPt -6+2gqqhD2plMEFGfke9sacLzg5eY1EUV9/eWAVSbOa+1HasVleuib4y9nfe4 -6hcjz9VhOMFimk8DQVhoIf/vv/7G4xSCWZzDheFsRKvttYqp67f6W3+N8yn7 -eJL3UAkk9vdbeo8zKmCxvmcGlOvF37u4vucfGBeeWJ3TpcMv/MIvxN8dzcos -6//PjST4kr24173u1az22YhTOSEZgd2ri9M8WRJKUu09kcWjSFpxXku7s5Wo -+Ye94fQsjDz8mCcmAWAUNBiAwn+F0/tnwFCBpJ4ugFN6EzhqYqv1md+LJ3nt -277t28Z6RJqASn6f0OjotXLoeY0d6q9lQNCYLvJMaqS4mdBfinc/ILkyGef+ -zEqHrPsGsK4fAEvuUpu0A7DOnTt39C4wBWBtoOtsBF13vetd1/fzjYr7y6yA -dudHgM1sXcOKCOEYveJsyR2UdjbYBEPiNovgv3y1RH2oBG/88A//8FEbbkUm -uj9jFRpPGC3woDcRV0vf9GcyioXWnzRFnRWHkvcjIhn1/8vAzw8eQJXdAwuQ -CunNBNzSjtJRi/4MyJJtsJyWd8UM+uvtRCcASn+WXJWcat41TD5WoNDHx7gs -vy3/7snKHW8MO9YteT02JIAnzxArucMeo0p49XZSAYk980zEJN/R32XLktJN -O+48wDzPkAd07e/yYax8b4fc8SJ5xroL53t8y7Psc6DiUVzuz3gl5n1bXDo/ -1iU/7/M+76gdtSLfy2/Lv70nTjk0z6LdfjXjRS960bpK0fOnvNU1WMVY7lPO -Pr1nFZWR4OgkY3yFYr0dfQhezTMgjhL0d+FVUL23o4JsX39mHMbY3wUAvvEb -v/GoHQy0ZwELI13dWQU5WuPt7cwhoUCewdfcVmcVsYzYpB3nvl8Ugn3g+/r+ -+m7i8t4OyrLG11llrhH/I1ZdGk2ThRQqsHQAK3YVrkmvcNsxpy4NIZlcGT/+ -n4tkN575zGfmVbkhyyzbq1dHV2Kn/ICxvLLAlklJ9vxXfuVXBKvxKngpVZcf -f5Zik+0FFQNQiTRL0r0KHjEh+aEirJ5FaSpJjfyIH1gvucW8i3YzDBs/6M7k -y+5a4pjgbAzb7Etd5rvXjbbi+vxIoX3FV3zFSLqSS/wMqVhX43oxPl093Pve -9x5oiT+W9BOLF5GHxWJ5UoDhUyXG8TAkS/6cIcJer4CiknNsPIpZd0CJ0ry8 -JosrPkFwiWcSgkdeRXSvJdNTZj2vkRLZeCE1kM08wGUGO4OZ4XmxvwYatsrk -IQf15csMiBQYrIEaAYwu9FISsOHq60eowqGz5pIOSZlZr0AbkQTrxYJbMbOm -mne1fc3XfM3BSsQgNjA6x5Q1C2Gn/uBDFSu7hITPkPuSkIKvnp2O5R8Wyz/1 -ypPmY0JESNnwEpTT+Zg8ILf0QpE2rdGAyCJdzTetJS0hBmsbNcS0NhOSgUcl -yGmdFIXWNcq0Dj2wpkxSWgvCODWty/KlNYXQGkXqzcySbdRSvrP0LKEjXtF4 -5vkFL3hBWgvDZAjmetak4mJZLwzhRRbkQc2Sm5nzvzjiPczRqb8TxSJflgTI -PsTmA0wuwJK/oaFUPjqSJdg9f2NijdHfyBiwkr9hidn6G95T0fwN7ciVv2kD -KS5mca2wAs9UXxSWL81W3HV+QGhWqrTg5OdmO5+XMigovbaDjz2r2a7tKBwd -LtBfvy3tXv/1X39dXH3KbGe68FTFD2s761ysDEuYdlRMLCiBmXZ3utOdhgoh -X9oRf4sXN99889pO8lKIU0KxthPCenb7299+bWdZybss4VyhWeqpLo+8ij+z -9wTI714XLwoZxDZF3Z+dzQW5Ag0UoKik338t20D5ooLHPOYxaQ7RKRMSCrJO -evcVdtFza14PfehDl+ZXhjSZ+0xrjuYAYEowNJ+VWOtaIYuuKoel41lZM4tY -8K3YwzvoKy7JO8SGCRGvAF0SjOjN4jNB3jFD5inv8EgSUNYRoQYIw3s8vkox -71iStfj9lcdmiSYQo7Jkq1lijK32vMIrvAJretN4vNQTyQHzANa8OBk0VvT3 -6Nkdi2b0pUxrd8y/tUaBX1m5dMeI4IHFBUtO3LOQRpFEuiNYgEKZkLU7OoeY -4srSx5un9lNNYTRuW27g/Ytnj55v8YQGDbg1m8qQg/y0qUxXOqNIkIhctX80 -KbuQznhvKUKWuHiXzoA2YkGFv/mbvzmdMTwkhcYRZVJSBiGdoQNEL+ldTE1n -eMqpolqJ582TagjMCZBS8/EWC8PThWqGRayKeifpDvOAF/pUSC7dWcFGEstZ -uoMlYW2485OOJQWIy+pdUoKo+uZv/ubE4OTG8ey6wZ93fud3HkIn2zCD6vH7 -bW5zG7D75FHzfcqQ6Ch9Ii55kCtJnygL1+iDGutTAsTvCFTUXvtU2TBrs9Y8 -Gzic9O+tp/4bu+lmbPokU/5fqoMtqLF8++yCR0lQlG6ZDYpC59Ot4ZNDEpVu -CUSGjoxlO9MtWBAAn25rNsMtMAs3Tm+C5+ydbqQ4mPi4Asg8iftva4rINAk+ -0i/lZVaUSaVfa2qMYyh59erVtV9cEMT0fv1O8Zn19At5KH+AetIvmWQ/9Cud -U32v/dLoxOefuAhZSp/4d8sdBcaOkpWwst9u1SyebBDvxu6LITlqmBiOYV0J -X3nOdejwAdulnjl9AzashcxH+oaFPNOHkBxY1rf/0kjfNC1VIWGjFI6/dzaa -IkttFSvSwdMhC7tprPo1drEosui3LHe6Zchhlt4tnMlnwSHplpvjs4QLIJBu -5SqhMQKq2xLKdAs+w/m9W5gf7lD9eutJCVknuTEJAqiLJQ9UUsqjW5whZKEy -tJfoOFSmuklph8rCR4LH9IFcBBbFwCjqSi2NR3SVvtl4U+19+37S4OmbQEIC -FEN/+tW/5+IcaUlcRMKdAHK/XC2VzicYcMPcPrGs1cllM5TxTJwJoeRqi5yP -nE2ZXjNijtMlx8ZTM9vpEkektKlnuoTiOaA73vGORhtCTDF+MQYKZRVopkvi -LWwteVi7pGLSEqxIhVjpEo/3yxNcExrCDemSlJugiuF0SbMAM+azxC9d8kOR -3kycCSVKfrthPhOxgVXFqtULSKYwl/X+yn6KHSib/oQK+Ub6YwtpSBF07Y+C -GZ5C+vQnDsr6bV9bTWIo/aEYeFVivfYnEmWPrWXsRAjPOBvSlW6hxywLp1ty -wY0rjAjF2QKZaOg/8oO6/LO8Z/rD/JQupj/cIgDKHtMfkWRvyqev0+65g7M2 -ZqAKqg+n4ZRZCLZOW9AGhZZhWvujkUjZ+zM3rFZsnf6kI6/l7OFFCzfpD1aS -H+hs4TVFI32+cgcMXv8ulYQ1/Rb6WRQDy3p/eBFpT3/mmvxa+gOvJBJ6f6Kx -tEt/LJ7nvT/JgRS4pz9IHv249iUbt+Ir3tYCbW8uCOa1e7fyGIbVPw/0zjr2 -dZjcKCTR+2NihOG9P/5EW+tc6Y+bSmY3/WFfluTTH/sSrJX+2CHmDus7uaGG -3p+5Zek+/RFLuIs7Tn/EX3/dbXvXnLVLf+bG0fT+oibdzPo9FijtODQWiCNL -f5yS9TjvdjXhCbj09Edc9z5aBkfgByWlP/7YdhNmoS9TUxN5g/TH6Ub8004q -DCLknHdiQwvEnwK4aBWsymKIEdMt35fk6iDjOSFSdI7sCw2Y2/SCAGKWbv15 -/7jCS20EKZvLZIWVPHCZ67U/to1+WuBMf5JuhI/dSX+UALrY+lsKEG9/+9sP -81wCcWE2lc3C84rX1i6ZKCauQ0gomwXHy3QpFStgJteljulSVhymKBpOHLQs -fsT6nLVPc61Gni59WrwN0Bft0yWpEYor9kuXNCmLF+kS9iBxDH26JCGW2hGu -hpYu2VfcZIfTpSxilqm6HfY6Ah0JzoUBoZk2YMiEH/vYxxZCF7ifDjONrq/1 -Wq/FTOYLyLjnPgsMDPntDWbX0A3rxzzgOjC1KPqCrnk94ZtPCNeoj5FD8oYi -SKkIeZ0Z3MmSdlAmcImJync5fqot7caUMGmL/b08vBu8Cg5TMdlDFpvZwC91 -2yWt+aSuOHGZwHxSTMMS9U9iuZJxU/VfeDCfhN59EhaBZ5LtBFdlPXyyLHQ+ -CWbQWvgvn9SlZ2aeT2rHwPik2dLyfDJl/YyZz0t2+iT/DKGhbAn8jbN7erIP -W9hMIoN4+SQbDAX7JMbCmB82GcrYYKZdItAYU+KTSeRydxSI7mWqbLCcaP8u -oZGCAJPfcEo/cwP0M0VlI/NJiiOolI8zKy7SJw0FoINPpZPEDvlkKsH7JyGm -ucVi/SRZywJGkWJ5PFOSS/g7I5+T0xnOSnaEiPmaQlqS1sWHUw1GWPR4oOWx -NsmZAQAwV0VKd5sqJu+BVpKpyVNAnTJ2JY0PaAYGK+WHMyqVmubQRyXloQzl -hS984ToqVkNUu41qKXPh1tGG2QQ30JYU3nUOjeBz63xPUjHSJmo5y5RkaISV -rZNXyNBYlVRbZWjMAgJI6PdqpqyxZ2g8ITCHCdYAk7DC6mVo1w2bKVYg7JIA -hiYdI8UNJfHyWfYk2RRF1W3Gpz43cUY0BXqB+bv4MB1xqRmfGnCoi9IaH8fI -m0MC4SrTJSWMXEkL+SZTWvMI6fhVPm8Z1JZVNzXAJ0PjWlIanaHRkJSNZmiA -HsMuoiObLK38hsz73eZ7lJdX6+mlV3zFVxxr7QBdxobknGcfm7iFRFD0jE0W -NiFWz4vwAOaQsZEmmQPm1diQm8nkCjM2xod7tGqRsUl6MC4wSsZGx4hYH5vU -Fm8BuGVspJ4Z7mMTL7Ec2JWxESd0QWcs9fe5iLiOTXzHeCnhztjgKTQW373+ -YkayRpvNW36EISQGDhFGYF22kvlvkfNWk49+FS3NjSIjiggiiGXakr7LihiO -RNDkIouzGSAByd6GO49/Xx4Wh79CMJMV6CASpjC5rFAJ5v3nRFqh57CB5Ik9 -gwgY7uwxZ2lr0ou2n470Gg3hlor1mQNIYg5qfy7MOSONOrckPnuCUjcp0cwE -2Dh2i5mUP+L3TYKFJaH6Kam8/7QVfQIEkyKZAKGl733vYuPajE5OR/c+w7UU -7TIT3VL9Yu7KITojAW7s5xA405D0AXC3aVxZk5VyFvhB+DgHwvfyL//yYxoE -ny37kDkXgprDA8BThSqiKasq4A5EfK4NcD8XgTzxMtASp4zbUHze5u1wBVrj -fZPeLc6sXIE94g/vMrliAYUp5pWYbFOh49OGDKhVSLrPJDogO2REBJmzktO0 -F7tzJVXBmQnPAXegQAlTIhATTGh1OmcCQU1rMWTmhhtuWGeiaiObkzIT1pcz -EY5RIJUitFxbfWBmCUJm0kqxh6iSeLMAR/gPUW3nyX4mjJnkH7msyD8zoRWW -BPpMZDgBg3jiPhMik0RCZoKoViYEqgJxNl7+KLsSZUgr6ukzidRAxwwQySJh -gLscY59Jyq8zE1CHKwG+C9ZmJtbAs9f8dH6KFU7amtTIEwdjqOUslHvyynMW -8sr+zoFa8NAXLEQKtbcwUaDi9UbzNWrmB1mKQ7P9AG5gya0a+WFqSKpYE5UA -kATU26CvrKvV6MEdgIDqTGhe1q64Nxp759kPtQLIrJxkpc4wWF4sLJp9yGwK -kKQALyMGNlLanRGD59bxwetiQ4+UpcL7iHWJdJTRiicbRIi0IwhGzKlxMxkx -2QXxGLaM2EytN/INJRUZMflK9WxGjOYpacyILTfDOgjVnIH4XMQEJuRLmG1B -AoMLpJ8bvvXCYAUnhWTQC0OXAVMcJUOSy+kmu5ZNsFBABoxk+xQ43U2FfgbM -T5BiwtJsPgwjRMTgkJgg3Pa2tx22zuCRF5mRW8adZzM6+OXOs3tYQ2ior5p8 -Tr6RmGDAULlUP4MGF8LYa20XiPpJLrBdDFAz7rJ1oL24NYPGT+pECnGAFHtm -MsICTsykSG0GbUKMucqrkpcMmqGQs+HGylVm0JICSRln0PKS2btwQ3udaPCu -Y6fhYfVIBiaVlkFDtwSTA9OcipI+0mUEvBVPJbOeQeOGVT5/L+yxDPrCEFJi -AwPRXBJ4v6ZHWTrrCausZ2bk+iA3QG0NJdaO38w20fNz5JqCELwQ8knwGjlD -gJPxTuX41pEThtd93dcdAlEimJGzu8w8DkENklOvO/62bhkCWMTMXGRp4gUR -0cmytgKRMa03z96kvPSGAwYmiRS9ECYLs5/1rGetCT6Yibl+2tOedvJKjdPq -dbAq7YimNFkFIhO7nA5/aGiGVbrVh0XZ7VdMPQVJpnqsHBLPwrf0ToYIgRMc -8kwVNqctHZmRMaZC92V77DIK2m6083ii+83HlJ1BxI0iRgYHrcvePvCBD1wH -R2JlkzXlOKhmMTgDgYfxuoR9HRxJ5ofl8jI4toQHLEe5ktwI8BxTM7LkSo9G -djpGxrxY5yvpvWkOTq+MHFVDaN6tAoC+bUye0WbjPENcsNv+mgwOlUBsi+sZ -nBhfKoDpvd+UH9DJ4iX5wSzrZ6dthBAdPFtEyQh17bXUYqNNwabwBzqCeufp -I7EHNIV+l5VdB6kpfFasXwfpo9yHiqUMkrbJcfBKqLgfpEhv1ltFL7hYEmVe -rJh0Sj7B+1uAkj3L8ig9Iu8W+GuCGSEtBKCWmR9WNMQnULWM0OvIKB42QttJ -IoLZeiinnuEx01AuqWUJAbMMD021F9ZkeCynGUqPlBXM8HwuS4wZnsSYyjvJ -8SO7cnF4OFYKxCN6c+PDcEYzlyOFy74kAIfc0WvZ8bwAVTDPAK10hL3Mcxbw -MhFtsnp0p/nMN2at+NqOggC0kqT3m0Mlq4YqHBQaGmrZ+wyVdsh4sTk3NcmR -e+k5BezMQlIOfWLuU8vfi48kVLmRDJXYmHpvR6ygVVjgfvMvvmuoiE7w2TvD -dSDWuUZa33RoVcYr8OHC+3iJYNYHMl7miX3t45CzYdrBvoxXAjaLjn1RSlyh -YC/jJW/Gi42iIrQ8Hu8SnDH385SoSAOTPgsc1yELTZK0zZCFltBmHwpRRzrp -nQyZh9pPjajLChYUW4cM2p8sZysOa0RFrjVk3o2pLbJkyIyjUvE+ZHYom8cz -ZB6fwZSkPGvTBaIEgBkyzyY7h/Jpx2OIxEqj1yHDLRkyLyEa5KB5lT5kKgzE -lfBnyEyl82POnTu3DtkwmLkNuC4bUFDDymSGAuNpC/tnyFI29LAXtwiBs8nl -vnPIoviZ/BiKQ6cNmT2I4jHBDJ3EWsYLb/FJUtsZr5iFwG+YdYk44Zea3zpe -mFWC0KJmxsstUEjYNeMVNka4X+fYqgkH5Cbon+HPQ5vy1RRD+S3FR6nnlGyj -AhjBrMs8S0LJ9pJBJjv9QBE5YSqjJ/fZ8JjRg3sW4Xo7wkUIN6d2cYzLLAXL -qCXlUkA4nyNnojO/pYRMoh0+BngxwpCpFbsuLyK0LWt32kbCG/SR0CRhNwyQ -EetqX2qGV4AMXmXEVp3YYvJlGHhZBjGfowXgVB8x22JkJJykGzFiw0km7W/F -nHRBSVLZ0yUEL0h5RsyE7+sm8JSiwZQZMZyJCrIz4BspLXOazwFTAmxAICMG -pkkSBWFOjJhFl+gzcaJRQ0wXYpBUa2Qk9JKjRruMWCZmX8fEUuXd+84Ry/Va -Y8i6CDtQQWbcLKM39zZNYb48WIqWBEzoT2qoLVYld/eIRzwiIwYoNesjFmGq -EXbwVkZM1oMtMmJYNbUksRre5dGtliCO9CHXhqj5JqiTuDHDFnVAo0InPMJT -7/H8fMqsh0wX1or3FT3SMllVuWMTl/36tyHnWYYN2BiWXIRhAyDcCtSVb7L/ -7Pg27CtDlQ1Z9C+vSH4M3dKA2NawGVvT7yd4kp8+JhYrlVEZu0oL7rCX+SCJ -ivTDZvg+bcqKBWZAgMWiYCxUgYfbzj+zi0ZCx/zDaz372c/up+3lAIrUZUhr -4GMZkRV6klyAnKcphcmczGdfbyF9CEV1F0+EOKXeDu0JtszQ28+/MIf4ZL2A -Gku7QWBocZs5IyLDCTCZQkVtS50zpORw/ZbKJJaYNDkENTPyDPBS6VPd53Xk -k5HoI2WFGXh4LzOyQyRFYOGSWSef/nazB24RJLaO5u8iHdJCwm4z25BWSJxl -ITniTlLXj3K81rSya6Ws0zotCkuaZUsqxM20OI0cgNkZoKm4OtNiWnKiV6Zl -yCkvzLSQRFTFI5sWsWLFoItMi5IQ7my6QemsAN/StPTN68B1mRYSyQFw7YVQ -Mi2rV/tSPF0KOio6XafFRe8rC9mCbOTOtBjtrLyalulxMTifacnoAEWMs2lZ -X+DxrES+5GktNUdIwOy27X9my3Wr7inhyczY7qDTjJirzXJ3rAVtS3VN2jEH -gXWZmdwV946ZEifkkQyLOTOznNNnRmYm32mm1p37zPZLH2AC8yMtVLPMzBiy -HIFcOD4zszo8d/yuIxZhJCDMzCQzsxM67YhndnlnZvy3DKy2ZsYesCGONb7N -bvZZdRH7Smosh0IcVhyQmcUUgmZkwIp6poWPxs9fFDcyLYyYm5HX4cLqqcTM -tGSz5jknR2fc5fDqad6X/SsXx4jkHrIzhY8v2JXlIhmMeXbnLRrIon+Auh5J -kjx7dIaNBYOBlUxIEiDJ0rSTo4U7JdmjWworIpU9fAOzlB8tfFoOXZegyvp2 -32hCX5NtDc/4S5mXvVXsVQt0OFAxqQ95dglhyc1+TPN+wcAYOUxjzFyYvn2l -Mrkg3SocMhf4MFsPfatXE9BxstvnIqii9yCod6Q9jVtglLmQx9iozAUN4Hkx -ZTfle5sHdZN9Ca7MhbxnvS6CJhzPYWtvO+ciiwfHZIW4r0aCASl+7PaP3b2W -/ctcoPwcapG5MHTm38+vZoH2FTHkk4w95znPWefCZuxtAexhQaTPxdy4jqwR -2w+buXD2KQx6SRbPnMyNxctc0Dq4rVfXe8dZeJmL9b2s9GaM7EeWT7pdA6N6 -O94/dFjmct3gvaUB46L94BebczK359lqeds5D/YN/ox9s5NA5obMZh4yQ4IN -hqefFCajWONZ55E1uj4++I3t7fOwfZDRkgNJO6FzPE/mkXLBrBGbR4q9ZFAr -8FznwZPgqTH5u8pkRrUnGmBEWJjuRGbYKjolBI89FyskrdQ3jezxNtrhR6+1 -A3d2iYbFIF8ZiT7DUntC3CTXhAf9ogBWmZm63RQarFRYQfyxUFhZ+DNeRhc5 -1ScjwMnE0ZkRadpXRvos7+m3RVuW8+yg53k2bJgN/811hsmc5VoLfgKEANDh -LKOVMZCLMFq4y1JGZsOYJTo1WyFnxQeZjcgUfoL/Mxv03R9y4/ecP9LL8aVi -tlTK6XoGidCxzcZyAHoTv8zGqOWK+Vf/byZmxIRZO2cSqC2Tn9kQT2KbYgph -XZnmzIZEojsEmNlAINkvktlIn/hEnw1Xn61nmQ2plN8VNbW1MMZRU2FBZmOG -0raMIcMlT0pUlBpTbjOFreWTbjc/DAswaHC92QgDclhA336Et9LBmRJpnkea -HJ3OnoC5n5fHGVolzJQUtKGe8bYpsZGgB8plSpJHxAa2pufwhSmhCrshc88+ -2LOWKaXiUEWhKSEJfCcmDJckGbNvMUNlT/nibhPYQGPq7SBaANxCRqaEjFIY -/E59J1MiDHTb8DIlLoQGaC5NlBNLBGJCBxxgvmWyM6WYObBHAh4n4cS+DUSe -KKm/DNUUgfLtRpzFHGbRorsdQ9/M3IUR7dFkpJyVWKsbYEBS5f02c14gBXgk -wGT6BcXmhctCpGyutUv89lOXWBguxnxBPVJW+pUpsUvZcdo1XpqsXx8ACWYp -unug1EWFSxSG6s7pZDacaUDhNN6fMv9kAhKfboBJcyPijySfbz+JhamwE+bJ -CJCNzMLqTw7iyui0zSpR7sJhERgT2Li0PZ8DaXO2bSaCh0SVtpWmJ89HUSFC -aYu3nc9IplyEu2jSJaRnBlL0mQH2MdJQD99ifTozYEgg4j4DiC17gzIDyMf7 -NKmGmM8x2mFjZsA426PCv9RraUpQwoq3aUo093asMyB88q1Fw5OXm10yW+jP -yBe/+kYk8i2LkMEjcSBVBk/V+VvdFJTMl2T7sjM5g8+2UV6rZDRNgYDklzP4 -bLQte7kO3jKuYKBGNQd/YUyaWFslse7Q7a9cKZb0fXc0m7b1a7F4L4EqES/f -3KsQcqnHnebnxCgMk3yiGMbnIkWUMrh0SNG5eWtOKlCXZss3WS8Wxrjr75Em -6T+OM+dOGWYYAhunKDZaDRDJg3LOmQ4Rwc+Zisp0eDMJSkN+pdkU9ALxuIRS -7sxEbg3vNgCz7Gqai31rsoj9gJ+Y5Xo9kyARQCL1madgrZOg0Ndar9HNVvm5 -7CJiQJgjwGQrjV+SzhgA+GQm/DTrLPgrAqQpPwjXEuLMhJZpulW0L7vKuVtL -piUumQl3iRWABMX1SmYiWbDf5WjU0uTWAzMT3OcPLMIIqw0lw4OJzITrzkyg -CjAMAwoq9+I/1s9eqFloEGNLEFM2kZHAMjnf4zZzJISHUDDnMibWePrC7X79 -QZuA+AgXgvoena3RZ3Q02+RghV5vwr737CqblBWVfrJf1OP6+UxfOSDx6nwG -5aVWOfEqT5Vh9x3KMAxBz9RBpxxQAIJJxWbqVDEHjvS9dIFkXa/kVpRbr8dz -LWkLGAOiXIrRlpqnvqMB9Km/J/LLJTB9xrID2Z2UGTNgOWI9M9Ym/qPvoQYM -KVpmjKpGSxBowHYUyfJ9GQrtM2MUT/lIZuz7+uBGC0H2GcPJgvc7z4GoYJu3 -R4wfzPesX0o1T2Q5mjZTI6nYp+1dIVkvtwBgTaWf3gJhAanse6btmxIETJXw -oSLHddoCUNPu/kBkKbjewOtS8wZC6b9VmHMdOdY6Mk6WUzV9bjLfEFKq7we1 -a0ovPV8RkGT9N1SQgM6+k4TL0j8gNLnKjFFdmmpLJi8VjkSSW+LtlHOm6MXv -WVJLH9IJloNg2wik6BTVpIIyXVYaXurTZd+O1ffi+L3vGTH9+j3TpTWpyM50 -OYVUbme6XhMYcQI9CyorWcZpZi7G+TXDlAIHzG/f98USRIfO2vc5/H73IXWl -4eWo1ukSxGQuM10CnarhPt3s4fGjTUlApptlefKU6eJOlroy3Rx3ST47ZwRm -IGemyy6LGgROuLSdgLRU1iUxF3mGJ46Pil3uMkFyJqZtFecOErxkxhgZQcyM -yXdXbVMsQXiZ+Qr4nZXNaDAmJZ25oLHVWYnd99dQmISwTirnpjlxYR0ITwW4 -3r7BhYE43kyxlNWCpj08Y/cSAmR/qdGr8eJm2VYor2TkVeaAYEh2RqIWquX5 -c7XMS096IgZeAF4VVmXSZkUJHWYeeoIl+229KuS8ypNntnghL80/cbnWS661 -0Pqy8xnrDkkDJD2ySJ7n4uyXNmB9XDYtyFT9LXvLTZUHoUFisEwVlZFE0FT/ -zVRJM6ksh7FOlaPYp5hlsEBR08lUoT3BlqmirKtKbmmqGAaj9tMuGJQUFWaq -smriZ5EE7nDxmargl4sXKcjk2JkNTgvWIsfIIVyyGnp1Tp+5h1hBwyJFnJF4 -LUi/J2xmFn+dqpUPlOdgYDe7qm9pqqjNBjoRNVNl43LKWqZK0iAhU+WkZG0z -VSZbe4WDpmoXFnvJLWSqSMVQ1BzWqWILECllWgLeFwT2ZZmMBGyv/D5TZSYN -yfABJ2ToUz1eylxqW7K1qB/1w85tGZOlGFmMZ6q4bjd0psqT4o6AiQCTNJhX -giFT5UKkEEuw16lSHmxR0ln/n6kS6qx5hvo5G8FvOcgtpz5arxQgW9+7pakS -1L1igNEUAF7OVNkAiajULgoiXmWOBhiQixMSmSrzRCkIesMWUJIlBRfTZrZ8 -tgwjA1sUvlMbwR71IlSyx2Gs+ljyM08AGTZ62OFzxDXBkNB5v54H7rHILPfF -Kb9cHHfIachZCBWrm+wD53p0xdwoGxWOCdWQr0jVIZRx3v3ud1+nSShZOLHo -msVYvQ6RlI3Zi5u1TsV5t56zhQJ4KLwlbkBSr4mKyN4w23MFXATjJ78Knvbd -T9RB2jjP+IKZ0DtJ8aZJ5hSoLC2jujhGdg6fzbaM1TL0y8NQMChZojIELgU2 -9EwyqUh7ZfYGa/F1epLlER2Vjblu/pnQZoebJlxuBUkx7HxCYrFedMcEcIuh -HaBpnFRQMohvCu1IW66JyaYxIJRMe6/tywsygkXzTO5iLtGtZHMQAD+yhXkX -x1oEpw/w5bbBMnyLfF83bLaFemv7uIBs8zyBQTrFjKEZ1M6gIYZggqQUVy7P -yUpOWij1FUwub7h6wmudUZiN6kx1CEYZhG7eF5wCBCEYe5qcWAiGKgSZiW/n -8+RKSuce5xmaIkLNdiWYfD+HS6ZDMIRVV2DdkK1jPGqWIRgzJF1o+dByL/OT -KiPPbSUJwYg71cZ+Dk+XBT0uzz/zWSTJVzShYc2lAinXWqBGehMLzWRMFLB4 -zl251Tc0Y5hh723B4nSkX8V8/Ei56J66TlSS14EV9urs7GylmeQ6b2rBIGvZ -kClcBxQwTsQgB86eTcKxRLnuBSpAuNyHSgLdhRrCGTZxMUxe2aEf9fcQzsix -CDsRzWeL1r04N/tHY8fF8bEoOSmBNUZktA/sirTQ1oR1qTVizQk3i1jvhnCs -c4onemW8SLMkYiWciQvRyHQIxwDTDdIhq8Z5Gv62wHxxxDssPyJBadbXCqCm -tsDibpB/zBcxofi6Qzvwvfgb+nGrmQx4zuwU4A/9hCn7VQYcD5IO/Vh6YTsW -8BDbaY8L/fYbNYEWvojcFw4M/Tjs483di6PwTHFL6Gf+AALn0YtbrAeQffRD -Xyzdzk+7PKQl2yPll9EP6k1BA9xVAd2VOSuxCD8TM+byxxDO57AbTc3aJ0v2 -e8XyviBOCBKwGsKx54ADoWS97I/sB0Ds94lCnNbCMOZFL3pRCCd4zVFTIZyu -GYGbbrrp6OyhnOWYM53xRryH/ew4H5hqwxDObMGOk3ljMY2FoXNSCKEtnxCl -5RCtJNJK3eFVCWJkkpliiugzjZMUfnFUokZwv8mBcedzBPq3mr1ZolT9ZJFC -2OLDZfHPz2vmGX8fsCyV80T4Ff7cik2L+VHmeC/O5RGss3Nm7zURM8/HF8TY -l4W5aTZnSFJ/kTXVEMl/ZeDXL14ZxlqSDjXQmLUT0kEERsL/givbuv+lQVxZ -WosCCDuvbBwjLXt0NpsJr/gMgit4FZZRU/ao7ErcsXnkaIJ+bCHWbccMXhzB -o4ITE8KZeQVZpzKf9uAHP3ilMiOLFvPm4b5AYd6gSajMDshlwR28B9HHHIpP -UZGv0FOojESCkegt553Tru13p2U111CZWQEE5wlB43WUFtUxsUIjXWybfC4N -xUvER3xylQ3FKyUNlTkGg+WeWGRzJgPMcDG1g54gvL7ij8qMWKhsMUeSSwVc -btUrXNCpzICXmK9U5kw5ZravvhwqYz/N2LY+LFcqymeIestXnJvn5IOlWUfP -WcY3zgFxHxgSGUamwjvxOEBXjhLPznrShJcCY+6F0Ik/sg+b7bC/X8wdapN3 -3CFCjPLcKjS4UDQJcMA01jKXG0xcOJomIIkFplI5aLCHcBH2G+YMMZSKmSE6 -HpH8dIgSy8hcFDGCnKS7aRZv345HkA3Ea1FT6MHawdL2v2SXRg6oEXYiK6Ya -fOJKtAAhU2vbq1RBnFznmm+wk+wf34tmnCb5YtulxVO1Ukhspbm4R2TGCmM/ -lBU+lbEIzUmA2QJyUC5pmUWyAwELZEJzxjF7cnqBZCpIbpgKwIwDfiykmArN -Dd0Z/uca4S3lcLDF9xCetUttdUGmfoASosmDhSiYwS0zonwrs22EGESlEUSY -hllZE8AcZg6px70BobqygsTI+YAQhS4ZJiTIGKA6Eyt2Z519xHbFUF3kRFT5 -PdCDWcYtNrcQVJp5nbYTHCh9HoySY11CcDn5fUWqvHB2FITguSXEaGAA1vta -BJe2RJKaSQhukiQd38tBBnHI++Sy4JxMgQmsFh8BjTCGbG8029cZSUzqGZTU -I/PivVaWVCZdH5oL/SBHUgufzTXUQT9ehIrrS2lEAjWCICdFh33f2Oe60xAK -Bi8G3fcgXpoJ180a6mGZS2xDeFPXXSe8brOloJ9IQmENqRz2uXEb9tmgNc/r -H/+PxUJ4cUcIT3fNBq9KHEJ4Oie+3ohyeZgVxGOosJ5QCXvwjV1jGkpAQ3N0 -y90wrIzbK0Nz6C45+aX7q2tlioV3SJN8ozl5lyciqHEeRdNYDuLAqEDVtF2c -QRD9wARbSHhpdMMg+gRRmSmV4QhquDtoSOQToMaddggcEmIg8Aao3e52t7sI -BVRT3ifhdJaLMMogxLLJV9JLXFBK0beTkD8RUMlNPyIICMaFEpnciJCKGA5G -HERs5OdIlXgpldWlIStuz7UAMpxhuhS9HEzFpmu2EGkQwiRJsf4qMp7px/W4 -i+UMTNCVdxPc6syLptW3ncyfdRUOVs15mj0tmLriUJmAEqNJ5QuTyjCAEryC -D6t5pYm6UPoaKsMHqLztdlyun2G6OYb6e78xhzTxG6USN07xZ8lySwZPiMK8 -ILRBblG4ejptg2AE7TANgcFCMLB0eiUwNSHaKWea9w2+OIFxLKEnxGoFgVb3 -HUvXIjAlSE59v2dlK8JczhWhxghczqwTWCZBWBoC0zlCJq2cairqi8BEvEYd -MmDjPNLxaFeRdAqKleW+cYoxwhI/Gkp6UIszBC1ykEcKps+3CZM4NyjkPBaT -Y1glhtYoaLnxSO6CuYJZ0a9gw7UWNE8nsUiC6F58gYT8JTm0S/6WSC4VlQP/ -+45jkALNQnI4gZmYJI/lgMtzMH1IDsyI3fyWRWXya4gzFAjJJRNYCeIfkuOO -SYtbynaH5OItyI83l4dEcmiamcO1k3bYWkieGx2sXIXkORnIcs5axHY21AOu -R3I6DgWjYy9T7vQ7P9/TneQNN2+BxOq5YFQp67W2sIXupgDJdbprw3hZ+Avd -rTPGY1UgtIj66RD1ROHVfUifwu1Oeo6JnDHU681dS4VeDkvv9xLyA6zUesr1 -cogf0kOuFeqdm+eLIpGUjtaouWH8BXMl3XOhDYT/hm7WY9+WK7Q4D8aC0INw -/JZA7ZYoT7NJL7DpH8aNXlpnvCXKZ89q38htZsfXTyyn1BFv6Yj6JxJvWwZM -QM5ual0GC4fsPo3kExuEMMQYsWyDDFYXsWJmEeck4k4+VK+SBzJF1Im85+Qr -w9jw/ZJtjdXpdc14t91gs2wVY7/ZcUxCceZZ4H0tiuc4XDCIjPsG5wp5PfKR -j9zsf8CgCM9alHxJR+FyC53ErARpEJCUvwqJwWVUJ2YhMSnJ9r2QGGfBXNJd -3OyHKEC16nUie0ioS6MqbgSOYBwqMhwKFzARlaGtbHyQKLGOnO5ZQporPO23 -7VCD7bjaszEyFMJBcJah4kqsVN0SlVVSsYssOYtuo9rDHvawjcpH2O90tJES -AnlqPhmS8OT4bMtlOwmovGQylxonQzzO/l8cquV9GIIKSBEPxV++SF5lk62k -l1z1nXbx3v2oOm+7nyZHlUtYwHkWY/qlSiy1ULNYnS5JWa6ejpWk41Yvt90W -S1m9z8vWSyFJpYTGYvWc7pHFc0EN3GQG4oK+SRwSJFF+u8scHqQjXQGglOb2 -PQrHmf/zY9WQKHUam3EqQLI0RWSs8VgsI4KOBAuBJbUNTyxdMVyoQbBzclO/ -AEgoXj58JTCcJqkkfbe/YoqUtv3siLNHXAQc9LNQ0MuSRYySEz7nmou+o29f -XqM6gkmRaOVpLOykvXW9nE4RAjNrLIE8ew2/b6Ew6k5gYYMhdgIH7XQC0wcJ -BREI1bf6GALjP520clC8Pd9mIo7u50dBN9wFo5ohMBuMuLKVbgLAcIf6pT/I -fn/UFvVmUraarUvDsDLG2ayUYmAgtQzu2ZwRy8RDyjqZbT/7WBxzfGj0Yl7h -BtJfGpGRkq7sa8yMLMUiLJ0MUWUPfE6VQohK9SkNdwWDiNNC1PCcvpcyhgjy -JSk+CxFknyQz+mYxk0WAfoUO44SodjOlP8EFpnQmgZy8Jfu7tLtuENoqkowR -UJNrx5kk9lVlfcRVwTfUZ0yz+GOlrKR3EgB3me3BWLLFSPpb32/Ad/CQ/c6k -bPbo5IUvcqR+/BG056wf3p0pbAuYY4y4bj5ldFZ6ABn8F28ZeuA4zoNkGYMo -j32kB6EvQ2WdAEDu/aEvTJ7+IAb2r9h/krNSEzWTRsKvTjo0Y7xSGHqh0cxG -X8kCSgHlpr3cdKqcQ2NRiCUd/IDt+uYZaABe7DvzKC9+LKdJLjSmMd43l9A4 -J7jJ3OdsrxSsmrsoAKxWAxaa8C9iN2fvhCaWL/CIrPRtqfN6g6ODDyCaZcVi -a0dGRGf9aGewpdRwpTEZEcwzo8bVr7D3PHXCobE+siNE0MxApT0nlP1hrzxV -ll7CJzBGyWHIGxFgo7rNI46ehbzYANLYshryIrkEH9KwEgKqlPIbHn/JnnJY -PU4TGSjdCDmolfMoTCGODUw/jiqWOjze6t73vvcK0bTbr+EhyfFe5wtj/Awn -i8Yr9d2OQvtsPQp52WViCkVaGVbLl/ZwVW4oXEDritDk+CxeilbKevU7qDBl -s69L/jrl0b0sNlnfW82/MCaiWNlka4fSTVL4a73dxF5m3U+pIDT7a7OEAtp1 -f4CC2bkbQabQVsvsEEx/hDKnZ/ddZrzjdorLdeNd+A7aoXgMwDScI2/HACVN -KkSSH2T4GUO1aFlgocxwSQRYv9Ar/7U74Hoeh76Slr1K2UovOoyghLRwg0VO -KwvsEmctOdxvsmAPCLbbK0MKMCd7U9K/YUFi/b47ApeDWTqKM1XF4OmPxORw -h/SHpTCLouuQFgm5XWSFdWRujINNk/kq/LSSlrilvoPdpowU249EHZaFtMbE -bxKx+l6vH8NxiC6kZXqz6tmPsYrbDGmtbTDpQhbmE75F3o4OfZZbUSIXUmBD -djalf5pC7/t1rTRhX2nNDAaD5RuWA/YH4vous29Xb8yvNTWxqaSi7Kvl4XMD -yJzP6Q6z5WGFHCCE1JWQzOLHNNFj9ZfLC3nREdYTExdk6JcGTo6s0+IFcgxP -rxCkOBvKOFvvoqfQuhYl8e68TEjJXO/JoW1WhtM/Mw6QyxtkHCKsfTQm8wJ9 -9J1b0E7y5An/eRpobvvudQPsyyfaJC0gJBZSByTXQtCG0MYZXIM9JFfFFyQ0 -C3cGy113d9dJWmjBWIlIO+VaFjUphFu1aYbcGSrpnoBgXS9k0wyRwlBqAELG -0V6jrrBscCcFidhf+ikjBCMXDl/HwdbmNJt+FDbP1FOQgO7+FBiJggS4Ia2U -JO1gQ9lijh8Q9+M7gFNI6zmPhg1ZGp6nAg4D5BrgkFaC2zNGsxUKsTNCuE5a -OD0Lov268ODCkBa25EwpC87lYmz7mkJa9iw3undS5IiVbnRM15D7hcswTm9H -0uDZHvcjw/4gSDYxB1uGtLkei5LzC+KDuWtusFrUHdJitcCOFgJEXODcRDWM -ocPSQ1oAgiuTJ1prdZbq9dyhkylJTyTY6zcd5rL5kJa7Y/9gJqYf1EVaJ6CH -tAwO0oLNIYV+5NQhk/RP4sH8rf8F/3GD/cwfqRJps36djXGIOPttfpQ/182G -tElcIK2cCFc5K96GLd4uS1jWsPkJGFG4NLdyDGiNFgqvloq+k48c/1lqC9kM -Qsx2Wt/IsBmGbM3suz3nz6yqXGAwqeB2kpvMsdOUKlMGlaXORGUhNWQOMG1T -XiLhbBPt50QjN7KG1NYZsKSTkC3Pmnv6s/K9P1KNMZPqt5ie9SLz9X4Ooc3F -Ui5R6Ad+JBOWkgYSzbYCjNlPIJqeO+wHsbBg23N6OtIgoADJL5HpODGood/z -vSc5AwG3blUSCwATMXSp5fYMSa1tSM5Wx16mHW2IYcpYaJl6EAFWSE5ckKSf -MQRhcHe9P0hifxkLP5C60ixY+AaQmJuuGJF5LdnaF/c3SwJOkh1CVvOYFfpD -2rldmlfjzauzMnb8dtOkvGdcy1xB6PuJ8pWMmD2ZO1VXyhOc7AYP5XObmZR4 -Pm32ZiR+63bleIf4kkrZXwJJ6dgfsVfsG5O7P+0VBXjgviwEUKSyp5e0adsp -z57hXM6Tk3clBRZc0he3lKxkKM+dMPdCehgwB2v7vcaXV63NJGgL5a3CoTrq -l6fKLPA3p3JkxHOzwRHlqRD/D1+kLhnIn55g/MAWZuNa5FDdZ8lFjwNZ7f35 -ZPpnYiTK+2Eb2eGbdiAlOWWK0p++JHL6HDjiIPSYCnNl8gQ2Of2OqWAqk9Qi -YZadTmdvnkuCaSOYQXVeAiiosWUITMdMkq6FU/w38rA0LE4/SYmZyc72DJmA -zcMkVrID5SCeZHzIrupj5qbGD/ZZkS2HtJJd7pJZ6GQS4Eip9m+ayvEi2GI+ -9uzhZZgJ+cL0d62TTFnw1BeG7ObqG9jLkcId2COxnTwX9m8bzc6Gw6TUahqY -GHBQlFDjOulSHg8ZmjMi2EWpxdfELjQn0jkRIOOlYIlkbjufgc05qOOmOR5i -M3NV44cXAirKHJ/sc3I9aQOWJsnTt7fkENvQPNe7dJoTVxGTHF/64yVz4GD6 -E4zmmKYYCnSBXS2PgNESX0w0fj/vec9Ld5YXsxwd20T7AQrp2pN52TWsVPjo -CJrmONm+W5iNRXoOvy9HMkbZg5dhY1UsT0hvRceicSe9DP8M8lZRkZYskViX -KIlGIgQ/PF15setmt17PglAoTitTC9jROrgn45+pihpStZahQ8o5Zr1nUNlW -Vxadk/46x0bMWr78YN9WVb+cXcuq5lxVqXRiXwNbB4BOqSaehxF8xPwTN+eV -S5cureWBFkEsoElhBLKTrFwUc3GrARqsdpTW7WY7kFyMrSwq7lUUADsemtvU -l+Fa0M78sS5GOO3QLcFsaAw+T81feUGcEjmFxizG/qRB0Qw43/uj1Va/gaJA -cdZP5JJjTmXVOSus4HxqTmtb4k9s4VbQXXvWxnw8d3dWaCEQhzP7ZcqsGc2S -qQq9WdpUVIfevsPtA1eht/FYJYKD8w0icXx0zxJKcTzSPaE3X77H7qzAfkMO -NRXN4mnozTrgjdWY0JvaSpP3/qjitW7OIPvGHBqCKuYrjc7Ciy6ZDPQTnG9p -9EvDa7BgOa5ZISXYxDyUnIUMcDd82e+Gxh4GVnY/y8jQED9vWCO1sqiXX80c -hCj/E/uCAYTBbVz5EvdksD2U5xJkhgUfITjC7pG7/Pp+q2wOUOQGOnKn173+ -hCuyct2LPAUyYWraEcykhJPX42qkkykS18/Ez7O6R2oCAkuKFaywZJ0abvlA -BsF8uCaKmBpb/gCy6Wc7o4PMPqUJ1dlXdmuWM3Wq8+hQQNnNUF2SWFi3Hbiw -HW7XEx5UWfhWTFupzvKhXD+FS24ppwV2IJOi61CdGgFenTtMA6far07GwSzq -91P/swAYqmejOUpD3lJ/OMBsei6LEaozezgp54XqktyAHG4QSt8P1Zk/XO5V -3lRIiNyvotAnVzbPsexUNzRWuuKrUJ1DEl9I6QQ6ouQM7sePNuTBgQuhOGW2 -XNqho7R7IEu/7iGn04TiHOr+fFX90Qdnxqc/jiexWD9aNoj94vwLtE9KLCXk -bHeGxvPSzRDbghTUmp2jRJ14EnGyKCgPscEUvkBlV4hNhfj9fkEGt4ui8hw7 -YpN6bqSAZiy58Dr7YiPi3s5lJpk4zyKsP6zI4eLwfDNRNn6EPIVWAl7Ehdnz -GDpztIHolya1GeUZy44f0kJS+4lCYtOAnhhvhld8m5MEREecZ3R8C1uuG9oo -hMixwbTVtFlrDFBKduNsS5vxVKkLp5C941KUIGu/Bpj4Wu8U/owTWjefaShW -+UNpgViyp6G0MD63doXSwm6Lg9vVOhez8Xkl0fRFoTSeZjkhlCZtWaQOpRUI -T+qPH47GkPo5tIZDQzqlJT9kEJPisuVC31ChQIqNS9vsQuIhsvOGeyf58zbo -GSefLPm2y8NTcwQQoTQR+ePlfSaMLanOmrQyM3p15zvfub5aYzpZzvLAUxeg -huCsI0J2UCjSz+krIThlY7V6LleomjW3tMPA5I9jI/i32IN+vYuSBP6pX8y7 -/65p71cqUvJCjMI1Wuu7nvNpSGWuCl+z71m2QkYsO1pltopj2cZAGOAwdgZl -UZj2yvBrbiW0XSYHQsIsewrTNNUBoXBqzRRudBgYMc9MaR+O2aEUCpOFBPBp -RyP3N21INuT801CYH2EhcLavNe2X40w7NfXpD3f4XOnfUA+c5WFAYr4R0qr+ -8megCqLMxQtIU8g5xAVozY7HJAuIS+Kzq124XXFlTIZ8uQ8haP1zYdD3dPwq -r2PBvLxbnKEoDtnF0iExWGJtugMwJKGeRZajyCYLDT3Fuj+zFJAUiag7CokJ -Hdcu6x4SY4V2HXCaDZC1bXRbULrxYU9oSMmw1xQjoIWw+759S0nJcAn7C9SH -xFKqBE1oT7iAHpCW92KaGZlS95CYDNIQBNmROHexFQ07ypMiYqx7Vhxi3++z -4QLvcY97rCTm8o6Paj32Vf3+EkEKh54sIRkRaPR2UN684/ek5zrkMrC7L1pb -KFC+EBpiDy+Q806QuMT2uvkBhplyEbBcTSGG6dcCMiPcHOKJYeUeuHHen/2w -b6WUNnTGtRzYt6OzlWW8bmgaZlOy5j6Mm+czIibd1enHS+FHX/1Nbqc/E8zD -e51+HC87SV1CZ0Aqqwr74LunvKiaIFmqsF8FmGvFLk06y/lD8rm+D50rwA+d -4S6hjCwm2VRQZDpYGjrDcsyDVwFxU+NIiUhi+dLc0NloLSsR/x2diTj7UIgg -VhmzcrJK5BlwzLaMHnQLZns5DjgnguhRC+CRy5sutXdzBGZMhsIHOry1OxvW -d8r4+DET8u34zb40fIwJl5Oz+HmQIPag+BoaE6WU+nLdcDBqbKc8XR5WCD0F -PCwUDCUPQ60Tw5epTurDxjGIb+/zfFksE+pyn/H4oS60mbguVLPpgYr1AlhD -4vF77MhWEYG+iQbWSsFSqMuYH98qdja0RzSdn6Q41JSnL7HbcQR0cYif/ql/ -MFqZ0lA3mSXZodyxJZ8tkJ7Q7cOmZMqXopI08HrJ4CKwHDybUQTryE0MW5q3 -4P56xqLm6JpYCqmy43Te9QNDsB6yqnMpdXzG1xV1pviKJEFqosAMR7YjZyq1 -W+b7Of/d7xHQfncIH3qcIVxuV+TYGZdWZs+9Jua5Mpuy3ziqeY0gj3ldQiPU -LRXIoRvkIffS1RxSQMWBgEugCctifSBOCLhktTtZwe9An5AVs46zdsvxfSwR -cSgSn5siIE7CgQQdOZRCcjZUFQvhnmCkoEOvNM8FBDHBdG5/Ry9fFDMVqmIi -I0cgCoClS4OLlw355B7omOZl2fI46wcGVnAwVOVX5QvkjcoRhqokXZigE6ZG -nVSoaryQQlF7pap0gOQeZe2pOfBvS81dP/pVLqKeCnrMTQRIyL7nEBIcYVq3 -2obTYVYNdXcOE2/HdvTaUpZ6v1mdWUxKOmSVyYBO2a7SrXRp5qyiLkM/8Jia -cuuPfvSjc15VMkgmz79so1iO5QXEIOiSjzgtq1kQMzEqoBCyQilySqWPK1nZ -XgzjIq+Ve1vQwtWh16Cfxa+se5qr2qx5QuTIUyFpoYpQVJDvk7NSpV9rIdju -dz3wRYHMfWN6YrK+TUrihYpRv15Sn2jCs5A1RyYBAiUUOTyTFeHDGLbqMhRF -beKj90Ijp20eTDZpK6PSM40CuXJyK0VZO+GzxYWOvwjWlle7OkBHFjtymDhr -ySvMXMcAhTY2lxcMRUEgAsVQ1/+HolpSdWoUirJjWYbpddg5a6vvi4p0MSEM -XD9Vkc/VbyhKPth6M3/Qgx4UigKTQJvRlaL3enc5uO2q8+UqkOShS3lDTh1b -8QXz9+R0bvFLzpxdHaJjYrrOYeUmg5xWl5EYtJEKKNsfcsY67TYeEhrk3A7L -Woo3cjVXT1QmWEmXyEWl5sWFoWRyE5qGkgbKFAgMykBdbeQhHixBKVUoKTfM -O0BwoSRxABZMs8xX3D30hUpoeHFSku+iizZ3hZLGepwZuzrgDh8mbpxr5cMJ -+QTvAGWLaKbCxqALg7kzfngWk6xSxE7JGnDtIaf8TRaPemyl3XZX6OmQYAIg -Z1O0S5cACBBGrELOpGsAsdLWkJNu0CxBUX31CEedHwIR7Bz2W7rnLIDaXr+d -8tC+pSghfXSdGoAmNCyxVs5BcFzdufkl72WhEepAu8IoYaxPSZY446OMbj8S -CYVJUTwsMmCutYcmcIjOeCB6PzVCzySsnQ2a0s/DYbuxgEYkPswh6PgajBU+ -8utBCP0eIcFBX+wFofZ5/uzR7fTDLaLFIy30uzJSQGQlN3JFueWIIX30g25V -AoWA5sSK43zb7kqMss09Rl/oLv0BFzURI058nBrnEJCtREBRcSlBP2kktTz9 -QpeUIoWA7Mp+s62Ftf2WY+hEaGB1IQQEL7J4EnyM8Ck/TP0P/bRaSkRunr1C -u0y8inZ/91OhyrlRBnB+0E99hDxMP5aFLpLdAkQdYx5XSS/XaQnJd0aUFiTP -OCZxbir2PDh0vn1YHVMunggF+eiEp/2CGI5tOyxyscyxYvk4twpx912GUrwp -FQkF4cSUHPcKqnno2iqCsCGwZFIZv8XDRGnS3fM+u5WErKeEPnEuBJShoclx -NfTpmKYuWKJ2Hxr+pv4qs7AIbCb4m3aQbmrSQz32OzVJeUb2jmvXF7TNc24H -sy/OyvalvqyKovuSOdTLaaZRYAqd6t2bJvX8zrPzagkXaWEKhmCGCdCOFnhw -gSwX9ft2z2xRCvUsmckgUKXyjj14ydJ4ZuGrzJpUU9oR9ZTLhFKAbsoy88zs -c4lLqIcbolaLs/16Skmjcvfrd1E019eGenQpy/ShHqySupt4ZGbXN0DbuTg9 -+su9ogJxwgOgt2M65EashCoBydBQKltYQj0kESoQjnYmGWCSurHMAtyAhSVT -046Ue94pxSbRNMFKngHhWVoP9citmUkG9ouDJQgLFK3f5SiyzNavb5KS6NQj -AFmCD/Vy/ylSzM2Qw9IkG2vqqAe7llWJ+Bk+eDQRcZwCfqfqLgQkO8ynERZU -z0REIwBjP0BJU8/7hDmOVO3mvH9uf3/FDOOf3ZyzqusB80/SwUm9dDAlUHJW -U0Aa6Y0DNRRS210bOvun+BvXoWv6JpMlPOXS6jPJWNF+Mss90/CcwGskCWH1 -yOjJAYJR9h30kpbsHUjQrD1POY+dCc5h9CAzjrAdPct6C5C3/etLiQ/ZtVLR -Dv0AGkXteLvGVMsSQao8k9Lv9zv5oYPrtM/3q87Wu0y8ggm9Ygcui+Am3kL4 -AGuuxBrwngmYVzIRJtAn+ogBGGF+RZ0wgfpBhQAj2G81DqX0HCbomcpYWMhJ -0H156SWd/YMRNaIwAb91zQyXFoUJnIoBbtH4ck2mFXoZ6zJpvWPSgAmPf/zj -+z0i/19M4Drqo7fEBL0LOS3P9Dtrjy9VvrAe5OXHNLebCJaDvvQj0VVDuGmO -BvSAYFWcSF6iZhmXMIGi+JOsAk2wdGqOPE1CEXIq84ZZRfAMEOa91sFABklC -akChP5wEgsMjNeb9Puwtdl/0hUsQ4RS+6OG+oZMjuLAv7PgbDgvewoR+q58f -NrvmGiZc6/6Xa1Xh80aC+e1zF4Y+5vBIJtlmpjAB7/XrczWEMMHngCc0QF3Y -r2gSJmApR0MDaIJ8FJCiUDxMANukSdnYAklhAm5LYfV7UnOhIyaUlQgTPAIO -2MUaXw/Opl6s2+1REyIig9BY713pDVVkE+t5NGFedj1+y7rBnglsSH25M2F/ -PZjAR4KsM4H9EGhuo1jOW5ioZiAX5qszQb+YUO1unq9IkBq0pIuVftQNBxhT -z2QlqAHHIOxQMxEO5D4JQyxvGA4YhT/14++IBc2SgAr5jRiTZSpavMEoHp+h -fGGoi4oSMJxy6ibkB70QxD/1vCPEGSOt5N8bIhajlHbMebsV6BysnsmIgcGK -7Yin5Sa2lG2xJv6/Xp7BEaYsrjwQPXXy8vwmjN7817b2vCwZ0fzk2eiYIEXC -LPRmN4USBLH0MkPMFkzymtlTSUPYTnQ5Xf03trbbIWl4cEvorUurkbgPT241 -k6djFqAT21l86pgyO/ReEr2Nqjzw5Sbu82c1/Ezafu0f0soBc+EBcZ5wdXxm -2pcjHsTudh7QSrTHAwVm9sHn3ghmXWoMlJVFFeY84xnPuDpfxWYWXyht0bBX -bJBvPFABEhBAvufhqdib/B9lZrD7lZVmmF1m4YHXyTqZp2HbgSuL+/Y3w2ln -lCFCIpvOg3aP8zBB5aTCg8aiyYMVjYqvRG5bb0t6n1guvy0DNW9ZCctzIsEa -1DpQ1hhUkWQurcp6r/h4Bo0nuTjEUkcqqnvoNytAT0ZVUeo2lXME6vQjgZOo -uLTIQWlgDqcGN41CQlD1UIqY/XDcmG0lsbzRmm9hhhQ+8LHIrY/6ysL0q0NO -hbvSxIoUdJvAjo2A8qXubEYoOsc7E0uodjmFarnNFLMRxfbGzEecqXSCHb04 -2+GeyM1BKsmbMI4SXL3ck3hLU2/0WY7DkeWep0gOPob9NJcplz+zLySM4pdn -SdzKKObw+NSQC8NMpjIJhXtBM8Ym15S55fiaLltM6X6Pr4yDkhLpVf+gW498 -gHIxukP9wjVml37GKfj/MmDhGtvFmuCKLh1Dl72MFIUusgLSQNVVJBmHVPKw -AsWRMI42J5oLg4kKwnXGkQfYsP62Mo7AzuOpViKwDNZUNiJcHYZcQEZjlKrw -EYk8MJBPkOq3mlkzSL0zwy6d2nmHRylmSMEpIGVFITVNxDhlu3ISijeSjMjh -e73YwrPjjcJXh26qGXHalAIQKchkLPGZMxe5M271fmAhKoFTKGiYEgPVde5Y -kl6TY6JwKVouKQqLIGUYxZ/KDPZIhc2ea0qdIxTaBste8DevRJmcW5LtzBi5 -qWkHlyG8kKiXUMrBKd3fkM/VMWtF1vITqmbEFbk4nAPULUpJctdIwzxzmRXA -K/MwBq+3rY3XDaA1mbzaIKu5fpc4Lflc128obXb3drA2f6b8Xl0PTFeyIn0t -+k2yNJc58I/i1PXE38UlkzmQGjigGkW4MA9f6RR1zY6UHNl6shzZp2MfrUmF -IxwOxLHXJYvj/VgOvhtiWfYebpyjOwKM9daE8yNLv98cQl5zEXlqxrOsIYOq -ng8kK1ubAcsoQcUoUd/rG2l4w2LCSb+MjX/Rez/qJLkrJsi8VQemnMjZa2Ec -C5a9qi+ZccvVfzSKnKnastZdoDEj5mCkiBnUFgYwX8IAZOI/FVyFaUjPK8pA -tct+0qPJQlHI0zIxICN275mmGKYfAQY5COGWfNfSTlBG9Ytxq6Hkq1NEeNbm -bxlV5UcgEwFgyQyH8vCmGSrVFsujSb17Y+uG6vW786x5CfQkuBZ2XR4qSycQ -QP04dinO8ju2SZ6108SJ5/7EGZ4jIXY4xozDWLlYyCJ20TyDzr1tgEsJQDjG -myaQsOPQ2mA4JkhgH1XjZFdMwfj0CDNjMhvZTsYEtLieveGTL7NyUeOOd/MB -mQFeK0xjVciBpZZet7APXBlDjLGiGKaZCIiAacTMySoZLfsse6u8o5gZppFz -iKff24cJFme3nPbl8Tn5YjRQlo5pubqHh5PWWnPFSz1LdpJ1piUk77EHB8aK -YRrFKPuTQQOxAifUL0sWpmUhB9PMebtA/eqwruwIVct1T/ME+aHhoA5fyPkV -LAzXBIy0dm/0CLXnNdBwjVpJowpQOujkE0Qiczk92N8Cw/6OPAwN9k+Zm8AR -FmfdYC2CihPbydLLMfeWydV+rXHQsmmFpknqc4KANjGEiHgxRrEMX9JgbGAQ -YI3u3Nx2a6AUiC76+HIi2mEFlHSWyTmb3gKE4IK3a57P1gO9cMYoSKjFQJM4 -3yZv4RDIjhhSDEC6+2hqd3xHy9nIoDI98yaCkeHQf4GStX/2RaZrO6lwgRjK -EktXT8ax+xPAEeF+I7fo0ALmHe5whxKDpZ0yfW7EjpFoJGu9vzkZ/7NbKUw1 -FtIIZ0JiuZBp2xy/wGEaz5uX9oepyGt4QuiQk4UieokPism5/Q3Wpvfy7Uym -QIxICT0ZfQxP5N8zzGwCBxmusjMs9nYo7NlwsMAYxCSrAFX7vKtFejUDznNA -4ar0yNy7uXKVU8mifT+2iOzmFiKuEnx2tXz6ZyniiPIMNTlo3ApXyfq+upy3 -xsE9V3HaJpVwVXoBPfpxTPpK8Wq4yjB4JqcKokEC6FF4d+VqKpksg5UDDlfh -WlEdUolKBTdIB5xlm2tpeLjKadi+AB2BATwGv8MCyuLSGYEBGY7tFXFx3/h5 -sXGVERIzhavsGCAmIy7oTNWUe7x64alaI+sm4SqdnNuPVq6iZpblc+qLQMa4 -Z8A6xq4dgU6O72TZdJzjg/r2NoZrzzBG7lGPetQ6PMJ4LcZ6t2zkyljMINSQ -UD8phhnaCv+W7W1CPwJuOkJFJNmOklhyf5QNt8oM5IRcMBg3+B2RE5BE/pn5 -gIfsGkkiBYVYJVlhDgi3k3Rn04WMpuy8oHCXe5j9rzqLgymiyVSE9py46eAu -qZjCtZKPFPG4gF+4ywvM+/pW7rIrpG07dWM5vwrrJpgcjpJUmH+RKJ9AwdRc -9NPRpKL2XGPtnBSRd1GZimqxtDsd7XKF5npf3lKzlrWyvruOQ92SuRdH8CpE -5CUNA0UqiAlvGUTEx5Qyov30Y9kptgvIZpppFD5kF28OB+/X8rFXvBjsaUUR -b9k4mCWnVokqw1taa0nYs/CWu8+++vDWMHkUakJuZM+AsAqiV+Kx/YhEdsJb -36Z9BeBW3iIwDLrdcr+ckGV50DxzHQcZFQXX/+cTDEpOGO2HgbFve9561s/K -RlJ8LE+2mu55YcjR+eYynvuFM4YLE51GF8bCaIIx8Y53IKfS4p648Em4prxP -GKsneTomlmJhFItsS1Uuk0Sw7dKuK+tp4HJ33DaiYiwGU/hsZHHUTxgrHsCw -zlhxPbFlEDILOTjOBECVkAbF7nnPe4ZoUnqGq5vwFBKihzXhlaeQtM9BqOEp -PoIOUAj5IZ9SSfxsu+4D0sh5VOEpYHMtK0uHCxSuPE3VR0VgK0+ZRHzmtsNT -MGJ/tJ5Zp/InyRPcYIpQgqoZqukHypuSb+JU8T1MNTOInzhJUABNPmdq0gmY -I8+zHe5zedgCMQjxYQAwFMbjYPJOWfLwk9FDPCdphZ/ifs+23TBnw4iTH4rE -n9ACBqPvWoXptXEAdz9fAZR0Rk6YqjRc/xYvcsIXuIoy4DmlBd9FZ9uNCQtM -32+CplGs7WZZF46K6orCRwARB0rxi1NLu1nGOlrsim6E6TP5tjLWEFMhG/tF -vWaF8fiRoSPqDtjPp0WLhEIUEsHhYwmY+10TzOCWmJY6lrz3FQwmqwLzdQlE -FZnPOJAmnMwFkWh8afz7Yop81x/mtTQyxBPj6Ka7KlrIKGyLhJeH2CIy7aR1 -lJrBwFhonJYWlspIWM49cGWuYJTlt4V4cEyAsh/2iM0pa1czcFzW+ZEczBlG -6UtaBerU4my2k93IhohkY4UswHg/14hsHx+zfzacmIKB/ORYILc29yo1tef9 -GEjZN0BBFVaYyFlRM7it/r9jflGnktVer6dZafbKROqzZ+I8ymL9odmFz/sx -AFxfxcDraNkVyE8hUJjIeJB4/mbW5ww8w2AwMLRt3YV8fvA3uyXzKcSEArZD -NM7G613MmDJY2U6kMJFopj78XOuf7epMhHFyuFo/lcB3pXDCRI7t+FCss5EK -mOZ+/DAknGG9u1IXSVKLkzu+oL/cFb8WWC6bR4AStuq5z31uepBgilMJy/Uo -Hp2Z7/DARPasnAfarD+87EMe8pDQBNuMud8VwXIcH7h+ecQt3BiYAM2iB8fM -aGafesGZdKGUJcfO51MQD67361ORIMm5fmabsL+zCduyrSLtsr+utyNpSA4X -hJ25SqNEZmWnkhNLor1aKbfs9W9YnGMgl4X8w4rA52bdlaVsPRE0x3YZKewH -N8CXT33qU0MdGCu3qIelnCZBB3tb9Q767lk694isPwLAQqF5hY/k1XuhaDtl -e2Wp+fJZ2rNvgi6oAaDNOlwB9gya25IL6eThnyg4t9pBUG7O7axnZu9zn/us -rMK6/aEWghbYvrOUCbRA0Uv04bOwoB/PT2v7Oa+kWE6in5CrP2illwXRrwRa -YWlOIEC6grBhKSWHGlCnsF2oA5D6uoqgsFR6mGEW/ZTO52Ms4Z6l8/TM9Yeb -rEnmFaJFy/pmYZKRpetee22ZaJYPnxsY68JgWzbgk/AuzZB3tm2HRIywVJCi -n7SDY3NBRNrRcF6ws4thy/H+aSedht0VUq/tGBla3SEKbxo29E1R6rf74Qae -SR/1+5VEA3zSdqvtgpUjYvmGsemvV2hylYJacU8Bk/CUYaJIEh/9Vj5GWlRf -ri5fynHPG0/Pcpfp+sNPs0NdGAmyFNS2HXs5sijHkC2jvjJ8Aw4SAjPAeMNj -ChIz+d62briAwBxL1LGrtg4WSDvrbscn+i/chp86ZyHC/cE8OOH73EfaSZxQ -4h61XOsaktwYYxd7P1iBwvZ7N9GDT3S8dsZs/nGK+YZomjtfrmJdnvF2YGQH -PCIluHy7/3ORAP0xZgWUexJlz1ZT6z8gH7ZudwMugkeBVCl2Bco2+bA14YtA -jxJqw7OaSnCZoG0r51pItD8dj7mQyX/sYx+7tvPseP/4wn7IqLOVqw1M7ifk -+L6tnh0WX3O/wIUxDcNkktnHfvebrkiNZaYAOFOdVVPjRxvd9zOPckIove/3 -BOU00EBaaT9erLDm+q5IwO6WLm2xgZv2LV7bIowU39Of/vSLc2+evC1k1ddm -OP3U+fnx6jwnav2shMjc9rEOGU41Ndn+XknNHMps7jJC+9P6OB+vb2Wf59c8 -a78iCKQMPA3Gsao4j/49imP2dyEQiqynxZHQdYUFk5shNje1D7OAmf3JP0CM -9YXlt8Nq6rKxJ9CMWcin8w2mjg/ruVZrGikjy7DVxxzfybn4bEJjjWRskVsY -aknHY0cQdGon6Zlh8117VcBoaqS+JkxlySX2xcf9aEwrixBuWd5egpAVm3Sp -wE2wt91wfzaYla1sfsQghkjL+/a4nOPfY5o86wccRxjCUCrIWWBoCVCITSv2 -YI2XzxnHecYmE9cOmmjxcWiz5EuytJdv+CSMWRq5vgvtCk7JdYYt6KTJwq7+ -DYjA3eHhJiBqMaAf82dq+3DPlMXKW+h4foDx3AYeoEdtYXxGdy2dWA7QkI/h -EsqVpQfUig3Kl4gi88trpR3KRtPSbt6ScsQsWpYdYGkn2ZHdgr2y14y2Qy5O -BxJg59jKeh6C6y77yNMlIu4DKKkZacgekPWrPcNU6mPduA9HbXjO9kx/oh2w -Dl7qd5LJOAi+8g0aj9j2V4epnLLn/bxjQHkfHGKglGgHOhx3DGeYmtscJF7W -i7AXXjNEMg/1yZ7mO14DWiAd2NF3ncu97Y/5BFpz89BZ628PltV27q8Uy1rB -dhne6QguIEwMb0yFePanoFP8VFHmmQIBiEfWqBcNZOdz32m6v9iXlkNznalZ -rnV4QdrRIJVCfQlbAMSwWTLpdpeulBYfwaDIdo8jJBf68jpSHx9MtqA0Y+Fk -i2R9YzRoMFeEutPYRzaeCcZ7yR6Nlqnq7UQN+0ov76YOPe3Yv5yRFDNtKfj4 -2qnToX5yE0LCEs0wFdLIyXfp0orvtRhNFh3clWHrMoQMU31W9r5roOEd7xxZ -UiIyqcxq2kmb87tOlegwm2fqTDVm3y4ZXdthdHZL5Bu8njE7wS/tGMoEeHGm -NJor4Mf7RiEsUOFWAp7XUXsPaTlNCWUrRmlHRffqnHsbO0fJ8T5Ckoze7zaw -EJLrRsNR0sFrcBOlxuGoLDu7uL+hLkVMPdNBXp/whCesw2YhkigOR9nUWd2x -DltwKGJYbpw9rDYwtjJjQUWQt9TyiFNA5WZ7l4NMvct2twI7MHW/mpULdp78 -5CevXVoZyJEdYSo3AgDS6EQCtrvgVL/RE/UMp5OLh1Ri3g+ZRa7jja8Lys/5 -C12I9dctGPOwv7GEq8klrTOYyUl4nKocEQFqW1Ix1gh6Vo3pTgVvvibhA9z3 -ERAAatQZy5axFH3jrFHuM5CGITPXZ6k/YahIN+2gLHLad19Y+s5pbWkn63m8 -OXRZAhDt92cc9/6eeaShwl3IjAWIsKwaujAFe/fndwXhTlfLM5KzzxXx0MBr -XwaTncgVvT0rsL+2F3A5HvPp8H3ACjxWkhV2AqCadhyB/Fmcy2fAK9nCnn4i -oJ73C0RYVNFRP26QEqgR6v1xf/sLLTgFOcJ+Pr2wA1wU+ff7AfeOivnak4ZH -kdPvGQIhS84DDTuzNNzZSSEtZhbZVrrwMntDIPfPEFhNzDMmEl16BhZ8wL5+ -MjnXnstJ0s4i2b5KN9epd3aav+hSJqWMS9hJagxxC6kW8md/UD5jvSEJ6zwD -wnwGqftRs/sjwiF16KhPT5Farrju1+aKd7qNNNxZdrm2U7m2v69GX/vDtEk6 -RCez2bUE6/styuaasK/fOMVSFAvWsQATx6WWW15QTNWztmxpVxEiOS9NXech -BM3pmx08p6St3yZlLV08Fnay4dZY9Fsguu8/h4F6QGUdfF8wgyUCr54aBPky -xGgnN7E/j5zxEcT3w7dJ8P4eDgmBfYjMEQQQ9Fs+91EXST9ev19yHnANS9G1 -Xdjcb25+8fP7tzrOYss6Xy450Vl3OGAuz59nyA/gw4Z511yTu8k8aObx3bnL -XbwR1V5IJCcjegw70UQiENopl913sosNthzgAi1Jdv8MbeIjnCnXgU2ujQw7 -GYt9fMwPO2ayawmjt7+/Fqn2B32rGE9aq99+GtSQdhBM7pbrq5DG7DqEjJkf -zjlGGbM5AFisR74hlhGk9v6yY61XuSgPtHenDPuRvycesuf5LvXYXyYpnNhf -GqTsI2m3fr5LbpEKOy2pyYmxKiUC/b5zvqMA1EkHaHtoLg/FqPStNkifIYY0 -2J6DlTIcGizxuRXwL34XPOqb/viWHHfWfWxOce73e+7vbZBz2I+ZNhhzTycj -1XHmexEtkZZCj3xD2CC73hd4sA4k7MlamF5E5pzPntQlblvOeam8jp/s0G8/ -D3PbX4OoryR/E7KwALL98EFByovtM4mM0qVipOMzTpYFVlF6v+WRFobUIQ3k -mLi7H9PO2Fp36kbPKnjfuZhzN/t3+aZ94gQJ+aZOahq2H7PVAaVCPZks2zAP -mT2q27HIClHnG0Qc9Ouso3WCAws7PelsPWlW1aYpqUkCI8/Y9L0dFbOzy/2k -9qTzGYuQBoQ41py1dCznilh87lucRD7bkvHVYZZ5Wm2z5xxWlw2bMcaIoAhI -Abt4InrnUR8N872/rI3H3t+DAP/xWBvBltnRO8NNf4YWwHVuDpcQAWZC/JzR -wPMariyCaVu+toRT8WyGy9uQA3xL9+TsuHzn6iCmilmEzZGVVIZzZnqkUUUN -4thSu75DRvc9M6/7bC3v/E8mNdRQFrMPquT5ckDIUMlzgzAv+2KnVogEOVwc -CvdEY3PbwfhdR8xQechODhajk8PUc9lHxiu6ON4KfzamPqOL8YMLrG0/k4qa -HBepXx34wQoaJ5ht8oZoqNrrBxzmcErwMlQMJRh2fqZ78ikB0ruXmRCkEJrc -SE7Trf9LjFAx+0OsBtfwwzkjYTRAhH5Cf4xBKIHxIEbnHF8RKDFPZykx7lJO -qruyAQuW5Ol3pNeX5paIlZ4ARZmnHMtBSnMMSrpnjUUe/boBUUICyX7R8/76 -grawdBTJHOfHrg4WWr+Co7Kpn7gaLueSU0Qo5SMf+cgM1+rfPgyHeFXsbNJ1 -dVBB8QL25pQDcS8Dq7A3pRreq89mrZ7g7kdv1hBbnyXBzXmI/QLzFNRGwswi -x+H0q2FZxI151w/Ay2zpI3pIwVGDskeoTRWF+2HuTFSWI3peyvoZ8N2RY7jQ -r+PYF0WxT3uzylofI9GrA0YpzwNhcsaBbaSp+jFvxobIl4KGg2QxGpDuLUBx -Z1vO+OrqwvmqCZaHO5RhVDijH5oD0JYwhYN0dH9jAOXa54d0mfKyfokO487U -9t1IOaO2h0Vmt9U1XT/AJ68Mx4eDuCklreokFAKwKHZPjBDGfXmZ6U/qHqGk -/e5UZDiu9l3WX/YkhlaS3AiJLSMhO65NKR1RuDEzJQCc+euvrHw4iOqC8N69 -SIy+bavjV4fQ0i/mdOZaBungWEJCkDkUeLUEMxwUpe2XmOnHfi0ENfZVF/SN -DvbVc8OYCGRycDsZbV4seW4yURQgyQ5SRuUIBSPPIOb+EP7M4mhPh8iSJ1vW -bxUyWwtXPc2xL51QALdPkXiWs077cQ182JbsvX4IGZ2YhyqO8WGcBTNzgdZR -XV/UktnJmKVN9pd6MX/KMbfs4HItRU5nNK7AgRQAQ2tgvTYSrNs2mSXY3Xs3 -DtU8+nzB/dCg37iZfEE/gIQlp0A9NzBZuY5ZGyaVmcomFPZDempe7D6e4bUg -nZcOXeRWjo+7PRtSPPk7fshCihv7XXL7gg6imwRALzIkP1vQvYxX8MvRznPg -hjg7nkPdySweGU5SWqsXMjLXicg6TdRlPu1pT1sxArkjE7DRPBFluA88ZPho -NXs7XU5YyDZlNaSLyb6iOVGSofW1rKxs7sIIXNlDCgh2v7WI/5blaVBlmC6F -jLJxlhKy2y+H2U0iGw0i92Pt9jWF/N3e+vLRFLdfwkR42JYObPV/XPN0ZQzf -CgB7lePy2CoKKUmmkJ4AWkGMSdUu+8u6UTi+D/zKEHICZVmNkvuhnGJM2Shl -oswprxF76h3LAtbGztpcxJXb/TGL3c3qftrx+cEH/WrnZMMyVkqUc5+7dyHQ -INgsWBjsS/m+alwCyhuWUvf4gQz2MJ2DsmOnCxsvFFjWdZRtyQ87RUjldXuZ -WtidoXLe4hOJq2zX4QtSlm7I9t5ytjWGDBUVmb6++wbKmpW4K2XJP0ziLNXl -kxeGqknKEGJFv8vS6GF1G5aoVbSmX1NL2UdIAA3ur0jhUIFkv2WcJCmn0/e1 -6OPM/3IAkrEwzblpiFnKQUtMEUhGC0rXexjFYvQrH1GPJezrWD6X9Z+0IxzH -3Fie7bPdEjLHZUsLxifY2k8APEyQEvGTdjT2XIfKcAkF3NuDSk4G2uprD4RO -LmirDb4wuCvlZgXSmks50HW92TD22dBrTQ+22eMWRj0rsRmnCCkHgvalu+Nq -sAUo03l2LZcZ0Xmpt5N5ETenR8CLwzE5zF4sbU9zpQK9L5omedt1KD497Zi7 -nGyf/nDsGHhfHYJIl003QhYTZbhSJEwkG7CesLGUbezLniQ7yWQ//ITg0Let -yvvCcCBkWBGkCj0J4nBNQnd/FZbpBXpleqx8PEc/oJMr7tGYzGZy8d3agkeb -+bq6XkXL7c6CzaFIvnEy7xQA6+QUai4hg5Alx8b3bIDcWF/PZcU4p841KGRf -pgL9ZQ9c+iPkx8vky3BxTKVYhIwiBQHabY5rnEpZ7gzX+uI+KUWGzWq72WVJ -3fNrW9ru4ohYgG5c4yfmyT4xklxTlgHPbmGGEjUMcj+2FHghbx0Lw27HpyBd -Gpg+2DEMorqoXS4wI5XjRAQ5ImDEcU7lEUMEo8yKXjwVsZkOc/xA6VjfyxCs -K6SMI7PRT1bL+rr1cSJ6CXC8y1SXuGekFNlIc+0wZV/PxVjWLVM93KEQU7It -OF0ZcQhT58v9MNEcfcjqklTQK/yiZJGq9A1P72eYk0j6SgesnTqz8IvFz7mp -oRg8kJP+AplM2bjIRQ6E9f/IoLITsxgRy+ehAw079lRnw8PN1ZHxw1ZmU1A/ -CPH4/JlFrrJi1OM4it/jJN8TP4GFYRc4djJvMUXTGZtmmP2e5gyBWB8XsV4Z -jtJSANuYsBZ6FPaogIYc5RWEs2EXbcx1pb3ehQHo0wPX9gVjvmFVZbswa2L+ -03WX8DyH+OK83wEa8kZZ6pUgmCVrsmVZTkfqDzF5g2LYjW0QdLzjPLJ1fE3k -Ih+Rt76PL0mffJo7nYneNekjXpSwFCdeN4fDRJFztqja92MeYKgeGuJVDHIX -9Zn7XOmOLznLOJ9G3+OTZ5eVMMa214cBWJ71dnjPj9RQ13XWbFtgLhsT2BYJ -f9c2ZTgYkNPc406lbHl7ltC0DCFTJ1KhXChMS/dljzQp5OhLSLn+O1NiJ7NU -3q9skYng4sMJCyqmY123ouEMh+edaxgrJ2A6DO/DYWCS5cvUJVNy+mTfkJKE -Sb8uDHakPRk2pTfE7cjSZXr8Xjc0DKKwtbhw0tngO05kviU2iKWgfxEI4yp5 -emMbZ/ZU9HpiwVBfhEGLXNHcV+bFnduJLUtVxL4CgqRlmfrSpBx6iUXNqaxF -hsOHyOX0G7L5ZX5lO9P+fL9RYZ06O0uhtvTdYiv3pUfS5UDedh/J+QHEwPR+ -vZHpGbq647CBR2VSivRHbODYHbGcsRCniQdWNhAd4+EflCCpT8m8wZ999V3O -yuj10aR3nrS10ofxDR5JO4nevfenIUmXXmpj4suJBzTHEGVMtHavodqDAn3B -p12scCSG81qRlZ7QTdBHnvFvEstdhHLbqI0C+S4AnPnEr6Mhke684B7Y2XJS -t8gLsYX+GDfz7yeh8fl72oGiZKFv7CV/VLcH9ZxjimLTrlcppj8yma204QWZ -1tY6LKtH3jMm2CQYpltBvsyZovkWhxpTlPnnfOblEMzlWU7A6byQv4YbnC8a -XqATk6U4tleTZFtueCGew6ONF6eDF3Kj826ofh5H9mKGHdSey+ULkV4Gqh83 -uK/aYOHAJxdEdJNgSvBF2CFTtS9z4yQMtffHLR/fu7Vc9MlaypGI8Yh8F5H4 -2dwjwKHNkwzGD9/ZbrQ0RVyQ5+jXHyoy7JxBGtloCYN+YoqpedaLQFJdFy4A -PbbOoH/nAs3zvJ3ghoIUdwOWpyO8oxCMUVExk5VCDMH6vfCJyTNZ4AMsC/HZ -xVRPhfhsb5JefdGXTezEN2N6hPh0Qiq1C8T+ijk2MNFuL7KbP6su8A90efnK -YbX9MkHwWr+cje11fFPeJXBxbWkHO7LH2yLdeuFqzjXYtmifTwa4dXFh4DhZ -X/8Ysq5ydzr0oWDK30owep0bnOTg+TBPhiZnXRV87zVU+7sBaVMI3sWTotbz -dcJwwfFtGedjXMZvuZKEyAq6utP23aONN+PIh/yVq56FMuuoiIHdFUSo343o -ufCrzF/fASnKobJlBfMYlTDSPNp9IjnXtDNiysoRI8A4BYhQ67zodGUEmwfq -SCy1C2UN4Dj/s1w9Ik6Cbkp10pR3jRnre3BpA5anHaBnxB2uM1lQUGdEVqU6 -I5IO7rX+Vu72dYjSXvuVNuaOSet7Ln1XvsapsREUnsMqJyDajx4h7vN0ujyW -PDE96d31arVloWfPj5mfOeIHIbGWhR+64g/DD1leOAQ+affTEv6YhvgW6i7h -hFfi0n4GQK4u7OeOUGnZpO0s+qX6zwrFciz08kxaIfConzmf6wyzCgKi7DNb -DLX4uC9TyGylcqIvC6ub2XYPLKEkpjDs9fcoK2tsmuXyjo4P4TfIRKHJPAYs -zRrLyh11bLvnSztFauULt0HIDRh+49HCF4HlTGqx2aEfP7q/HhAOAP1AJpam -X6StWy4Hy7swguhSO938ylhv9zsuq/1cVueLGefe4vCFMu6X4am91Eqv3uS0 -94sRXFCODIje+33e7rM/M10q2UaHMCDpWxUp9cl+zpbgQh6+JCl8AWD2fJnm -+4gvCIpw+CJOQJTwhcZLjVr/ra5DP4+PC40vrEdscKnyQ2gRvoDmzGA/FYZ6 -qkoE4dMveTeLvk2Cb9un4fTHeHS+wGzJVfV6G/C7LxIJRXiYXnQtd3W89rUc -dmR8DGvbmyvvDb3DUE2NtBIcMqFpClnSTNxt99QTyD1f5pr+EV8YBPYLoegN -ZQ5f+Btaq68StNDPHMh/z2gJ31hTsldzCktEAf4ECofUfIOiLjXb6ZIcYkk/ -RBL5sxITEkpu7K9O5qr3GdkckoPtvVYcYusnbVtSOb7/Z/EXTCwjVNQInUkI -UzUP1eonWElBi0H61ZXiJ8CgkE9YYkl3zxJiv2cJBaTrWMLFkOewhL4j3rzw -L/Sj3mRlW0I6HdZRdMSMtAvVYWtJjB5IkULBFVfa7+72pb5bHWmO7uiaLJ4F -OytLZF2TYU07+av9ljsaEkvVS7DikcISrAPg4biiQEdaHBgLVgrXD6Bynsh2 -89Fi1NBsXqqzsGQt4aAEggY0OZuH8+MWYGW7Ro5GN1cr00xj7vywL04ppq2D -WAC8bbWTpwOSAOe8f9tJyRkzJJvTXq5a4Ix00ZhriWJ/s5bRqdtlauGEWcc3 -2rGblh5sS2fjQhfYQyp5OUHWv5dDVbL2nhEDeGZO/dsVv1kft/s9AmGkc2Gr -uixxOVnuOGCit+FeHhrBPCgS9zdZBEYL2sI9hCzXlJs/xHp2B9EOiR4eTtLI -AogTedWlFC1v3UY2U+lH7PNaMX1lX65QJEZQoq5srbYuwXwy4rlGJcTgrAU6 -HGeJXjdsMHRXOMMAUoWG7fp4PUTIw764YyvIYqN5yfKwb36nLIpgegEMSCUh -2tkHox/VV1dr2Rv+m6etYWYYOJ9C9egfh0sjyvSu7BMdQDLbQsLlNdPOegn/ -JRR5QosQ7IZ9lmWCwz6Ozjle6k0SsqcgndByYc9//vMTMsuy0lnbES829sm5 -lHld74OhSQhmfRLLsM7OGqwkVKBIETB0iJuS6C5R7vZPJah4MKQlxqzDMoLl -GZCYk47CNlrGJpI/uXHRsf4komihaJg62ImXvoVWbIvliHEHWv3FbDkILqYM -QEYs828iQHRNJCMRTux3vOYskc45QWeKV08nzWgNruGStBiucYIcA8tlZOvF -6peH8cUh5pMMylYyEQwYb8ak1Oh6polY7jlHC0rFV86hFX9AtthKnKN8PmMt -wezKIIYOALEv+nrbD0kKyQQwEepafKaygEPoZTk3OCucY4DESDlvjevAOXqs -PZqQqdKQtW/eCnhhQjrnpI6AiyZrmEkxZJCK/D2/EXQezlF1dXPFrZVzoI8V -THAlnOMc1Nkxj+QK51hqi3e5eGc9aOHywNQsryVxtBPQ+DQueo7UZYn65Te+ -sOccwGWpIJyTuudiQRyC4cuMNauhTpzIljELHdgvIjX3NPWLQFPb34/t4OyW -Q1KWZ9IIwQjhHK7zqwrXLOqDj7gJi0BIRkCmSktWb68fWG2e93ihMY+wyJ2V -Lc+gmSv1YL5cctGP7t5vZRVdEqNSsyPmqRZwNkiY58NqOjFaCIMTOMLzMFmE -vgQ+zCONFu9R1uBYRPzmblGeTXnc4x4X5jFXesO8+DuQi3fYAtXLw47kLkxy -EebxLGywvH1FGqEDinKjrHpNPnTgzlIQFlfHTmAqJjaIANTkfJCQwgBIC61h -tUBz/BNswETMSkHVsE4X/C3R2LEu16mVkmXIZohAIE8JRl9E4wJ7Bk9FgRQk -pl2crIMvsMMJdxnv/yPs/nk0S5JygZeqq6u6q7tndpfdvfCJwMDAxUbci4MD -Bg4SCGelNXCQMBBg4SBcBMJYAwmcERLCQWIkvsH6mHPjl5lPnjg5PcsrdVf3 -qfOekxl/n4iMjJQlRyj3yvgzfwwReUJEklJjD42FXyI1/k42g5uFbPBCiZ3H -//Vf/3VYx+Oyw9axwzpyJ54FBfNY1AGSSIVGYEaUAyJ5IM8ou9Wr4Ph97URC -BIxIFUz4xkowSgB2jTx8gxpdug5b+TB6PrCIAhxfIx0sJh5iPU/DuPRUIL4y -PpL7gSiGgBcKb8I2+ok4Fvwq0ukhB973JWgs4ODr9s02X6USV/77dRh8xCHb -lofhDbiDwLB92Ll9yesAW6wKlAnNCyCxDV2pBlqX0k623Uq9s7U4cY0XZ6d9 -dtHgshBSsgl+hUxkkQTS5szfoZ033eucX4YC0AtIh0uR8WGp9fd7XfTjIOET -ali8+zAuvx1Ik2EHGLhglQVzmO8H1+03MmHAQbiCVlyM9UxDiDikrqgHqis7 -3FT7ZaTbDY1qGCqnSFw058kWFYoLhfGQTeJ81Sx7a2b4DoYpCFRfd5bSbJjH -Z2sOn++KVqlXicBDTilm1kAnyCucYUKYPnc8tnibZPflS7JwX3qe+Oruiebe -KCkUXANrlYUaM64yyZbIRdbIKf0rUAqpOMac1oFU4jPAFIvCVWiS5cLZ8gjh -KmCZrV/S+eojw9UcRoVbpBzAYmxxmcNUjt3Pjz25SshOrgIoVpJooqECGkLH -K4X2NGyL3+N+DTuvYAwNsyuw9AoXWZSrhxdXHz11+dK8O/6VgrFlDv8Iy2zj -okzMSd8AkcORc59MFdxxZRYn+M4u4b5afvdnryPdQoqZW0A1xy5gLRrTqvLj -jzDPw5ukpdrQX3ZuhCXHff6GEbqOqJ/ZPll5LC13FQ4zH9wj0tFTDcTDYeTL -Ycn0ld7SX7rsJ9cV8jPhJ4dxMMeWhsMoIivEBBkqVMLNKVsNhw2TKZd3L7t8 -Rk89xyozBuiUrk4O1zVZMsj1Og5oJuDEzGWKF9OehqDK9BPw+n3fNyxE6fwV -9sFjrEv4Sw6yYtoLf1LlENWlWlRzdXHe7cHw1zO8HvSx3k2urvWjeUAbhoPB -PL1qn7V/dzNWAIiLQG6RI4yVQZGeZJD5AI0Iw1jWJKfvwf4Yy9EBEuBk+djN -WDh3nem9Gbv6G98YizsMrqniAN8C5GkHEsamUBAkbWFxgqte68ISYE7NejOW -szTseX7nNJmsRabysA5npUm0qCBB37uJeAWMN1MZK6O1QylMJcZJmEThxWz3 -03e/GNF44C3UzK6rW8dU91MpeSxgG2rjmnYy/XncBjOZETcD9haeDUvRFo+w -tIjyYX0rG06wlE8DF4vsL4urxp3j2aBFXJXogScY6pL/zVVeXOTSueo7yaa+ -Xa+0LgFFED4+TmJ3r90+DfDGZgkaynIETInLzwbTKTks2dgM5dEwT+6z939f -BwhuTtFwMsO29903nH7F8/s+srvKJzdH2bu1oWlzlFnNqlc46v9spneRXQDO -WIRiqMCjcw9YxpMzWvvckOdhNXARN92Cu/W116YdNJJft8CSku9rt9rz4AkN -4tjS36jM5cvyEzlbFXuxDqrMWa0UF4ys18Ti8frm0jkMyeecpHBYGAV5Grj4 -Xlq03hwOc6sAj7RbRTrhMFlP84+oLCfGiLHFz43D0LqmmeGweeXIxXDOPavX -8m2LJ/2sSGDfZ7K8G3wTDpvRvYpyesk43zdrvuhKX7GHwBYoqefqb/M8QnPc -l+VlqFGkjHuMG7DLv6M/4yY4xioQ8v26h4kQOmGxpdaUiXcW0xdDYw78WT4k -LAZBBA1YLEeFvWm3IKRfhwiEkNml1Vncao+2aQbqeA3MoIK2SQKNV7w+E8iU -G/uLWT3/n/Kh8NnX5fQ6n9kG0qYkNMNjvbzO8Yvhn3QQe8KEh88cmLXuCqH2 -fSQVoQtELT4//PZioyVPmAg/WMOrud/TMDpwqnC9DE5Cz+wopM+lsy/rMhXh -IgluqfnjsqNCmbgUlAd9NLDJNkY4/2VJG+/I4rCd8AQugUbmWFFTbweCFOWd -HnLAnQAXV64WQKNb8MhhIa8AjmsR8DJ8YQkYAxPP5NUs92d94AoNWN+uacDJ -MHmfxnLkI9SBz/v2KkbyOhVoOiHJIRinpCPcB01ToNmrA7L3LoaDNSPeCFwx -aWAJrTBLXGKGFS388vodW+M6M8uFXH3+5qq0R/n9PoHhaUS7ICToWnI0B/Tl -UH0DxVlMz64VpiKnpFMwCSDrQgFCUrBhLQcjA+A6tmIvGgLZpee9TZmICrJ4 -06RX6u3agDOPCmdIRZSAjVGL4qDUXrVBCTtrSSOQU/TdrCXmUIVhs4imYYgJ -xeZhufOZIkzvvjp1zyNxWFcupRWgMuhnLwO3SqFYbMoiMQ1kxPFC9osd+bAe -zVJylRBuKUBYy/9hBKXl2/oREKRHgIjlJXAZJNWyHMhs1+1hLQGC0mgdusST -Wp0WcKAB+qMJt+j/IvR662YtsYbe0Ar7aTfsIN9RE+jFFbhdj9msdTsIKxII -a+WOsE12FoJnZ2lpr5uU6CUSetM/r1I+tpqUeu323O+H4PGjRg67mYlA9GFt -Y3IidPwcw5ICuNATrQ3dn1bY2lsaf67x+dv1N2iLq+zOgiCbu/SHq5RYK9j8 -K82+8qhroTIDQWZMx9i6O4wVs8lFQFBFoknF7w0dZRlQnBRm1yAhzYnjyIAc -yOL/hF6CdJ+P8W4M3yW+U6CKt1YPFmroTkdEV0/avHUrtRSHhLeoYyELkMdb -EAkUVYPfU74oeant5K1AgATvs8jeD5IExJFOMQhpzeQcshnmMHnZB9urEfAV -kGjtJSTuTt4CC8Sj8xYIZ1BortExUOGt1/GbfGp9L7yV3JfwF+EUYTIQZCYF -ote6O7xNd3BgtCzOHMuHYbCMh5CsbfTDRluEDB/xtWzyhgDrYL42/nfj/zSL -e0Y+HGMAKX55k16yCc2V23t4Wo8T0mdL/PNiLtfGlUIa3IKEBOeja0CYyzqR -Vmx9WTYZTQgKd5kksGkFuzESazrj/4bJ1beAlNIKCK5Cx4nBMHY1DQpzkfps -LSg/n0qVMJelh7m4SZiN+QlzmSgmmYep6CjMBZsFOhZ8yklkIMTEEzC3hDvM -hZdkKoCbEswwl+DAy361zkoZNkj8y2kCHRwnboS5gsbsFgtzTV+FC89GJ1CN -5RbT1rgzdZE94s4Hzb851BwmE+aSL2lRgQ3m0mBGX4YrzEVpzFVo89KwFIvs -vkR3bJHpGZI/plOmOLNZp16118/MFHPZ4akZkjm+t2icUA3mPtsUsIBZQQmk -ksTAQJFHiWV4a1VSUIHvxf9faXdbVmAMy65278AZQUwFATvaozLycqWt2Y1G -+pk/5m1b9rfDGMS5wkc9HU4x7tsv341wERuxE/0swmMzKFBim0kDDrIWnbWi -ivsxCTOa5p7YdEaZ4xWVzDOHLktpMigzDpa6uEtNLQmFu9hCC7iL5DrLZWRC -64CcG3e5BYC51+GSZ2zse4DhnRjhvq0j2+4zWvcwvAxw6VNYy5xKPvhK2e3/ -My4/ZKcYGyIGlOJOnrbmEU5z+IICmKEEvO+E4pEv8/DF4Jd3kHMuR9AJO8MB -BJmIGaLMkxAOz2v6WdHiUqikyIfDEx4DSTltWj6nAEBiTUt6AikSUCDgcSWS -uVVBj2+I+/v6jEGHjpkIe5cdnX274r3+eJZvJz8QHvh/CjffLCEFOE1O6hkU -zsRdr2c8ovHDbMW8Pju1AMirTyHfiKAXcdjAJLOY1giKnhkpa3xuNTByM79O -mX038ldMFDxj4RFisCSxmogF0vIbABVSW4tMDwFetCYyY+iPQ47BUws0nojW -opKgaPpuMhhc2hgS0hDKCRlFZhg8g2DQPNaboSO4AoS1zIYdYnUjYS/K4ERm -UBVJDJTJYEMtniY8M7p///d/T/0cTZDU9yRKxaLAzpi7svUjxO8KSUAWt26V -uEn9vWlkv4PoaYrOPg5mk4q3lIgQECYKqJMqzMw5RdaNVECrV4rz7VByiSjw -AK8qwtnSgiwpdS8pyhCles/TOLMzWwQZaaEjKMmKykkwZXSKvdmZj3fDN1pK -YTzd4lYayYjWyCMtAnJxFqKbCCIzC+nOyArKdHtbQYgu2kn/vi5pQXPSsgzk -4BmPgI9oj2bsArpng1jFDpEWZDZYJCO/tMTcVx5xIPzyapEWbyCL1BkuRnGO -QCwpxecrvtp3OpPx1XpyX2udS7ZkgDhnGyk2+kyKGIMhXlW2s4hPAoDVtuwL -lmXmqEPCwaVrX9GHkYKzrMuMMwCkP+rKRDFjvid06M1gzrr0voM84kLdYSJ4 -miKSRqsncMPOS74bX4UXRKXsvGHQT4mBwtQRF2IRS8fAoDLXnMadIjlOjt2v -WLjvX0m/0YgLZmAa0fB2mX5qxkkhFqL5HVGD3r2qBDriwhXDfWyOvJuQBORk -OEFS17d0zeJcy9HmBmnLRkhOUWBL0FhCIeVQ4tkp6n3z9OfFhRicayG8T5o6 -9Z27wqHr4NhZOUhcEUzYbROLmfuJOkkAq3nJXKSf8YlGSPux7klFY4A1ORah -QrEtLp6ZppOB2Qxdxv205IC+56zxOBmGjEiWgc4eWEPDFJiEqNBC5L2S9h8H -g32N1UmPOB5k9S4YMoO5plhQotvBdMmbjujTuA0W80gGzCM5HebazJhkTilN -U808gsKGGhroR1QlHwgLoQFS3V+2M8T1CgJiViAxnSUowhao0lfM2sJ7BGXt -BLsJwIprv3Ut2+Z656XzsDpxdBospz0Ne0B4aJ6xREXcx+4l5VAQawsKWydt -z/aLoQG2tLBFfRhfXF3z3ILC1wv1ekNIAhWWRFDonwiGLQElvMPYRDrFjggK -swnDW3tGUtDJ2ts//dM/Pfx4DZPJlsa25kYPCVMaDJJrz+D4S+b3MIU+WYYP -XHHfQoEjJPIu6BhAQCqmUMoc1goC3Su2s2gL51kPfotlJwGc0VpIRYnUrjKg -wCAsiSEyZNlFTjMXJo+MSF4mxPhFxgSfreb0BiSwu6WzLiNC7zSgTp2JlAHi -IajQIKohjcC8mkFZ77dLQf2ar6fnZmKiUU50F1qzTbSq5ZBxOBtGYtpgtGzd -iYSYHfPKFAWBgBHIXqY1EiJco5/WsUkI5WJaJOp/vEYqJIZOSIgcGvquth+D -bWwGdjEzBQ9DN3oJbTB6ERKBTDplSy6bPGHh70EQSBFdmRnCSHj39vPXEUQK -b+28ZA5wG31MEHl9rWiX27lUFsPyQQq6TEZe0kTJWnmpCAlG50SqzwnJm0Uz -HqCfRIBb2NJ7KRlpuirG20isGKlkEO/mXQAGomBL0N/Vkux5eBRqkKQscFOE -DZo1Q+Gz3Es7N5vhDzCPkBCQNJ6LkBB3WQ1uW9xDAkgCHa1ZpsccN8W7i1rd -YjAGouylCHErpHy33QSKs3fIys4BNKWDGSN/eJ46xKMkaxVKZmmp34daaZyV -oJfNArNWE9bkXaBJwJbG7sWPmYSHdcgy432diPy0uwvx7G2Tv6SdVA0BbGeq -JtFt+/ojcjwShKcFc6GQ87xB/D9PUqVDSTDnydmkcc1yoiJsKGS4l59lbxAY -gvGHriJ2P6XFnDg27WnyfEsHkYiMAxXTKiemmeSQPRIC9FMnEpPsq2WXXSg+ -Qwnrq5K0ftp5xbhlrXR17v7hei9ZlZkg6QybeIg97Kf1Mqm40anIdefk6E9N -7tmEK76f66SGYcQ7oz+5mUayZXUiFy4LHHhMVsaG0tgH7snoJPV7nwi1rkxJ -6XdMBJNgxQotkkbxcxZUT9Hw/3VW+Z6oYC8nh4QlbGNOxM19pBlBrpYCcxu4 -ISu/2MtSL0P6IC+mgs8W/IEjfYc0iJFGK71bTaBRb76KAmQ90sG9BYIgKOnw -0/+xW6q37WWh3twaLaKXoIX/r1KaQfgacqSDzQSIhLW+mhYOqt4yejJ/jp53 -jS3vBST9w8PKpl21+XPZxZBE5DXq0ySQ5TJSkRZsNX+ekd281itmghkrrnBw -jnSVEm1vYlTMCnv9i0QFwinUvWcNdp4HJ9EhiKgnaaQUDf3aTf807qOSAoJd -xvEyjIvQhkDzlZQdn+x/zuNYdQazIyTBQdSzr2tz0bKgERXoW/BAvXksooJE -DMvD2n64dzPPVXRuBxCokT5CA3V5Fa8NiFcCHUkRFLFc9J1N5lvcJtTP4KEd -g+8HS7E5WQX8LklhEQxO9VRGl3azIExJW9hOWMVU1+nuc9M3VCMjwuHom5X7 -BVLudy1ioqzDfeXmNhDg7qQqDxHpErKKVPZsaf7Z1l+0jC1XFDyNjqiAVmd2 -giUBC0C7nfbLsDGUG+IEb7JuLKDI47gj6KAf10cdJa37EhtmJeUcDA0zCsYp -CarQN3kGyvWwGrLviuXXoZaSeX6VukJ4MDlOUWeZ2IiIKIp6CEXS8yzhfUbP -AXIVvfede7Nd9LtERELbiK/a2bkcJXKw2FYzDculkRlqpQrxIyIqYJfTrOt9 -g6nck7WyPBVcRI/VjS+sYSmtOx0CsmT9khLupNDpnrBQNueW9O4vovReMMwf -IIzCjAzF89AfEqjnZCix8dwHmuM8Ovdz1Amr5QvOtG+flCDop6DJnp0V/SI5 -Q0Es8Q0podYiYO8BgHYnqvdDB9gQpsdt7LsQMxU9FYg/RESYKGaJYAYL8O0C -+wxdlOb1/VxN+hJhjogkiZgPC++99odlnQv+8nxHYEQWxLP8D25uRz5XdUBC -Q65hRUSEq3JE//zP/7z5wiBLDRCdQrDhC/cDXXy3iEyWCkpEs/XvrsBQbm// -yBffD8KYmQFo69puMHvcYdXVleJln1ThmUQEWDKxwrubzuhpBqoF+kIJqytT -2M8Xum+Gm9UCfDu+0zVWgXVIKkwcVp476QQLRUJb6IO9IVG0OaUjFKSo8Utr -9OkvZemJlFB+CFkPs95Pw6P6cZ2Inf1k3yUlKM1RkIhQENPYskLiW0o4CQH9 -qrmMlLDQAUnlq3uSjOO0Uz1SYhZifTa+ZDkDp21Aw1xYn4ZjScntWuBYb1lk -0jmEueev0ug197HAVKFvEMYDYnL1H5zEkfHmKySYBArURbFexiu3w+D33hWM -0tlBlKfNsnDvXRHrBMQxwUSF8qQ8rIgeMbEgJhkF78pgshSATBJUy3gdHUjQ -+X7S4nVYeMexKkLOc7JYddy3Q/B5OJc5YfFjxZb7u9leyW1lwohOoPsJKp6X -jc8hPEcuTdLP62VVRNL9CCMY26wv6DddnIgChCun9EKYHmbt7ZmU7wd555EC -kvO4e2DMq/qxwDAFn3cdT/Jm9/bvXUiBQGTtTbrVraR49rG9NyzJO5Ah90Wb -KKtwmwspFUl5RpaypDke5gGOSy9nlRBYxD0jwVWfMjsuCvlgRuLP0aWFpsgj -R/k+tqGzYGroexFpmqD2xVSizSp2KWGfuueisuIxRcG9J491hguwzn29iah6 -zwxxYz+6WHqTqTyP/GVxe7NyakVnioX1vCki2Ak3lFrv+8SoZwPcb3cKm5hd -pqy/V0bSPPoh4viEVrZz9X7STEjRbL/Xcl5Oyej3ne2/FSLm/MRucGFPHqxo -3oswlaQt7xGby5iBLPxmAeTeKtBKLVmDXqRu+uFwbGo/8cSAqWwPCCHU+4ll -s/0Bm2k0NdDRkXuNeeFApro3ysd2GtVLJuRKe6soIshK9u6x0jHu0wWwi9t5 -rJOQFet7AEKNsO4UD1akMPq+j9bmrNheM2DMPR4VOEpT9D7OHKC8JZgU72L6 -bbvneBY321VGiomZ7w3gGFvXuoWSbAAJLrGfW0IxG1d2fe7b4eEt/gAchk7q -4tVhJdKEcZszs2s0mMQvSazgUD/bSBVKPwiMoRFlV9S4Z9KTA5EPPhLC5o8P -+UAMyKoI0C0uSeS1e0rIgJV/d0nkKHrDRFlg+PwP/uAP9n34tA6N2s+zNCzH -3J0Wk7JS0zf54Hb7qjylOhs24x+Thy+9sMnSum1sL41i4JRNS5EPKGidIjk+ -7vFOu0A6zCPjV8H9fKdrfTsdDgo+LrmfezXkP5gyuZdLht+OIMP6DZMLRk50 -PrkmByOY4RWL/vlKkKhsH+Ogb04QK1OUNRsfw5YjLnu0p2JREoa4QrKnYeGB -Kep9CIhLBKRkJ09ga2Gkb5rfMEkIoSsVYYA8MTn3CbJB7t/8zd/c96XGULe3 -nimXHOnHwkM1q9HXTUAYlRr9vs+Q0zvkPNLh6nT6JpsLb/NAXakJuzwjIIR1 -dX0dHwItcutzoJ60vB995J0EvxtGQpkT1SIg5s8vKeZZB35uAeEDLWZBXjlh -KgICSUL1hLfuy1ewIn2wk7VJlxGB6HnqM4gijv9mI6J3Y+kl5zz6kFNRADh0 -CAijYv1jVzjP04/g8K6htOJ08KyK61frp6fd6ZuQtAVR0pmUeXjFPTKTPfcn -koc3ThmBS4ru+z75Q1qA1j0fIhMpcs99VmZyZFLuI9MxQB3DZfk410wBcS/C -3rv15j68P4+SFmOkD08cjZUjIRDd2Cuwb4f/pY7srqkKIiIijAER4Y+Lh70H -q7g7iYZ+BIX19fNINaJE+rqI4Mjqgzs+YAW3sXZJdRGBS6Thi0ihA5lN3/DM -mdDl0IBeZktfCHHu85aVud905VFT2dcPyhEZ/eVf/uW+D52FeySjy8da7Lw5 -LXWUiNlrecKTjE+5Gi/f5+F7bE2/T4hxHj1DzK1l9jw+uToPeBC6pjQk75CI -Tz135MP80UU6sWgTZjNDRE71G792VdXM5VQ+hoUvwJIngVHJuBaXjkhXvHEe -liVpLdOmfVGPL2IGcp/4BfgqvS36K3ifO+Zd63mVpAH6nNlO8n+Bu7ln4FwD -Jy85nbrzSdzR71PHIlsi19ljCWsAFiFGc5W6G5xiK0TK/ni+pKZ0bV8wOfOr -AG9sR57PZp/yQtb4HJniXo5ymkvMAhQ0Tcp70T1gOfcx/tL3HZgYdw4X6IA8 -nZCjM7IGawl/3ycnDOiQ09xn1UHaTIl2ICq/65l9LEA0oesrFmxlaJD7hEXk -h0R0ubBEUEHI/i7ZO8t0xOA5OjDPg1HOs+PNbbXLuaUITn7waJQC/M57gUtr -aSTi0d+PxGL8a0kcDvYFEtKfQC1PpmZnN0E2NFUOqdfBvdXpc3xyvms/FofZ -l2HQ6+9NG/n9bPWZ07VQc221nEfvJAeV79qdFkkKl61u4l6H6bIdPKDgNfeB -tTxs3b+lARReR2feulfIyWpWnufJYp+eMx3cLml4GtLAcsuallfIrXxL1s37 -mtPtcIjlIGIw++6ge6prRr0ZTkf1KnEpaIbNAPvuFoi6m5EAAmMoCI3IsMfv -FMf1/nzG40wdMsExAP2sxrWzeHxygGxfomAkjVXpSN4JZ3Ei/YQrXsEqsBR+ -xiFSzsEd+S7DmQRJ2K2khmL2FWOJKAC2t2nngKES4UfEgrFjtHskBTpIJnVA -zQBymH0R19oIA1iBQY15Ggn/F9H1yF1EDkzIXEQmhEZnftASzHlyJ+jDU/aV -QYY36dReaGwJRKr9TXsH0NdlQobilAnq2CNahpMR65kG5gPde7JKZErW+/qq -OeWY5dzHdVPJfo1TO8EVXuB3P3UK4BKJWpjIWMjAeUqkBQkFB/00NJEFuehm -kJliLnp7VzkKa7z1zA07yfoqSN1jYXCNu1/LNs4uy+iiEFWLk8iFQFEA2Z07 -M8ok90P4BHZnWQnanzv4OS15u26CBRHn8Ypod7b6JWPswCUXb7pc7GvM/glc -+ilgPQm6CkZv+kzme298ADtHZ/b8/Ali8dbi4sXfl0FjNiifNHGVGM448NvY -+vEm3FnO2w6/OW1BmS33HWALK2QcE/u5RkalNmpuMRnEO11yMmRxGtPSSZDE -lRg/15hupqXMxBYNYiFt1o8qYEaz+N9VkEnr7/1c8knEwwQ5Gay/l/qqtgg7 -xAXnMgj8IbLqYkCtmHrmMNeIlWv9u1gOl+mmnLEwkVjSvW6Oc+qHkoqlFf6c -YgqH9WtwPtXqx/ZY6gu2yn2ef8Zf2M4c9iQwGlNpSzy5Tw5S/FUue9+Hl3I4 -ItOeGuDaubeaX8RDtiGnTGQ4SgSlTHq6Jw3x+31IBVQQjIiHoEditt8HoJ1w -kqRbuO4VMKxuPGjPGRNVK5ddVFly3rJvRj9ZTNNp5v8mHsQAO7uFFoKmKLXv -1HbfXDya1yxpSDv1MVsdZqG794WepOD6+PwfQJSVzvNY1HMlGOiNZetnM/Kg -vUQRWMWTXljAygq37KDIQjcVzGFGuY+ZwHOidTvsd0qdaLuvunkVzGqRuWsK -S9AzQBIXyCsd/EyIFsk489/7vd/b98HrARMBbJz9ypSOT4BYByYAhxqGTi7Y -PGcMdRDKMPaVLw4twLEDtjRU7CuHZ32yTAjx7S04qBFSc5p5HrCXyDHzYriX -iowPJ5V16W6dZFb6xhdW555bmqUoVtdFjrvFx9NuDSisKi3uVTns6NXuacIJ -9revn1LY80BLUU/yMjnnBKW4nL7sBgIpY545gEu40hqhx6ygzSkZxlcKur8r -d6MavFOQXbXwkA8qgECgfO++BhZ2CIi795MhXwaMbyf/jWd5frfZKL8OLNzP -shR+Gs6cGWOdOFJBUuSVKGWex/XfD0mckEEokw860pLeaZTEJdmcd5KkwK3c -53s0lgHvx8BRerzZxdxTCSAppzX31iVSRX1dESo7U0DYwsWDEd9v37XcrbFv -hJRh4MpEBvXvjBwFzhM5rGTzcJdUzIN8eEgz3+vBc7E9VjFMtzB+LvzD89mr -9tK+i/FzQ8K8BpPfTdDEdqnHyH2EOf2Kco2ZStFSTySFYh1/00mLNREQuF1d -jf4foTZveU/UvAwvsGKV8eEFATmUzveYQpzrQi/lkBNucx+6Kc/r2W7Ps1sF -YPmP//iP3EofWN1+cmuOsOlTs85yVtLSG9NlbyIgWSfo6QAOWd6sh6Fyf2co -gFQEiVy8LJthYWVt7flWaNEr8TwvuzY6nD89Bc8GNPQQm46l5qKHjqdD53nO -7ZN0/cR7Vgwjaj2cNLe/+7u/u6UA4O8eJrNDCaczFrbwDH3YwxP3w9TY2z2N -sfhu33JO1LyXaKXgGp4HEK6mJRP3p7qx50rPLBpfklOWcp+8aIocAkZ5saSZ -8l3PEv70sibqFp/Qc75CQNmxyIZ5WUPq37UmCDz2Alo+Jmml3Iffse8Zs3Dc -8/o6JXR0miFqmn0huc+GgRTp5hq5yNpErtnFkR1HHfAyqtIekQ2+l6XUuKH7 -d3zvp+7JmcvB9+eleUW/ZrzSQfZn9FSQ5/WTNenRKh6+Nd62UKZeKLIhI3qm -DPlVRSH9vcxmUpAv7RrZEJtFNsRNaW+Q7/J7UiaKFHqMmbWEbnZ5D+vc75b1 -kEbqfl9Kik7zmaGdNVKosZtTCOxc0/RdgYEDuHpqlU/v+9mNX5qhjw0eOV2M -mO685h1kvuspexbZCy/YERn1swDD3Ho8rabtTA+xIwuD3NJ8J42Dtzo2IdvW -C68a6+lmxZuqxyMX9OBsU2EdRf1Dfy+XLf3ChvdCK/hF29DIhQjjTFerHFUT -qG6u6yn70unHVvFtJwaVJe94GIRIz+KXNj74tWNfNu3EqpboFy/Hhw1JDWN4 -wT7myLiOhBbG3df4g8hexsbnpEVd1284ussFv8uW1vXbbr2kDfvuRkFkT9XR -46yy9LkK9q9jrue6UfJAHX6Qi6uqevKCHaWPGQt7FD5mLCCZwqnu29lvc3Ot -F1jB2N5xC14/DVGFUYnSCmkGKWTZiAhXB4R6JBPTcwDEMtm+Xgp6Lt9yjRl6 -2K44YIU848M9YXvPdlpqzinxeRZYdb7TeIkRc9hNGhhw5RgmgmOaqVwFrJ1i -2TE8r81mDeJQ0YqqD6gHdLfGZE1J5YbURD9iXRwchDen8P3hWRYC2KSVbSO5 -pDVbgJDbeltqHiATVqoDUNNWkwUMlwd9HCs/T7s3jMrJr776KqOR3AkGDdHh -yoUZ92hgFAmbfnQGvb0Ohf+44yWUSJ+S7DaXc8RgPmotqfQsPqJ0XjH75zIu -VYlLylANfany+HgtyMqkZqiW2IXcPU3LfMYE5FmgwWorOT5cBVXs+TtuDAUL -0uxnEYo025/3vY5pguLmZS7GxaVQWUxVLlauvW++ygJKhs0j3b3Xx5GNZEGs -sWY3h1ep74SQcYqlMN2vv/46uyGJoqVLRp8cqPYTo3hl6jzr6xkNm5w6kYzG -W9nvzhAjPDviwe0wwYVHP45XwpRimxzXQjPIhdGzWRgrgN57iCYcSmjQIQKb -0FPLZpdVtfDS99aG9i3CXG0XYauFaiK7iebykkLuJTdnOcxqinq7xvZJ6Tty -I9dMd7Xa2LLBVi6jMPKP3A75sAKHKyBgkaXvuooqZEiGeO9o8HEMSWTikekZ -4VVr2+GQF5l5tqbMWmQjYEDyG4VoBrACeMqMWsOq/2c0BB2xe/aQrTiTxuoZ -znohxtuuKEmSyIb4QD4GHlzNRsbrjZo9iVOw1NRaOoC2Z8ECU7M6r4xPDvLu -EIE+nmLMhiwIe3OFMhsdljB5d1gyofgJp8GGtKd9XE8FEew4WoeHjPHh+bWN -+8OQB/KDuewE2cFI9oPqIN1q2bbtEefAKHR/CMqlrC3CQRD4SM9NoxH3IbP3 -GYv3MP1l2yIcOCKCJa7MKrXCHY8DBwy3OBjhIMm4QPkzGiM/gxWPOTvySS3n -BLEIh1dxY+wV1+pDE42aK8waKVfZaoOJ9OnTiPbaez0+jDZN6Fge0DjjCoRM -d5VeK0UeDTX3WdQ5baahnX1HgKHVlmYLhwweEEXO004K47twiNVVowBX1vrU -MLsHWcSmVFX+ptcjKg5PGX732/earo8juw43e27sM2+CzHC8LDplApS2Kfiw -tx0aFtPNr1Fjqo871rTox7XpYKY61orurQTOynT3z+xwQqgzPHSQRCSEiWG9 -vHv1fRypYr0EhB9ZEAHFyzWFMuT6nm146Su848NegruWlXqPdjChc9TjA19y -OIiE51p+Gh/ZoZKs9+srRnXW2mDC3d2/G/KNCQi/llOG9ViQ8M1ihAkz026T -Ls0p3niGQJhkReU6EmImmCl7390KOcBvXTagSTEGL5R234wbefV9w/I+eY+f -/vSnkY2U07N5HsnG5PQ51oDhYLeuvQYTYqyNA5vn1MoaYE8jAr9nJzWLYym/ -+/4auulYkqGCK+wcDlAajC2VVs0x7IU1ehW9bGj3cDQ5Z6f01eZzuHBZWpf2 -LNu5SsFPE/F8sh3d1pG8UzzA3Pd3gkT3aHaem0FIeODicA9yF0Tc4QrNs9yI -cbQO83Lcu3K3tOfqRyML7OPN+k4oanAtZX4aHhmnLPFFVr0PtUVdnD+LQQKA -vcsqvA4jQ2Pdh9S4wkdQI8k0Sacy2BkShp42Wa4a7uwrk4Z0ttI3nSzaTkFZ -PZinHeKtHK/2uBSZ2IMnykKVYzK/NeuMRIYx2cheGHNCDFmI8DL3YQ6X3DeV -sr4yqH0FjsMjj/15UNPZQ5a2+24vpOKpENXydqZEo8EiKiAjRZ72oQvvhxVN -UwtxgShGsltICQYUPtwJCAn9RN69QJocXSvqz8O20XpDTgfRQhmP6zgOwbYw -RE48eVkR0XnqJqPB0VhDyRD47FSRRrtyxkE+WXth/0JVdjIi/IOlHgIJQ+UF -gqCJuqCPIaMaHFjv1ESLzzwmI3OW+SnKIMYXGH0ZeceeO015E4nIOHErpY/d -VUSuO9kZWivpuS/bWNSIh/t8vOgQXmDDGdKSumw7h5/ThBW3cV88gvT8/Dqh -I7MX7aUIrFcY3RfxPgxuMtE4E+NA3bzCDlmqhdvzjPRvtplfZ+BtCVChz76q -mooEeFf0I2P4XDHr56BHVjvA/EiBe1AYSgtUdh/ueb/VG3MUxfTz42OXO6Bl -k8+sm2xxL/4Tt2UnW+4TFZ99zkF3itXrR/pG8k7/nJL3uNgK1XY8IvRlA8x9 -NYtkN1LkREeZknW20uPYyfQ0TDEKwBlFmUxefCsY6FV/8iYpfYgQmBAiAloG -4CNNmo47cJw0JQvTt1fBbl0IiC0ZZS4iBOSWOvWqVOjprDxkKs6lNkY37WYi -BLxnTlYJ7AFzmB+WUP6GRbO0FzrwkueeYQJkXL1Bnvcxyte5ytORiLz7WClL -yizyPAJEkfoSL5zDU3YhkDC414+9DiVZhS/jIwSC0WD1AIgS9JgC/ikNK9Zu -pWEO6CxnDUQUSTJ7VIKk+mYlkXA2zEUKiDEpaEnuEcSkXYr6Vklou7sjBdn8 -3w+T4OwDyfpBiWf9KaljBPviEwCR7/bowjvUk0cKmKr0Be7HoYB+cA1SANfX -wdsTAp41B8i4EmXjk8YNZeJui1rnhhRARUaoj5NuGmdfYKRNCoi69KM9Ce4S -IHvRN5GmUTVogvb4Uv5/vur98A053cjaA+6n1x4rTGEybfEEhSh/tocAwt3R -6sdhLNzH4vDBUSw+1nNJGTxAPGp40W/UX/HElgCQITPMMNK0x9AyDIhGaHy1 -x5gdWu7532k4s9T6/SUBqE0Hk9z3oRhIY584KZAnupoqTVsk5dnzThDuWbrF -NuUY+HCXzTy3dRqnEot+n3nSV46wOxeSwZnlvdINaU+e+0j0/R1vRzDMuWCB -+Sg+jBgIcCl8DkSkoRYh3MtuihbCJ2M6NQvt7ptrPg6WozfNWA1Khwily5sc -OzFgZNp570wnM1Zw5KGfKkPSriMwp/s5gxYRgixHVxzkPlN6TGcKjr6/hMvQ -iIY/BWxDNZSRN+URYGb9NSMFdBzkkF3Oo6XNzkyyWEgmrg9V1GHm/T7Sc+7F -Iem9BDIbu+2uzDtR/6zlSgjQJSAZQksJlrPmIVlTAuQroD+eF/whAeJIUkEL -bZAP6YGD8zAUHvfeL+Tj0CKkpgUpT3XNHHMWEVjIWJT3zOPdwonvMun6G3DA -RVF37nPPuQDI3DGTPW8nWks9fI/20w13xYjpiUoAeaO+s4DVPvUYt+5B29Ow -C7ycGHIfyzsdVDrJZu8r62p3MvhQqp5bfTOIIE8F6/DLY7b3nvFT6puSJ5I8 -A6ZIMQOIdUSNYVvudYjAVRf/MibMXQJcwnsuHm2Bl34+qKVFNKuJZwgyCrjJ -875ft2KJr8voltfK4RXeYhTyIEy9CMxE6Wc51FBVqiOV7X1h6o4xphU6N1Kg -Txbzf7kJBG72gzs962xVzJTcE8Nv90ZgXEZs3iXCJ2g0BqtUYSlIT0ixdIfb -cyEykXxYas+CtLcIpIjUtzLQlmuny4fhvbGFhvKF/g2tsK8sSDLlkphhKd/B -chEH9wsC+KcKGva5oEZJqoSZMHA3rkJZuTvqFr5KQUpfWwqq2YevHoOvXBPe -YoKI2RBLgnoRiER1xy8Ic25ThbvOHRDwFnwndfYr7Vp68GfUOdiyfxcYIfBX -Id/bXSUAbViYvFr2vtkrSteK8NNYIDCug68Mwn2fzdOAafSEuashdnTL9179 -fD4MHWHW8NSj+GQq6y2sOb4K4a++Ms+7uaoSIHhHAFzmLSxlOWk/Q8wJXV16 -Z7WmiXFWYanQK4Cx4EAOrF0LE4O+8DYQJ2/N68O4tD0z83u86Xgc+09/BN2c -FQDiCbMRKoevVqhyHl2G7v1ZeMl3c9jRtennaZhY+JZZKe3I1wE8wnyV/z4N -QmMIq1SCn9nEpl+RxGzuLnGBTxIHV5fsicfu7V4+DCwG29jMQLqYU+Y1x1zy -qPTOPp3wVRzLC1odA5NZwLKj49eP4vRF1RySHgSSFtpS/GEqLIyhIovS2TCV -bCAsAfc1ORVil/NYKGbIkHNWOsTu4KTnKLNno5fEK66WHAxTacWC1pt0GJ3K -457hEn5f3dqfdgE24dntnOdrJM2uvcFPYyqr9XBnKpFlqq8CoGn8ENoMJCiu -Hu8TAAi2r335H8ajBQOMn3+jzqpZHGYMdBI7aTf5sughY4Q5Fr6EsswNq3ht -ZZ0d3PhdSelSt16ayLbT/fCVRgq1WKPC0+GrEeAp3lIoyym8P5Hi1PoOFgQ7 -t2BxokS4B89Gk3Ak/DecVEnHueLpSvPcDCht64fOkJt7b9enMRVpdyatZKEX -37Ed197ep5FAZQnZoxLTXvN9b8Y1TTtkBXLju1Hk0cwaClz19B/2llFuCIxm -QlbvhqFwkkD4XqPcfIUnUcOQ/GFVmcergd3TUHhGWiC2QdCbvZNeKeD7NWQZ -CMlMuSBI7/LD7wZQSgtytodbgQP44pLy8JDJSioo1/CFSekV7PKtZ50JCTTz -zldOM7t4TupBjvmukO/e5ml0ZhlLcpIaJVthFgLf93jMrjBrZx597r276I00 -0+DToxc/zEzhaQExXKR7NWf6OJ4rtiAEpsaEQELMCzLJRmZZZMvTy3g86tBV -OsuKrZPqN1+5FpsshT/lTzJkvpzSXIR9O4wogA+RIMqFMub5j/hqqggNuRA3 -SrJPT59dofLYnhwSACpz6unBBJPv2ndjm1eE8//WDdCIiQkesssTrXi4+l1I -G6Hsb+dYzj1UYAGbqNa/9/e0RnLd9zQAqWw/A9YsORm3mHaVSM+TVKmi19ej -8lTalLx3upqBrv2AcRXUsQacBNYIaqFtspsFK7bMTNifVDIWi17Xw02I7Fhs -7Oj8fpbX1Ois6Yf0rHdOCI6s4zA3JmdXz8iRsaw24IdWJcohM47cE/xPe+uz -N7aAEdPCpR+tYbDL5IYhpUmANyUhtaUcYTD3nw0oL+1xWdrsVXru5Y161j5L -QOEay6SUiMTvvvoTTXj71d1lbsHnFSwUVBCZp6J6NpBGm1E9uSh/Vr3JYJif -8l+yM7T6P//zP8Nf61YgEKSX9H7jL+fMRfb26Sie4vU3bUQ5D+5dI2//0Fpg -wspAvTa8JVV4awKNt2DDvTXb07COqH7wlmwnwv/RusZ0gJVle+vrWlvMRwq3 -hXdhrpQbP9yZK9aOncgEeTNWzZJ43zKdcrlwDP7jr3Gs7E2Yy6auarh9K64I -jNYKUZ5q0vEW4ZIwOmeV+gMj7a47TwP0SUdrpbBP430eBh5ve9FY4y1+sKaw -Yd/8v5LRN8MVPQ1vV8Xn/kDTmEjqSlDDW9OWT7HvqfEWH++tuJ6GI6TPHGjj -LeWRrIAGo7cEjaHICTp0l5ZAnTWZsNaY4NzeTtuib7rIhg/kOVuyW6KdzZG4 -6dyFleSKIImyjB2vAIK2quTtAsbVFm5TV9CfbVJhEv+WzudZTqhoMWRBfKlm -jriomH4gQB2zLN27bG1SZBsJUygii881wgwW67Ki2vdE57Dgrr79wA0alePm -6/6P6y0YgHdubXwT3t13JD4NRyEIPnJ5BgRMAqGTxe+HMTQokSD287+iPZZ9 -zWcPnheU2ekN1sA6165mfhNHyWlR+YIHoYfQPIYmt2IKXEqqCoT2FFXym2/a -NT5YJ5bcJ1hI5jd8JrRr/Xb8sTWzSBza8LPy93xwkTN8NjhggvVenm4YTDId -PhNK8/KImm/mJcuUhZbery3qHT7nuKx8gC06y5GWqwqfGVh6e9he5MhOzMxF -PMWJm3K7FYIHyeQxwuccZUhbGDVyINwVGGAKmcjgDYzu9g7T2Yh3QZbJPIhS -OVK9s+c3PLKrviFJ+q0UV0YKqaTmMreylHKO+Nqkh5YQgWubz/NgECwRVsNU -FW+GPGBojngukBdWG5/lD5qTMz09yXjDaqrCcJpHiUYGgdAu9c4/cpNJ+79r -g8054b1WX+5UN6DwWh6fszx4zUBmZ2UmA5Fx6qsQszcgRgIFSj9eY+BCJRK8 -DZ/9zJGNu9XEbKiS/qt5XJZzuvtkjyBdoUrDyfwHznfNd43keEQh+u5pUwGX -W13jhnCiIHdXJmy+MpPPt4OQcopazTGUYU9zRG3pUtjsW6r6ZNZzKqfpSUKG -zSJ4U2MBj3SHqfXds4x/YtqwWaiQADCjAWCZaja5XhcHzT/k8PPGvvTm76dO -eKriFi60+XLBbtzJCqBmjdbHIa0iRWk+sFO0KItD41hXK9x822pv3NfkOJre -6Z49h5mt8s43vx1mBiXZRyGcBfdebYJnNOK5XVtF3fsa8TXZK60zd72ZLMyz -z0Gd0IERsGaWazyaZcCrL/bTiKTgA8Orr3+5RivU4yeN1k+laBktIpEHB8A+ -j7+nDXK9H/0gcsi+r0/rdfAClMMs7AMh50IN4bxMwhWVi3kLu/YcIesOFv9w -jdb8rYRgG7kudhV9inEP8/QnSTxsJVJ9Iy8fxbb1dpR8GG+nWj2ZXNbJiNkD -llbKZcvfjAmwb4llR9HrNOdbRYy3XoeJTvCPe7Q138Vp9APgcw0SsLJa0csm -kuoTgBKwL48T9uE+p4J9bpEdC/tgfYbsZB9W9caCOZarsw/CIOzsTVvep9a4 -39fNmCZBgHW+onkHnzww8PnDpXlcJZdqcjSM6qi2o31SSRZUyC2jWKQP99DM -OpiUbuibpWJ7J8M9pg1ixj1WEczYmamnXUh9cA9CTCuknpzkD/vBJe6B6cw9 -R3jQf1ADVmhVl6RctPVnf/Znm0wAtgHDOjWKL9f78B9KMmbExvuWJaV+BN5p -Ty+Lh/IFaXQSEgFbKfQND3O2nEc3n0GHIMOree/TkHtMEfO1AAJp+H29OsJD -1DNQ6AGv9D1hf/FQ7o0mK7lYG0F6TR1t6+dFCGaz4ve8/kZ5+mDioghBb3nh -3t2NG6KJbTEvJatTKeY1vJJG6A2OcgZxP96QdGEOF9Yqx8Fy+a6i9iaTpU0L -Qn7W18JDq5nZl8iR8Z+7ZPfNMKtgS+chKHNfqnqzK6/YxvAQwLbcBHi2PDtq -0sO+KGZedkQDyC04kEFJJnHy8MNw4pbG8Q8fabogAIOsf7oOKRtrRofvQhdG -KQwUc6WKNwzEHWkXciPyFWO3ylUMpITHauznGMjSYmDf3gtSmqhGl2FgWtuL -vUs5w0B4m8JdrcXmMWeYCjKWpIWBKC/JmzF7Uj21l2rA2NQgDKQC4HmvWSNd -QhSLtGFgeu5T2gLbHTNJbHcPbR6cmMeWB8/bPSFwMEoo/JbXwCjhGaiLgX6q -YKGAViPXqdwZIOib6DePZx2y8yE8NBG5nhSnUY+iem+lJhLuXV0/x0DmnhW9 -GsU97f22nrEt5rxs+cRk61e9XpSVKMB6k3Nz57aKn+GhASAL/lkaIIOloxmf -8NI0nekSHoqZXOtb8tbxHIvO841gv0URWbF6TreO2HodhzQhvYJTqw+lZb1U -PiY7PGTp3YqHlM6c8JDi2Qzmup8sYfmh8BAkSmTbS2Kg12sV+HlIGBLhN8PE -QLVKHeQCxjsSxfaVWnnoKEyy6+oFOdO/eEiPx/nm19wZUZpUyhcepiKiXNF+ -QvoHS3OXoQ0PCRWDz/Av4Amt9w5iwjDt5MNDU+f4+vGkIvUsdoaHch+sI6Pb -UtYkPNvSMjiPMzjK0xIXfKTM2bUhZW1Meh7+AI7JSimXsg/M/DAIg15uQwnu -cuXbhuCzSORunoUxByEqFYyYSwMrHiMCen5+fkh1nXUTZLmqwt7uEiDGYLVN -2IEEzEiUBbsFUbMjEITg3CyY2k2CDEm9+8llGXnFxw9frOGYxdkPjq06l72y -e34O4Jttnw27VwzbxJOTojNl96xYtkJJfz/fGs34ELlSxWzf9Pr71roZvALl -hLYR1H+D/iIAxJCnMMIaeYf5OUf8lxbnEY1XRGtw01e2wf0wvuLFoixpYY5W -bOhD0/gnwfh1CvTM++LDqhfP2ykn8Xt9fX14WuTy1fS1ebv+BkageaYDBlP4 -3GN/cSDOVzib86QFxICH5XKLcYS/RDjfYlG9yS1Fjk9rQHD/2S5UKHIelJC2 -Bp33KC5l8/79+817KUZblWhyJi1UOXnfN475rKqf8J4o3DubznwahmJF473L -q6XBzYATEzmpkoPYibWePv73g0Y2tRdcCIhANvbqx9xhy8vhJ/iG98K0JDVh -cEHPtezzNNY5yDsY0GqgqM/qW7Z53/p5bt6zO1CFxD03otw5NCCZVNPjy3SG -9+bPw1pxVwZjRMWtfAtDzRGwKCMQ3gtwzu22vYq8V8EjfN9FTLuEpp8+fdqT -YVdyRmjuI3Yn79fJ8vtD+Gv04T2smWYemQG9MQTXi/QdQadSra984b2orrBL -T/LELYb3giiJQkleASD5qImF926HXZTzcGaCI3PO5n1hOZ9vf0l4n7SUvTUl -fXk7MmBO31ojtkzvjvAe2LIsIVDGxKvJydMw30SPSf+bv/mb8N5XUDQV8kK5 -Atz5Fu/LLZGmol54T0bPdqa81bnFzzLk2p63PTOdoAvzsI45GbIeOxLey8Gc -vF/LoftD2MtXhPc08L68P7fJuYbRzZTS8Rjyznsc8GfHm2+i0zfeh2yMNPjh -DcXYFCURODQSdLGkvTeArIT0otTolZqfmJbu+F0ru6F9a/Pd5j0Qk8W6t+uV -JgTH47uIf+0YHq/EAsGKhLrz6sJ83+EL5GEovhROmfRetQ57ABAFJsJ8Az1P -0TH/FG6H+dToLPZBEG/rs1GaeW4SA4zvzH8ZxrN/SDRL1nsASPfeDxp+2sCD -9WtpyO7K81oWnxqL3p7btTSdC/tTlsLASrmR8xKJsJ90JBFlIyDjutroDhNJ -l6nPud5DPxVKFH7M2xGGNegEIyHZcZaNgAhrNBIFTECsjFlillx4Ab5YChZF -po2rxw95idALeoVivbZgcthuUt7SO4AwqGkm2ldy0mmrN7xbRQJ7FvanZKU9 -97GVMMDF9jc5vOEmbmazGsVsPyNiy6J4pmL2xBCfWzamW/OYJVINN/VtBsyL -aX+z0d7boVdyJGkA1FNLiO4ZFtYfxymCz/tojJxHLKW8LcU0T6iK7S3gZwxp -cSeYbwM+V7j2dvgdNogOycT0szr9Dgpkp/ZO4LfDXDEg8L1HVnC4v4KGbDjW -F8++WAQWP2avvY9/n2feoVX8btgJlnEofRZOdULD3nCGwXW9s10KP+rZd4ef -5x/Ss3uvnrlM4pmHE3cpkhT6c+IkxM/vgIXHEQHwBrJK28x6lS+G+QO61qrm -kENFqeIosBnOJbOiOeUSSg32+u90F2JHCQYQAX5lfHOiQDYSkM1Js48jgpPe -ESp5NPvN7ydcI1iGyv380R/9Udb4TApgsdAiUM/m4YpIthgTPo+++qRPi+dx -xDhVdK1yg1xmm2c4g6zZNRPLiK4yxFkskKExUwApK5LM2HV66ayNkrmY9U2z -9pcUCKNV9fZiIFjFasPzajHOjzA+TgxMWWda/JkK9GzR/sP6HeMlUPM78bPk -/w/X81nwVXWxGU/iFY2tDYMD6JNcykUvkdcaIouBQ3xYSXUYn8b38jzUl8pa -c2YRXNd2ga4qvAvjSTESCTnIFR225rWQ7PBVYi0F8L/1W78VxrsM+xFTYZvo -H7Wv3PYsDhEz2ogUxjOhbFgY79ENR2H6eQIS1Hs/NG72oZKE4GxUYqncM1Op -acEFq+/VV5PMuWtMfq4z3hAsahSCvMkrjZqtSTD+aTBe+hIDajznbMiPR7Ee -Jcavi/3YKUsIRlAwYhj2Uyy2UfI77DfTVhc9sENatmA11hsB5daYgXf+r//6 -rzhtks1EYKN8hbwXlwgvkCA2sdDMpMenfQSFPwQRDtBSaoX/wyzTS2jTPZen -ftm7NuE55hLP0NyhJt0FCitYthCMm+TSEIsIEJG28izaOgM++mWF71og/LD7 -FBBWixP02WwRjicRehANFci9e/LaAnPTe9nokuJtwk2Z7TCtsa3ikgABEuNY -qtsnxDKZkKeBEaWGkQD2EYAkAbJaKoJ+uF5kYtKuZLIe834JAdFmv4yLfAE/ -InPKa8FZjCios695HVtuNhECU+QrkAHzkYUw4FayMWVyIgQ5b1aaGCXBI/0+ -cpo3SmMYAy9ivxafXwan5P+9gk9nkc6mq4TM6OUNYjH5UZbSO2S7+uI1a5n1 -n36cWLb2paEmv6YVA2owGsYAilCRHMHWWt6m7n5WgE7mez3KlLpsmeW3yboV -/K77fJtFlNKNzILhzCwATXFD2E6R2W5st96kSCBsp1aYJE9c/w7bXZbHM9nU -b8hd0Sp+nhLjodEB/JS5Yr6wXdiA/sw4MM8YSmlyAzRBRrfcQdhOsBTKYKmf -6f60AqfdcY49XcdebbYTTCOjrCRMPS7/3tetzAAu+Iu/+IvNdvYAe2MNrxXT -uXszxclhOyJRrc52ikGCBWr0BtspPxvF69nJ/vd///dhu1/71aXzT+P1oiYO -rSQ1I06PjVnFenEe6CSQ//qv/5qJ8Nzdq1vsCefhe7DXW5h+C1Wp1FadjL2I -+boYwXHxnauCcBhUjGDaYTEst/KjNIVMX8WXr2NlCzFYK9gOz6ETCIIee05Z -vbfLVFFhmRFqzpv4dfE3KBd7jAaWKrL3UhrGwYNLoB6hynrYCsm2jaAc5aRD -IupK8LvdO3fU9v6lJP9eYP460AuRJmvCHNMzQGZHZYHxl6iH19nzcrn3yWuJ -EXnmHSXNSkAKM8+anNDOWlr6NKTuykgzC+osHAqjmWlqTwgIgx2XYTTFM0qz -DqMNA8RcQc1AI2YgNkpZN4wmjOasS8s2o631sd1wGu0DcYmwpUKC4jl//Md/ -HEaTM9EeL5FGP2X8+rIFe4aGpRhRa5eIhSyDh3sCievHpBl0ToIJkUgCFndb -1yt2SAZM3Fs0pY4vrKZk3mXFUS7BBDGDyVZNYAY/+clPwmqQi7WoV9YwpjWX -ZoDa+qodyyZkwOHwmQKu9ZLbFOKl/VQe8LqIyS5z6oH34EEp6rTmO4rj5pL7 -neD/427HmQ8uctq4a0J+Cl6g81afQ01X88RNR9kdmKYsxcIzL0OYEif4MI0e -208HYv9iVgPduLx1Is/4MNVEoTz3xkpsY5as07ARbxlC7gDuMB7qSTAJoYWV -vd1mlsW7tQSwqDhX23kEiNChEXkVY6WyT+1QjwJYcsFER+/ZWtr3JhH2a3pz -iwwylN+s+x4fH2eqYJB0cntOJ3vI6R/RMx3GVOZEehrAKHCS2wE5kgnLcL1u -TXtEqScqXKChH0KddMPHJRWJqHxYE1DJm9NuiZdHNXCoF/qQESFUilOgUAyg -WLsj7MvAyKsqZ3zIjEf3E5AYKgihIzQ49zzIV3aAsembD9jWZEsiE0IFhg7/ -wYDIhH8rIpFhKaXJI3hqSYlTJqCHfrgGZ+b14tTeywGwE3rnPpnJs+eH+84D -juitoc3E7yUT3nttCH4a9pwYMzk1hce1Mmo2MmLCtV2sMftEsSS8I+xBn71F -ZMZdczo8AcicI7woWzbSRi6SyvVhXRB6pa/G6rWUF6PA+/T6IZqkIjWjZ6GI -okRB2ZPIBZlYTTXGR3gLVMrchzGGQEF630L6niYLucZBWWTqRYxsdBrU9Abz -DK0MEoUiE0hD3OELQVQBqjyC6+H3yjo+vCy5oGhpM5n7JLIgVb2OMmtWFbVX -hJpbiVD2hPQurecBJJSUDp+i4ZHC9bwGQOVuvb4sXkSDHiKIldcaSUSD6cd6 -2TboW0Bm/n76PzcAvkKOEQ3fyWpTNxlZdeG22V9huhFqG0HHCGw/1Zawk1Yn -/WT0UCrzIiWyT1t4GWh/7e0cH8EYu1tYYtOclJ+H9WCvQKuf0gq/0M9+6K51 -uewuiWjAP9yPUFYc0w0p2yDlVvAgj+CFSMyv/uqvbtGwtCtw6VIoRcoKXUXP -T0OCpU9Ys1K83CpmSfPNfnTdefaIII5UnqJhxPJKcQ2YJGGp5qbPiLD7Pge8 -qydfB9GZfnxkKiIXTIjEjjxFAZCIBfbfxWLupMuaP08jgKg3pVkmeoE+VwOg -WRSO+7bFhz6CK6wl6wVUIhXZ/JI3mJ/BlV3a5BaqsG80sfeiU9PYjQhLTKL0 -i8t3CX66/KRSSMqapCCAtePQkEQhFGQnAukxZjpIlv3dosEWs95XJfIsZHZN -UV2mDkHyMPhT486tUnxnIzPTEpX1HqzMOLfcRYNNFWVLMcQOECGWiMSe05K3 -yTm9V7eR15H0F6Aw5e5zf7J3lEaqrfQ9SKMdC7OQ5yyYTRtbOWGRdGGxyIc3 -czL9rNUUxEvc9zJmSJB0FgMjH7zk6nQ13uAn0apJbnBK5lc5wfgYDYvRmxQI -NBCNoQoDTD5NZSIbZuBeDirJ8PhZxtR1a5JX24+JxxGr5GnLhtIlhlF1TN5H -hgQ6wupMm3aRN7a9ooncCjCep3RSEb6sG72ssJCKbjZyNHWmhSRMUQo2T/jg -OaZ9tYl4HR5M3pOGM5gBrcwO7vHFpemRjZxCdMnGhxHrhHPkBn6GMLgTwzQU -YqmOpPcGppmm3ypsmR4IT2ayoo4QAEqXFuxNFykAZ9X3rrC399MP5pkpaRHq -Qx6MSlYm3xNs8hLfNDQvYE2apDtbsxFUmmXNPI9Ac+JBMAJE+WR0vcTxaZ99 -rXK0TF4mTq2xQaK0RpunQsP3vuTTLZ6Hv2eR7JSQtEPpByowelno6BOjCICe -BN2FU153Z2zETpRGQhKlWa8pBTgWIcliToztLVQTwkQQGBuzWUZnTOjxKlWY -+VPD5R+jJJZnefbeDxlh+Zhuzz2YEvSzk03nbKzf+znnmnwSaNbPyZH6zKr+ -vO/7u+cWvyHqZEwF0cn0yTnB2qISPkN0Gm0Rm5V81bxK1er5AJV5zcMP5zv5 -SvMXvGf+tAZG7EYCG1K9mvvEemc/aDlW41Rj/jz+nlGUYL987RKVuWhgLQHb -+WV4xLzoD3RNz8BX6SC2Gg3/53/+Z75mJqfAF+uKELJM+lr/GEPwOuEmG2N6 -TuT+3hpijEhvfcuEpu96ZAdoxGJgpp1FzbZkp1uu4RILzFKHOsJZgZj8Tu5L -FrtLFnct5Chq3MKbtNvMffJ/50GhqZfqnBIa52Diee17I3XPkzAZpEVKC6VJ -kBgFx1kjCmd8OaEK5woGdAFicfqZ7dL+GGg7cU9zsPC7/9EaliR6FyCvvh8C -NbcJYLoC9ylAc4M3u7HOgswuX5hOtoxu+IqKwprZ41oBN0mwjTgSIWpZhIoI -SQ2w8sC2lDtjRqyIkGgVusMDGWgoDVAPxgW5Vq/t26qvsKWLEG9NhIhW27/A -et1PaZwAVabSIu5LowVEdbWIexmKmLYSPkRKNoxydZ7w8lc1zMxinsrq/8Du -tTll7gbIWchvlhHCTykmLpXSEkNr6ESII+Nt5JME+IBUKoXdw6GVodtGCLMA -oC7aNNL3uPDenNbctbfpYwsqyX3iqNPgoo+xqv98WUbIgppswHUiwqfBciLP -4SpN7/NijNSjgRbmjjfX2dKfdot4FoZjkLWQyiM+fjKOVAnqZqWcTxvxQc8c -zNcb/KcbdMQHniU+YqGS+74N7V6vP1cDUoDSe12wLB2LiG/OI8oN7zwwiliZ -Mr+Qa7Tj3gZ2YmIiBJrnHUiR3Q8RIUEk8yGGYbX8np2PwcZa6s0nCjZzDJpw -GpQo0doiRJkZ/6uPwIQoiZEzf1ZQTFuO4Ta2VO72zq7nkWq0G/7WeyEixMnc -z1P4tDM85iWqzbyIkPHAErAfzM7nC3EjQkAJ8aI21JVTIt5ogtZElmgDdKyQ -3T4RIX7/NKd4Bn9c3U1nfRc5QM9t/OatpwhxDMFUvfgTRLXFOPfRdgayk8s0 -gPIr+fU8UN2qRR0fwyhfncdARMLPa+vY3OeX0zQjOaJ7uTXwFzWEICI1io9a -qCbclRvl31Z7yOFDOasa1pYcimyhsW+nlKdPzqdvdWC4GJDcxyAkd9/bta+G -T5sUFFkoVGH0lhxSIQLVMTWSQ0LMiYGwNJKuEqncYZxpIK1haBjCSA7/bM6M -F+mK0fZdMIiksgj8mzkXdtiSw8ClTrQfEL6yJ7ctpQIEf9qhlqQmtaOZMqXK -QZd9Ix1FrQhvk9AU782lZudHsUFv3wHwpgGHzzpfPY9hDoVwvfjNDLIoEMmx -ZkGHSYbEsNw3vTJ7C01MtOu4QH9Xq6ExRfpW1N2SQ39hZwU6eacSkpwFnWmL -Vq3Q/PSnP933SXCeXZ1hdJLTkZsYFIaZe2yn5JCANLd8s7hvrhCJMXIx0EiQ -C40AlcSqkA03qEv+JPcX470gBDRoYUVmk9YFd0uMc/FCNewTb5R0f69NJWa2 -C0+C9giP1zA5dL5cSBeeyFmPGHI8UKhIwIzcPrt8F3fOgyqZIhb+WkOd1R7r -3M7xIYie3yM3eis9VeBzP5+cp+dzKM0zwPW4z0PA4Jw7CUJxAIIAs0+4UcHv -fgcOiW7Iz/OSIp5CWg1H8l5jTQ/D3tmBVy7p3PfJCmb/bEhvTDncOO8l0TSB -FPUITKaCN4v9oUW8vjHxnqQmAIZ2kCrfMQ4acp0mPWt/SCowx9bJ1/GEpCi9 -FntUugpGphStIH6WKbPYUg6FCd6uZVbwwBoBw7Ub1r0ffPQrIA5YTGczH2Mu -A7TpwnZZy9VpoXfQoHG9naxnqh2teW46A57nGTei6mhhruXYdEFOz+Kh/5XZ -m3aUxq0Ed07fJFoea/KcNGBVdvRl9dXKnuPSvz0y3uFsZ+qrYnU9a3IfLJHe -m7nP99Zhjnu0PFqelzoYVM0Cjs88qK/io4WT1mdJ6rshRaSSpBgLCC2SJEH1 -nJdFBIRh+eGEEv6YE76LhVMm8DzYP2Na+kRyw3sBk1DO19cmnp0vhoLwL7wn -Eyx+18UU7AP/oRLfeT9IdGZvzqVl6fDAolyj9zLB0gr9HffYflZMkhPJ6xpn -eC9LRWVclnwED+q2zvt1PPAerRxjwpx+VAjsqPYv97Fg55Ei3HMO98xo+9kf -aTdnGL1MCpIRFpGnmmluM2JR++qlPBTewidDVhNIjYo8CQnjZaB/qPTL9XYz -4e0639kI3rpGuvj+upuTiwjoPGlNdos+W70pKuSoGaNYAcr4pD6tVwQxV0xa -JwaUKy/clwcpS5x2rkG92K4C/s2ihqn0eJzygLDi4a+++iosN1p4wfIEp7jO -UHq3WO7XUlx9SQBtKUc/t1Ca4967cZ6znkxsWL76q97u44/vPZbfDUPdl/M5 -Zw7UMP/t3/4tt1kDTSRD47l8aZW1JByWE1y4be2xvLGc6/aVk+WuFQ3XUuH7 -EVBSS6xlWFKQhO0krp+Fza2fJyhS33NLtmfJkaB1T+j6bqe4saeJVy/FADbl -o96sMRpXwozIGWxr3BTLvNNrnUKlyYZnMTFsPjcUhTcW+FlY0hdzzbefi00N -cuZP7iMN59FM5p+uu32rmhCkc5/GZn9W5gEke0+51NzGrkMHrK+ADlJyCzGv -6YX7JN+bGdrVy25z3wjJ7sl9IbES/HA/a83k3gzSzJZcAjv9JGicSm1fZslA -nI4aZWWS+vHMxspRd4rnQJz+XbZOSQujFO4DB+vYyE01IJb1gY0Fg+E+ztIx -c+K+PY8SqaMI92Nm+6moHAfL1c/YJa3nkr+5ZgWnn+zqHb2vknHkEJl3ax5A -0ynFDDaNFIACzC9LBAAl7oEUcy9sk3cAgSVZ85FP+wwil2ta4T6qqNTU8fl5 -oTzcp5cgaL05G5AIEDnzK6j066+/3pNgatMiNZPlHSyOdaKQy3un/tkCyrIS -j51IwcJB9o74EDZE6oQj+zLs5R62C6HO99OcZlUPwsnBlUkJ//FRSJYTFlgD -05OZDf8thQAYmiTmFbzRmd5h58lYnxb+pW9dT0rgU1+6/NyGUemxnAudabBe -poHXxcCwn4hSTdgbzk//NIawqBb2y1UCFTSzZvrlumyriXydyw3nkwCZU6F3 -jTUSkNVSEmDYSuG7emezY6ZBuKCg7ryNNZF5z15y3lfs9TKM6cqGjg814fq6 -qeDUPL9Iv8lJPc4jzrGLA2Dqir2RAJZGIx6WRZoJaANltOWP98/SQx8uq5U0 -TaZKgkDbLqBoHq+e+0gUeMVaZsisx7l3lPDfM3lThSU5hbp749i7MWzCgTrk -H6DHT0a0BCsSoELHyNmpksMpAfvwcmGkagGtD54F7nXNmq8EMjYH7vPhXkTM -LI+JkxYths8qBV8NWd8NPJdNID7obX2Bldq7JebmeRAg1ew5hfVaWvk4oIel -AD4u+8dx2lK3uYIg1ktXziWUxfiVcHhI81a2ldhLr1Qg089VOHsFUTXE/uab -K65n0dLcIvdRlWSue54gZ7tmONxNTvgN+kyslA/VL1OfxlBZ84BhijAf1pMY -eTCYI4gp58jWzt5vsdDRQWEhACCHhF5oDf6tc0uH0alo7iFtK9BTBrPPlvia -bd/DB1hYVozNNis+4cogfxxUk1FF/GwFVoSiWoTapdcRCpUjD9Eg+BzuFR5C -a0Te9fL/4Q0By/pqRsvEJ2fQczO8Tr9P2HT2BmJTT+Vn41LKGh6yQ73pO3Ne -shMemqTHEKdiXHhoriZgC094yETzhScP1XQXHzYBSJIconX/+v7jSCMPig0V -qVBzs1Bwfh6YppxhdeG4WbW1W+9m1O9Z4U8jfSExResTkuKR6hApIxGbAJNP -5IS6RZQcZ6L4v0yFlYTR/Cm/837RdHWn3TRlIEvTMyvxX1QpT2fDpXM6C1dq -7XaftFyKfhKfro6d+3WUg+1HoYyUNeHSRHAl6OEjWYctAIfwUUyPZ5/jIxeb -KBqmkkzzaERjrNbhWGMIJLWGEMGVLjiPJJcGZgK7k/V6ppH65dq3zxb4tI9R -gJlzQDWTQJV5BMtgppd0fE/UUmG8JL6hkNUApsTml1L/8LJbbR9orkKI920G -p4QyMOexfFDJ2m1yi50gqmsD2Ld5aUZiJx49I6U4EDpell8NLwUz1NSye3jJ -UhDuk5cK0e33DC+th8qoQi1mS+UFD+ngy0vU9fCSZ0xnyy7BItBO5+y9UE2Z -ayDuPQPyacwSzww/20MMIwtrhmd6RCyHi+Z5OU5KEi4UIg+exZiVeX6/iOsx -q8ZmfKg0SNFLdgw5J8rnFaw+8NIZShyjsD3vezvz8fHqVTgDMgMVHGagRMAb -ZcgLzn1ct4qX0n0uDQHJ+efUktv89V//9c1K7hXdQAyvNHimGf1IFlb+/Oc/ -z3z5HKS/5vFu+B0e2dfjG6jF2n722Ea0zvrbnKRxoIPIY21TGo9wTdGAxxgF -bCBi6YUA7sM1i9khEMOyrol2wkn/DebyoTYCFnYsM+O6BAGdQ4jK0F9B6ET6 -CdDjuBeUbhx/GQTs7VpMg+28Gl3MQknYBuwpKoaf0HCce/gJsH3OXUKyGnqG -n3TDUj07hhqKgUCbVekzhHAngWeYbtZXrPFuQA4M4PLCT9lC6KoMVRdzmY+r -AOLjgBEri7DtEuIwKmblmsev4oq+QyWINDtF0U6owdAKLfqBeaxq9gP1Jdxz -V5PJw9y9tp7BAM2vvirztGQQvu+aIR+pl+wdFBdP9/Pgk2z6e118JV+ur8Yn -4Ssckazg5OsOSqRZPMUsX9ZpJcxjgq/55PdjTSJ9K32o7dpGNCyDFFGcjXWm -lSJao/0wsJ8SCc4lOWz1BHTVOhqGQls6e6TXCcWkfNIBqzhoWHlyk00/ahyW -a05YACnlyK9UBlMSRs1j9rajpw1xBG5F37go6nLW1zK2yNpZAL1YqO1bAE2U -6l75h9n5XeTqmSVC6akFjRNmgWo/4YUQzy/Oa9xE9lLmkUlJwcqlYr/UhJFB -mTuMJjuhRemAAsI7QDGb1UN4fAjiKu+IU93sdF9CtMfFGqJgoZ/OpbUdX48t -dkJAUDl2a9N7tv9nw3izdEsi17yRr1odFqeSyqNjVwoOQwDoAkdZ6r19bp6S -QGv9uox8OAr5JnccjkLOntA5yqXgFOfXN3Wudpz77QbvPiiwZCscJXaSUn0r -D/OTZFbvah0u55HowCYbQnn8cBQi44VOjq4OyZuj7OtyD+PDwK7q0pE2lMIL -R6UNU7ESjqIQDINj8YjMkHiFR2RN7T6iqHt31lzFxk0cK7g1n/Y8cCWGqmNX -OMLu1qQGTR6ZwtTms4rCn3VGVB7LiEFukFFpV9i4QO+NjaogzmUBaq5+Q2VE -5wNLw5XnNew2EIJQ5R7CRujAI6Rf83UDlObsbAQ8mI7LfE+CcNX+FJ/CRqrP -rEC9nY2SDpYF4kaFEJYK8uEL11LWoJUsQNm6TJ4Jvu/6/Dj8HCWCeZaDGPZP -qQgUJi7jiNC3dDeT8RaW+2r5/zzsIzb6KjbyzuX/+i6knAvd92CYFJmtf+cy -UeLpDKQuh6HZmgibZU4QOrvSGeo+zOt7oDySDZJLzGtAZZGz7xe30oOfbol2 -1xFB2aRMnLLrNGTgQsE20U7vSwLT2w4VhooTGZuTodI7dC0MZaSlf/MRBxid -IWEukpeEZ/L87r0FwMdhy9RzUL3stoEq1W5YngF+4H7cKdXNfhQxHztvlIFT -cbk2bthMJ1lkU2Bv4h+AE5oaMcME/O/Nd7PxEk+8Om2Eo2SCAe7BCo8imd05 -au4Ki372s5/tt4NN2Qvb5Ulach1GGVhKjtCin+buWoq3wzrquHzBvsaNUxxF -+2En56UoATuDgzhSjsw7cjYlR4nu11Te7uxotpd1xCj1Qtmu4OPjFlKrLfGC -/LliaszBSzwFp4sk4SeJo7OyPknbALDgsYgLP1EU9fpZzNmO2h2NyE10vKvT -piVWMQmR1AjDT9wneLZoZlIgM2Xu/GQLYaHyqLf6WSNiUkJ8K140Xp+DMJOV -Z7X6ad98UDZ85Bpbm46cGbbvidXXYVnZSyeXxSV2XEv7KQTRDD+JHLeH7+En -sLQ6GQ3sadd+pk451hn1m5/CHSKaJVAfDFL/hZ/sOaPLDOwmVx8G/VFDUXqy -fDyMsiqlwfjJiUks96PCiHO3ThwbhCnA6zz2WupQjE0gwFMnZkhswdgZuXCq -h7gWwqDxXtuJwY40ivdmqcyMNrXG8IiHAddBSfPrHGBXWBAom4k6UgcIVlHu -sfONisG4/XR61jTnZCZckfagTmQf2OJWg2pYcweSBw1Jtt9T2q+DfWbBzCae -RFOZ3rC6pDrxtCSfV2JlBVopP5fjsPYpxGiYJ1lpsUs5scyc6GQxoOxseEHg -mfAeJbj1PAjei+7VkB+Gpcn+II6OcTY1IyBqrBVwN9svzacxuLSC5YqTYmlZ -vgKVWeuid3QbbKjLYSmnAzJeazJP+5gU2KVsb8iAl6RkWfdobk4fth+1J2XT -BSgs5pBVmK7j7AbZsm+CDXO0clgsoo2jD228njb33flYDRyrXhXEeSdw1xvF -yVXCiyKvayP406ATb8FRFUEyS+zDLmnLQrWhCTgpxSWA2KetTvmW8e3IE6PO -7tos6H1T5dyhnK0CgojV8XowFLcAZ7ZFb7+nRURWGwgmOP7tXqlkzyYA1xHF -cxO+EH2ZxHDccMEJdXgxSYITkfs//uM/PqTzML5yHOojTYchCM/hzGxA7Nvj -Urf3uv6GjkA+IAuv8CJFHJwNy1yyECpJ898jvKvN+zpyNDafPsJPVu0s2/T2 -gKQLpOUXsLL3oPG7lKYUUZ7aZTZpNQkK15kZKg5ptIMljYk4U8N+fCAf29uu -9d4t4brvQgVUQdRkbrjOKSE3xZOrs3oVrqedL1dApI2Wc8R110wwXGcyxH0w -3W6ZMlPrgrvSlu0NDA12ARbb9muRKHllhMqghOf0NQFV386Wwr3wnC1iw5Jt -8jPbIzgPPK9wvUcPaSjUt7ivJuDbyWOkEZmb+3tXwKQA0Q5Nr46XM76zQo8e -25lPh4t8iitLTnqWgr4wGKVXGRDqxR51B5mmPr2n4v2839chaTJfJJKQYB7V -RSf6IjlbEwqvc/gK/noF3tN2gyUf5hZekxmeDfgsFeunUdovYNU682VggJdl -IXOZQQW7QJ16WngthZJSi94gOr0jwmvCKx5fWzUHKk95Q3YZl9706DdrNH1L -t8dclY1vh1gZLPiCd4qUw2v6I5mJ1/BJ7wAvWQmki1EywyyA083f+Z3fCaPl -8tgB5Wgl1RlNNsJ1RmfPsLrczISVyl7gMJr1Yq8Rg2PzPZrt34SCEJQx6YxG -U4wGW0yMkvPbfCS56qWqfBXdYWd7O3ZCIdq07tbPooIH6WwNI5fZUIgISq1/ -h9vAaI6I6GVZ6UEUbqOZGGexcJcbJFgVGhcBQyMSK83UuQ3gkDnaG27zX8CQ -YEYVJToHqOEHM04ga0hhtEQu2Spl32xCOyMoRt+CUYkzgK5gZC9Pz5bPPBIs -zlbTvqs3sG1+98Nwn5Y5qToVhhdwGSvFNex6Vl8D0cg3NgfRsjLexcsXUXtJ -qtiUifOofgaPx1NSS3JhJyCACoZSFjWX0VhZFyNcwhEuS55kqTgTZEAEi5cx -fd29v61rsJL8NTwbWI1F5fzCZTTIOaahL0HB5WtH99sxZzY4jbZlMcJlqJL2 -0JzifuA4S0KKV3F25icKyTamfYLPVHQqKU28gdsUixS2hNeAXBIPvb4wFRDh -NaMJKqVJAfdFFfGRGsoyk1rkC6/pGF5nVzneI705ttpTdTV8j6G1IzAZAtsK -rNR1rUVhILv+3bukEOLVVOUzLUdWN/VbAj2BV0gP/0NokpI11BATt2R2oJzN -kRn4I1JvDbb6yq7pTzL3UgMfuKFsWuA9+p2HhIBZ1LdfWyey365hccQ4E8Nj -SxHOzIvwUA4z4JJKefqB5NAsvBhLbKktHQFhJBW0yj0E9RKzdmSnspByKRXy -Or9Pco4wFgTJa+TPk0ELoBYrUFUqq9UGDejbuOjrtWf/zW5/22dPGX2fdckW -WeaXK+tdYBn+FBWH1dTIdCh8PTuKyUZyCJAB4HHFSHMlS1zQ+31RhJwS9V38 -lmOsiCn8TmTTZwLDAfC93gpwOZdrhZLpKpjZGTIGlHzss1VgJRSECYQmPW/h -/aljDtPpqK1oGAiC8c6EQDBsM7Uc2Mu6Nyd16ewlges7fICkIAXGjbyLeVwL -AhuDSjXIWnhP4bReirnKUPZ0JUDu5+JMdYE0DT/WHGhL46OYMPAqpzuE6VCc -d3h9maAwnSwyP8xQ4sbMgAPgj3urXyAjmbzvYjrOlbaF6RR3VTjtmRBBRrMX -2hDprLflGgiWoq4wneG1Il1QajPdNc8TAVL4Pg3DBYyvMyrejyHyohgIqmE6 -ZkvHWjOZu+DnvUhkFQj1pGx9x09CtlbF97vgeKGjTGWYDhmxNPI1pVuhJFlk -cLVLfmzXhMi9LtDwBbfSKj9or0nxZZguO5ZdQGE6q8H2ceN1f5jOUFAD9gvF -e/qWp+cW9XzOUFn7mN9Vd1SP6HsN0tE7PGIds5Sf+0gg+7I3rzwyIXkHt0jY -mIFIDoy5Kv72YXmEjbmQPGTDYaN+2KKlVDms9ME0OlkhXEvLNxv3qS17zfzU -ZGLWGT8ZH4KQxrAcqyij0EzexKRiHocfPgMSfCKvUXKRicEKCvGvs7qm3YIp -us0jZmI4DRPCZ/YiNdq9RCXhV/iMEN4h9VV4JKiXgac9S2n76cesU9+ACUvF -4n6bxdkP1FnsWs5ayn1cAs+i1Ujfn3S2boEqjJXghdk8ZfaExHcjpw0b3EhB -jT4BOIU/DgpiYYCj1Tn0UfuVuozFLDlRL/EIm1PYQQp8gwdn1OUA90E/s2Eu -s8Abh81AAvwq1CoqhoBkT0LU0n5fWhGi9i0tLIEFOf+L4+619GEzhnhNL7Jl -/+EL79mW5GkENuCxaKadfW5t/dxPxMCk5ul9swb9U45zM4ULOIGXCITD7LvU -Y7j6fTSPA7Run+dhg9i1M5kHEygtYJ3hm9W9Hc/rRjhp5U2Rtdmh2HY7rrao -4bIRgeXpBK+aHjuJVEt9ky6XywFtLjOLohNaVZIZ7sVyFhDZ82QxGWNeOfdR -0BTmh8uw77npjQKRCDg6O4kAGIbAEu86nGYnQYEg7pq1LPqGVrBHDpp/bI9O -Y68UG5+eWsKvdDAqzQStbbU3LiJC35fu0ZHhvt9IcoTtDbd5Y/vVO7cBUjwR -LdRMM4OcGz5vmmOG8GOD8Yfp5qxth/KqueT7zXYfBMs5u4+jKf2b4XBZEBa1 -r1xZBi7ru3nN7hGJlYPvB5idGyvlL1M4kWs8VHZHTF7fVr1Aj47IKbVljinR -F8vTlhB8uIzIzHuLO/n2GvWqxPnZz36WcYrmhA3ztDFJk7dDRyFIP2Et+ZG+ -C4zMKStLvxb4xppgr2fE9XNTKgN9zh/wyK6yHogpJ7vKPuZEAHh54vpOOE91 -sjnu7VIOhs5taXQHv8hkyPFNjn8Y0zNEr0FjcaMsk6SJuleSw4b0FBmXnS07 -6doj9YGEVI0UicjKn4YK0mSpzc6MDeXsSuExqfWO+0blc9VWwiK689qGIFyh -xoRQlmofRT5Dc/5apqGdgyyZkONkM1qyCIt9lyzgJ9yc+zlmK+v68kYWjCK7 -CXMfe3TfOTht+dlyFeDMDsYOFKjcFT0/jXFa1lpNmT83pciCJU+uDF9X4mvA -7kv753IpWeEPLFMBBzQaxsjRD6w55kQW5JTvjXOmfTQ0iU0iLPgv1QoVeFO+ -t894bey7XfMYDBMtRxbw/exwAcZnlaCfg2IJQ3rR8E1j92B8GvgUPJcWbKfi -MvTpo9f7PElPf5csrPPk9v1A2doLvGWB7UDQWYdx2YD04MiMEewEed6R7fw9 -dmPgZn+6OaVs7Fi1CL0oKMnoyIKvq6IRAAj30hhUhBpZoEywJOsv108pDdm/ -5QrIAnty5eqmogo+vvnmytKwxVwA+APSF/M3CWzXY3v6XhQ5i3NNg7lLx8TA -ANp89j4nWFGbCELWN9wLcpjTri54GlouscRttPPmrZalr0JGocybbyUCo4PP -w9zximE2OLY9JLy9F5ls7x+IYD1NZWJnYRgfmCWTXKO8ZIXiBRVQ5GQn4hsw -mqSbbAP6/EBytpEBdFENJxFCBmRJGUxb5CMDlIgvkGchI/hPDkwj5zrIP1PQ -7u4Fil0GTN1zUHUVwW8SUDnP6imMbzfjmk2Y4u8jA0xpupr2bSIyu3MG8/3k -jMbDDOZxZQXn8TQCPOpTELsfgcseQY1dXKnJtAH19+MwCvMsL4F0LyGSb4Ca -uImIACjr2tVBZtYi57CffBcbU+7R90+xx/QtIiBQuzcPmwkqIiUQ+vnPf575 -CJ/NhwQ9ry9gC0vFHZAmnqjw5LulPyguImCqWX1vJ9Q5q20VGIfxDIokSWe8 -wTAKbCVjUzK8J06hLe44ayGTJCBe06mOyWn7GsbzFimRDeOFbclxhfFUE9Zn -P+H9612zFgFW8/xiY09z0XyJ/p6iFV7NY43uLoD8olR384YBB/U22GIwciZ/ -kfuQJ8C+Q+Nz/d7wb1mFh9n/JA2swnv6YUqwWZG3JyCJ2XUiz/NQE9EiWMjl -U+t/+Zd/Ce8B2aThSRMpY9kxGO8BkSJ4P+E8R9CE95YrczCXhYga7J4Q7WL4 -lWr2XXlsV+/rym+e8R9wk36tvekJ4w6k9k4SjB45UQp3bTp+2otn7Oc+NWsC -Dnagd0T2aBBLsezJe3YKzvnv//7vfT85YSRO3uOhw8ZzH16h5myxNq9Zpk75 -R+7jC9P2JLynyNIunffGgvfAUI0nYQETn7b4Mf2iHGYonS+JJSwtanlZAmDI -gkSvQSkCkE62qYgvUY0ACMqhvKs57tuhGdLkfmcPTXmZ7SUwJAi1B0XZ5pNr -Ug8pglpBYXZuwVPpkpDZwtHMFWXM6SIosBzHGJJAp+QuI2nbBXd0i+fJzmck -RFi6+ssvv3yYf7/Jntlvjdj1fpo7jLw+676X4XNXnnl8mCra1u0O8Q3Y7SEh -fG5tLkW8LfW0x2Gqadn/tEiBqUR+haPje+UQ3q+bkIEWEcG2/i3RhTfSPv/w -D/8QwpEEEd2VZJ9nrdD5FRyOKj/Nl3rfHfZW0i8bI8U1nLIy3w4K0u0zyJ+F -SqOA8FvAIrvNDYffOQzAh+TzMRVlZthrzjd+o9PZkZ3EypiUEtRDJ78pBCr8 -yZ/8yc03rOWMzW8Y5y4/L8Nzrg3L44OPlMueit6841wCQB78tjb3i/htjS7l -r70yWj5L97KeYMp3+6kfTKq1kV4VQBDkA8sm5pHwAp9x9dF8GZ4cvJPcT9UN -yKgRf7guzpcZzjJ+ejLqONGXclhrdihcl7zK7qZwnT+DV6hAuK62IX1feRJj -LMMRDrcWKJs6EjBnUpaxMGP87lyX2K4p7qH6HsHuXGf/sksvpAHaIeRQ3RQN -rfe1F/GcLWDcrxAMegzXW9bxti9oddneWi6zLt0ipElhb80/j0FRejvj2flF -wyIoksHFgY7lrUNcm5RfxgwBRT4xdZYW+e17yIyovbhR2iojdf/Zk5COyC1J -24bhKBFMG/eeJpLffHPFdeDFimmGMMla1jt+EcMNPbsOMwTqFobHrFvoYAfP -odoB1hnuvpjYkEdm2jJ2us8wK8Kh3uccw7K9NlCekOSUsVz7HMMJbQ4KCMN5 -N99dh+ucDIcWgG/7xMJw8gsSkuHS/lCI9mHmde7VbGIHhNDwFOxYt+gHMnKY -1MQJxRkprc0CW8/oCM4IVK+WC24PwwGZrLm8rt9YXlgZovGRU4ZMemKSZTi5 -Limcc7kzjmzs7Fwn+5xyX0wkWJwyfs/zOD9kI/n+GCfJSEMMkgeYVwy+6eP9 -ONRXZUlYFup+EcdhZRz23XA8wFNuauWR8SUcR1Lhjp5yQWMWG8SVVgDOgyph -GLleG33C9uSIxJgLQA5S9BDOlMXu0p4ZrtRDEr25j2PILqzAeFNKXUfYLh2S -9ZewnYJJicSSyTFTqP+N7a7dj1OaYmoHqNWNsN3SpWimhx3Gf8dwH3b7qnyA -aDnulbodjk/4oki4hznsW0/biA+yd+wXsZ3BkUe/CqueB71zToO53Ng+uxDK -Chra3nT+digtM2f9fdUl7xECSlDOZZ6ehzQQ4IUmxr8LbL9pA7O0X0zZg7Vm -L4rsTJcqi6UK08kt5iF2P28rbVzDdEX3guB0SnCPkEGSKAymZzmKoIP5M5dO -P9Yp5ZvpOaCwtwbOlu2L6S9JAe4Py82xdTtHuE87ZxySAiLuMBnTuPT/jfEE -16qeeuWcT5gW4ZIKa6vWsE2XPbkOTQXuSyjCff5ZmMQp8eVqvzNl7MH96yiF -5yHn5HNVyo24tcxiRiJm5P7zcRtT008yIEBZxT6CNkIhGnJ7XHV2WPzhH/7h -PjKUJYgL9YGZysokfheSJPlVSp4ngf6w98zKzWtZz3LA1vNoEz+xPduj31Hu -S5ccq9ezQ9nMp9AcrmYfXf1xmCiSAs7jvAQJKC9lCYYzl2jg/zu8mtaHLtnI -lqQ9P5wKzHLdcc8YIypniOpyKhSEvJw8ES/WZ4sqfc8ZCnlwyubUTpTUxqpn -6J5EIK2ByEJAbz2CZRWvwy4+jmSKawQMb+SCsqUTlfCQY+TISxCzqxjql+fp -hR/YaqFx+e4AeMApwYEP91gmIBynxUJwAy4WheMkm1RfAeZUSGPrHAds0L4f -+cC6ino6x11TLujeUt5Mn+O0XC7xjbLSGorJjAgz4GfLA2LU+lo4bqp0Sco/ -jAHQcHtVQoXjLKMny160TcmMEuCgjqI1aEmX1Gt72qcRL8Mv2cKWINHaFZYb -L/shJGG/JeEf2/NAweuspI8jtAAWxM9YTt/gMnG/pASWs1MwTHmesNyvfAXa -DMuZKruArDnWkMNyI16ViuMjRCiGPDZKISiZKhEPy73T+HsSnVIANaeSG/PV -u3eWKNBaVqtY/bZxHSSkFSVooQDhEu4zTnTZN2mkdD2KUV55M5paEhCuc0wE -5DrLbTYmAtYA6Z0zn5VIRFONyj6y9mlwnGFZpcHhOh0gmFJE88E/GKuVHDuo -0fsZKgfAdQpK3KBuptHPQCleBWrfNVAfB1ZgDyRzmXkEpCMSNpy8KWMZISrL -GKaDCpYF1DIlSjcJVvGqyZnQop+zy6f9xm/8RjiOcmJEhC43Fo6DcebRzTWz -LKg5Oc4+XIfhzV2p8gxC0oPjhAA5y3Zk+kyZZA5+AGqm7xZaqa7W9JkHel/m -PBynaqjkqLVw3DVYGAwoSxqO0xpGmB/96quvMkyKyUsx/AVywnHskDiau/gn -x62FAN1kB8fT9dDYxTSWZWgWUaOrTEiiYbZB/vNP//RPM2W/kgSGZWPa+ExC -xXyn1G0dMReOg6LKQBQAheNCd8IDYnxYj2cVV8nj+LCkqBnkk10mHMrf/u3f -9vXXdZLtZjn/AjxeLH8aLDdqVraVesBQbBXPWKye1n0uEXE79rNl/kIzc0c2 -LOd3sJen80YsJym4UyROiOXWs/G+ebKUmhn37c8Un2UuBQq/iS9nQqha8xDM -ADakh8Jv9m4ttwxGpN2UgEqWze8EBfSNVJHZVVA6NH1tWc58ySViC3dZV/QA -YJhUGQGUF3N5XFE//E5/DhUH4XeCCqtqHxYlmP/sXvQRk5CTHlWjB6lWHd53 -f8otqggMw81WVIHVneFoT2TbQb5mIurV0DncRlvCf624fdwH5lACJh0lmAxD -hABxm9X1vfp/uC1pnizkWSjeN0fiHwlnP3aP6KcxErEzVrbWIlhh4FdFzxcD -JIpWaLlcVY7nkOk2cKIqpDQiesSlllcLaWXBkPGbHYh9HG4VeOFHwUTcZhhU -SngFRy9hv1KvycvwJDDDT37yk81xqUqjs1E7HIc1Vq5+fHANOa/ztJ/GwgPn -yhPt/ZOzsJdeaVXQ9yqvWoR6+DTsbChrYHUp96nlY1/lODrH4chCtnv24h8B -irQWSwE2eSeMokAIgbmvdY5wOI6LZxoSRGAGtW7p+54JHoxQdj0cBwqN2KpO -ue30HzGRrGc+L47zCBaB+UYefmUoh+UgR1o4ElW+EntJfrngcJz0slWd4+nN -y4+S5ByQyGsLULxG2mrlcNdWtxmjfRimnb8XMaJwdkqzhgJxYmhukniJ19wH -0XKOsjVEsyibQTJ1DE2v84dLWRSFx2V0wtd0seyE50TOFuEUxNJ+v49288PX -sdqzjgmmACAANeQW4wJ2ckHCeRHprOrxnfdDMXszYUym2q7Z8Cc9msVU4AJ9 -08GGyaXE/VDInMvOMWSetPA848Ezslib71L0+97K2aqIKJD1kuHHxQRTJeKW -i6B5atQOuvcUUtG3dXBZUs/4JReEOvgrK2A9g7IX9X+4iEkmKROsx8pDVUSD -mPP+RIYjQaCIhkoDdpJncA8fVQTK/BhAgeqVEZje0WukaVq3UjjhrAM16LP7 -nQqBLBpnQSWsv+6b5U2yTEYkIuVRCTsEKB2KACQUwfpZGPnALum9SyxaLTyY -LSBRGZXYO3vY88lOFf1IMkWESmOEvqn4TGBbCL1vdZhIDsvpH+YkADRNYJDP -Q1GUrbClh8GU4epf8jqoyqIRWsoHT1Eg91EY+LNeEbFACIGRcNHbsZpb8GiG -lBMXUcgoRCxYE/kW2Yb0iCvvnQmCH8yaUoyIBe8D8+NPfT0TYAXSbrXvPj7P -hWb5sgIVsSB99yWhD7syDp3gSs/i1LheqIlY8B6KV7K5DY9Cbz/93wf8WZ25 -dpKSJfNseaCMrfdszTVW5Tx6TpyQioPMlaM+M90qHrPl692aFxEXerieENBY -jYfOE3m4wNGRoS1rZO3zanPyOlAM2EFtVMt4FsyR7b4MevmCH63beVFix1iR -K+T0CM6X+K98auQCtXBFACuVCTftxppT8KELUCByQdSgC9FPufCMnZU/2zAA -xhIW54kBqRiMXPCUqbrJrhnZRc6XjvFzrLAlba8lE6BwjfR/EwnBBBpc6zkz -ccl2KiTqS7v35eRZCJY2Gb2K/iyCxBIgvk+TMqbpaXbNs4qugYKtGRBsIJAj -Ecx5adiWCOEH5wIWppOb1DNAvxbdh0TybySC1qgXpo3SVT9c1IQWKDJAhddI -guK4BpUrMCr+RyxkboiFkgY5F06rwtFMzmW8YKojFrwwBCRv+ed//ud9yeM8 -yRlvVs/d2wLMyuBusaA66eMSsQBEuE+iQWB9T87TqjLZFp+VykYseIC+fyhi -IfLHoqu2fgZTkJjfRZRo5NXCdZYLn8sPPH3KI7O7GDWi9T7Eo76X1QPJHkoA -oY7TPua3rLoTTJLA6XvbjrNnvEpQlEZEGMit2JtB97QccJaqMTQBmqzlRBi4 -MpDDRNDXhAmEieCLMtQyNREGGsusAN7YKSFXoUVGRYxgIFuCIwxgvuBHvqtE -LtSTQIlChcle6A2dogQh1/rhYzkILMIAPkAz7DuASxMUN3XbWIguwsCv9l71 -EYY0KCKPEQZDZabBgzASoul7ChJn9aGjRlYHcnzFAqj7vcLedKeJbaDIkrYC -o/p9JALkE5Yw6RDFqt/ICOhlyr8DwcFa7JID8cSU2CIKU0IiwFl5o0gE1MjZ -khT/FtqRCLrPOIPuZUKmRHzcB1vjRw6q8v9oDWmniEdrLsbMbcx3BYZ9uf5+ -iNKshTm31TOb9+MHZmurbGMLAXwPW3hMK2BIL8fU7SMyI39ikFM0AjSNjV3o -y4OMo/wVlxq2yp73dTB6wkz1vRZQzb2z3stAQ33lzfOIhu3mEQ1UFEczGBvK -zzNYZAxoK/1DsnZ2vMxiCsRDGbP0FKIhQORTGdFEZxjDsKq8nqmoh99eBJLv -1DtgrdkO+yHNwe4utP8wG3LO9gz2xSAyZNnbglDrFNhldzwmyTTRJyorl9ET -Dzn0I0x33zp6dj+XICRozX2M9zq1dr3r3c0o+3CGSMIJFyOSemHrOMCre+Fc -VYD0wPRShl5Hx21Ydnps17jgvocaJc6zp1iKNAPNqEH0tKLNfe0Q1K0iACaX -LgnXG/AkpM01z2dkAeBQ4dw9DawzzMb49ddf/3gxHeGhjM50suLfEvUk/ov1 -Ms5DPAV4FrDKyL0Jdf7qr/5q81v6glUhekSuF3QDKqljCEX4/PN4YAFNXEmH -5jl5+rv4LURgbFjEtIh/mAferx1qm98JNHmU3/3d380IPZEm9BYY3iz109fl -YeekTHIfSUsVdQ+ektvugUd2sfayUbp+5cOusxo6uhWcuFdWO3hDCoqHQd2S -o/CXmPKf4a/Yg0L7t4C0nODmLysonuOBWgeMNLm7JG42O2QTuAb8tU6V+4Uw -Z/MqQOw8WpixXJUP+z5ADtC1MTn8PTeHoyZZYVNK4lOvn+y017dyDSz2dssQ -Mvn9yC1P5lv7MU2uASe6svREz7mNnSU602WQ2nlOZvbPdj5LQclCqvgLT3nO -1WpzXwssI4fP601dr33HODDMOZw/XqSwtsA5LKY/4vrD5LmsZSnW5rnAkbLg -ez0iM7ZmEkcWntNH12WD2PDrCOe5UnNuHiSReNlXKuArdoG9DjUwbfXoekiT -stN6kRVZKZQrBxmewwpCOIJfni9qLYNGOgWW+2iJucEhSKKb3aTAejFjGiLk -GhZmO23PjhpQn6Bo6zzpRXDErpZqbtZiEXZfgPTNTjdeS4Av34psAHvKaJEk -Oi5oYA6i4/Q7rb/gA88Lv0WWlIcdL1cV0qSYoPObnuE3syBodUxo7ocazxgZ -OdbhA7dEraGJTXp77diHACAWzpoHHhf3nttlysgNlOHtDWBZDo6r4SHW/TQy -1DYt5XpuKEsRj21CCeYzIXQ1oB7EIgqZ6fyVXWW2C9U99JUY/L1Q5XQh5MpG -5uf1hO68oFPmgi56Zv3uR4vF9AHbYrr9TKMvtbJ08YvFN4ATweBwIKfnLKwX -pWYufEYO8aWUH1s/jxOf99OkszcIsqwKjX0fsmerUe5jn7P3u2+SzYe8WP4g -D1ej4llhwCTBi0XCMB3oMRQJ5AIweTMGS5V0ZlKSczNUIrKurJh5j+Rm2VSW -HnxWHVEqEwR/Qqxf+7Vfu/EVr3sNHouUxgRxZOchamwFWbKAVdYr6syip/8P -KBY+C2pWGnrjcLNi0vAaGjkPIRRQ0sfwWjgAKfLf0GV5ic1DCPFM29HdbIfI -c/HmRLTsf/YXhdfddKXnvO+qMwqvmTQ5INpcqCa8TnmmGGwXdcztvnS+jwaG -SvapYzW87lsB15GIN15jUD+xfMlIIJVfiXHla0oXMwrzIuuWIsJu7iGe/3Ps -9oEKqbZ0c5mFGZg//N81FolUEUoWlHG1tO/H6wVwHAG4tve8DB/CjvMHBiWk -sGLQs1mcaw6kC7P4sfv5WzO4CsjLfb53drxMQ2D/y8ZQso+8fItUMiiS+wnc -WUAs/JGe6MLquWitvVuuAZfZzJ/50CuJm/68FNGVu6+x+/vNrrbp9xHudHSJ -4xEBysWtjf+PJpPFZVK4upo/5CSKnMjpf99brCPcgmHKwjAyvgU5wzqsUVJZ -rNqsI6Fu43eF7HysXF5fkCcrOSCuL9xC+H1aUufnyjqcJel7tTGerEgKPqyD -MFN5ByoouHps0z8TNFgsbOiaZS5YVy7rdt/ZdJeOnAfeYYn3dtZZCjqPjFXh -kiOBo72+K9OFhj7mUDYs3AM94ENB+6c2rLW3YXHvZbgzRoQLkzHhjpCUdP6o -sVBOgLnM3gFDcj8ygafY1xaHWfEcFdDXVs8OJbAMpH3tFZ4V6+IVUW7uk35K -J5McBZXT4VhRwF7oEw/rdzjbuuURAJnG62iaN7ugqcLRm6CI/YG2N1Mryptm -YqwHccas58Uyi4hs9e///u9vdkvhxCWEZYJe65Zrn/2YVPEoh26TpP/P3nmA -SVVkfX9C98wwM+ScMyoZBLPouubMoq5gABQDiBIEIyqYFUyIAdZFDAQjooAR -UXJWgphQyTlMBCae7/zq3rp9u6dnphXffd/db+d5unu6+txT6dSp/78iDcxt -ZLYm8R/uQK5Xa9QIxQk6xEe5hzeZ3R2W8ft3dab7wgC1p59+uleTtF06Q8Y0 -iYeaVN9hM8IQaOS51BiS3Wvkby/YPP2tzTBt0L2HwvwBCxcvXpzuViAZZtiN -Coes4BIsIuQ3mqvvFBTqlKlfSLv1JJB7F7h6MYDkGV60OcDhRl5MyEQeTvLs -s88Oq0Y6O4CsH+lbBGhzBdNjxhq0aJd2aJ3ZaiSIlucuprRFTxfhrrVzdzE4 -g9/2njgwDN2Qb4yuZA062nF3UBJvU06SYRSYFZHS82KiipZsNpgEiRxMok+F -JvtXllD/VFpodDbZ+HXXcXk1wyATTdZJVQXTNO1iQ+TtAlFqk1r0x0EYC3i8 -PUIJdGH+4TRS5d/RSqYih0PpMnC7Z511lluBAVOBtGZ6V1/Dx1ojcS7DnHTW -rJSyQ+MaTUUnPc7yfx8O9jbNMjTu7szzahH2DjuhFvFv9FL6bE1fjQFnGDTw -Nl84CxaoMfc0YTO/pT7dTz0ibxPHX1A7oZsznXU/4Qgn2SAZlwCYP1Jgp39s -jbl7wYwHgUDYrVHIUt7+cwMYm7dUxhYq9ITy9ofBQCPZpqVjIRoW8I5NYP5A -ddj2RxfDwL0fGMHO6Gb8dYfPx90yQWt3K2oR2F4Of0mPBEGzjQ9bDz/xyVkZ -wHCwPY4Cl6BV6682ICXUVn2YrTbKhs7JXkzGig61V1tU9Gf2UgVbbWgiEi4h -8jPGSHSDidtzx/yz7K4deqiF0WN7CRfzY340AmKJNtloT3ayYaAJ1u/7+SAe -CNv1yxGPC7DDqpR2o/7PQy34ZUAo44ZWDm8HOA3dwJJsACWTmXQydq8GnzgI -W1n0GFRgaNWX0xbt3mj3yuXWbkWRXR5xx5OM80wMHR5cQqBC9OAabky0cNug -7AmvkG/CGNpS43WCKxtLg3zZAwTYAghJwyFAR5lpghb5t87AYvznwdCNRl7l -gheNPLYVN8G+db8cGCx8VVLA5AZjY3BWG5JtMyQBwg1AtxeeaN/nRyuRJ4/g -w6GRIRCd4h0UxygEnRU5AjvQG6lZ+qkLDsJ/7hKWwDwJx7aY40o0DJcYSVMo -0HDH51zQwVAB3hUvQRdiD6jRbsTu4adPwNFTVdBqRq/UgG2F2+MrKRq1Z3tb -IsDZDsDaCoeO0swQ1b7NVji2AQAEieDtoU6UJI8zBgCIYQjTTpoyr8O0o3/+ -h0RFjh0yj2jPIrHlgHG592+F8Z/w20yd8SJoHN5Du297pizoEDvAWYLvQb6a -af+An0V1frIcfmBOsllRBZYgZoAi9sN3/9wQUeA7MBSrC3aCHPWc5NY2PRxd -tv+4Nropunt/bVO69tgjDAtQYkdu1FBtbdvNYgzIYzSMBaiYrW3wKBrIpdqL -rW1GDexNb7a2iYBM0AoURdvaxkHQ4vGBWDOzwXTkQFbwFiAGK7BnJNjBMQVH -Xv6wDvdicK8WSZE9m8HvK/GhAC8rB8gijhB4cs7TpiXAglXW1jZlABLAa5A8 -is1bduNsjicVdMI2ZTgOd9O3V9t0g+7hG+b0ExoTy3Q4p9bqot3RDv13TtAm -QMSRtY0F+Df4AxNZXBNie845/lQdbQJ/YM+oh9dSeqABm01gNWnEemlv2P3m -zZttlYNhGNQiq9psbJXjyNxTFrwqh0BhQHTj3sWTlb2lJDh8CDsDj3R/lC/8 -CqpKldgTDOy5LRza618naFdQ2apEV/gN4c4YOcsbQqdkOoVLWGgSwdkSgCHj -JLTnsGVhR28ZKqfVUv579+612kkhVeyvclIQfnlFsuH7TMbRguw4AFWu38OW -DtobTKwu0BJc1u/Oce8W/Nhn6bQhSqEpkBRjwJQIwxd0RuSQMBqGz4XxKFnA -R9BFolq9oq1tnCz+GVehzcfWNspoOfQ9Fj2Aoqg+NqbbqsbueBw/S5VR1dgW -zgEQi2vBn9sRUlooZew/dI21l/ZSIluFrICILASsDdDI1KN/jIoWHxrlcKyS -Th27VmhiC4IkUP6ANnomWrc6Gz/zprUwd+offwmfA0g3uWVE3W4BoC9knh9+ -a0eraX0Ymu9yPWAqqOW4447zapoUhF/D7PSj1HTouuYU0wtDlxmXhewSDaMi -tFDtuGwGgecEYRT4CPo4bZ2WdNH5UDVoruxzJfZMLNuoadDEgivx9gU7x4VS -U7zIf69evTTRznJr7AuYZk90w6gYA/DPAmGi9INk1r+mwZ5WZuXoG+21EJbC -08gZo/DTWSAiXTPjGLYEQBY4GvoXnoEHKUe1ZQvCpAT8p0LCyMKXX6QbwEE3 -xUQDFJeqZfEoXbs91QTnSrh24XZ7EX4V3wu002q2LpypMnf0P2yEgAyFLnFO -MSZL1TEV5y7sMf6EwvV5LFoQ81XYH7MqwFxFiraWaaA0Ok5GtLVMjdpFy7aW -QXf4Yzy9t7c11Tgv5hjo03BoLGqhHdOeYecsltPfbT5o2naI1r+oiZXnHLPh -v/ABGOYHN/gqO+niH6vBIEKHlDk5Atywm8wWAg2MVuH2UYbA+a6fcY+GDEsW -Ljt8XUW6gSusjYJyU+mUK0vbofLuFdCm32PCwDd6iZnR5LVWvbZMDUOn/dSN -3LBeQHPg1TJAHbcCbYR68kdtU2fe5uUkY70YhL0JhvVp2kfZWqY6YBXqv9xa -jjvajYDEEQEImnxhtPgoatZ3S6I9CoOsaa0EfE+D1iKfpofXp+20FPVZmpjW -RzU3Ert6AzDgnbmRbDgPTZeM2X0LAG+cuD3lmBjsPWL2Ml1cj3vcl5ncZB9U -6JQUZ9E9lNi/7IaisJ2LtTLwHa7BP7xJjwAfo67816jRGwNFnQKqZhABXA36 -TROELcF/8dvAa9wc+tnChFVizfYCaErMPVnbmoidR/VbKmqo95BXTDHRkF22 -NbDaCF8DkYU7KdRJgNDFJXrnD/nVAW9o6UDAJHepId070fp3lTBYwGAQYU4J -tDR+ij4T4MAAA1237cr5TvvHwukcGI/CK9I7AQsoURw8lkYpuP7Oa1TYC7UA -iAdqUILu8TnG/AEudLA0ZuTciQnX3p2TKOiw6Qk1XmtclBSthSxT8ETtHmPi -GRclTOvCTblHeZoSxVVb4wKWMaFhiweESL/HvmobRpdKtkDi1mhwrDRuP8yz -F5Ep3PPkQJuM9YTW6aWZLNGsmYeBm0A/yQPpdWemDJBwJlpYPhD0GgdOhJXo -/nEs3CP59JsDRUsfGTpaK9lUC2NRLPixh8dQ7Gpt+hwjVM7hsOGbb5xVtzTm -SNPCPbE5ycrZDYxMPDv5r2iqGSsH2JA3ek7qjD+8EPVG7wNco0ydazYp6Vqm -nDA/MABdA4DJjgCjl/6f9ALVqV/3Wm3zG90FzsWu6CW/NFatI2tZWCd9P49r -0q1lUSq0VxoDnZxdzk5Xa7f7MY4A78Oy7OFkuAxcAZZFn8paR3LucwP26DsG -BGyhkSFAFRVljQYOgdHg960cvYx7QaonR9sDFrPn2noucgVFxAPR9ujwaPMY -FxXEIDHtEC8KOyNudxzaED/avtJEm2ScWSQZIynkLORY00wzpk+l7WBj2DTO -nu+EQ9QID+3Yd5w28NM5Fz1kV7CM0DGvzokS1DOVpfXn5L6GwTT0HZg60xPu -cKwpFYYaqAzINk2HMJonpoH3okQgxVQ0oz3qJZ3cVTKOjNhYZ4L12EvNeZRP -WrS9ypdHYQCaBGtVxAI3w5+qgftPCKP7dK95TgAJuG7EevKga1wgdegItU2z -IGKaAh7Y3hrF4ROo841bYO2gHP9hoHQUQBaWeVijwXZpDay5tzUBGreH/tt1 -KnQK7kZnz7js5SJ4UDwHXgGPSjvBuFiaQfdNsuk+wZF28B8LYcOFdyKWM11q -J7ltknFm4fdmphnHgQNmKRs9NSAHh4JxMYfF3ApLAxh6sVkC7WOAIeNyRgco -JtcRWCZJldHbAnE019a+aODuNTYG7NujNSgYeiQqn5rGnYFUrX1RfxQ8qaSO -ws5Pq2TMDnX8BO2w96jzKN6LsqQh0uExfkuq1Cta+0KMFTn099ppWK9Fn0GN -uMfnG48FM2Tbu/VaxII7gF0DSokNi6YfxbDcUznNc5ohP2Vm65a/m6SyaSR0 -k9aw7B5oDNDWAuVncZn/pHfgIhvXnLCqhiFgVGQWWojbx50TD9YAfmQUhXZN -t+lOUZvfwYpakGFrgewwqX+nnp2osFaFH0CO7hAdNHyKh+80GiwO/M8ghs0P -LAVGE2lVlJF7C4W1Krt8ACfr3RLWwlQ5I148RcfnrqTydoqTO1wL3Byf7cdK -+G66JSoXrIQDtYMR+HAsjcqkS8Ig7H5HdFBSNE0cOvMv5FxdWRU3Y1gl9Q5V -dWwqxfRoNEegGzyJqUlsB2yiapNcs0I7DpHxPnJgd0vRC8GvKU8G9hkWMBd3 -iIdQKF7/mCdVgtsObe9ONP2vHQG2cpgLjd6/hIOUQjFC272rmi6BjhSzYUQe -BIT/pjD45LulZVQ561BtYYPutKF5ZoX52Hv/bDrwc+GTuM7JBjh/fDFoh3aM -+YI27VAQzirkV50REpoEo1J+s8LVYCDecXjO9AcdKuM71qbAFWTRLrd1l+Ob -WrDHdwKCSCqV6gdJdG8MBdDJ0y0ASO2UDMkGdDGPDqOl18S7WeyP1QMW8UcU -DTWsnbe1KaKj9iBW1qboiCkRkoOfwl/xGGat0VqbIuVYK16OHsJOG8BjcVN4 -fkgRxqIVYwuHgom86YzEUuYQHmtT9O123sy/c4PGx7CRtSlQNW4+dPZpVVNY -FBQtATcEvKAQ3f2gZtKb7ptkY1O4BbvEA13Uu3/gGZv1D1XBQMJnltNNHhjW -JssMBNO0QEl26zs6QFcMe/mWn9IL4X2daTEHYFHnMFr/NBs+gcdZUmivI7Y3 -SNCzYRPqM9zkNDQgBpuyF8HhoS1EwnbIFk4CqAAhQs7ua4RXUh1UOtN4eHqc -i7Up4AlNjd+gvnTMjAk5RhV3lPlINd04iMWeRE3fR41i+oRhkt7WnoDBiQAS -Kl5jsAsU6HujaElATZwzE2HvK0jwPYKWGB6xiyeALxQlaAjoQQel7jnBjIQk -GepHU6GPorVRMlr6ToRmPtRAQbooFlDgYiHJ+B46ADoDFocwEYHzZ2efzTYx -0+HwUvu07ob6A/eHluWby9UMGcZc1Rz92NsuFlYAFHSdHF0BmAB8TY3iFXCa -eAhwEuLUeujmcmcjKKiNxsP4jYJBLVU1Yf0NPAs4pAFT86FpvHTjB2jzFCG/ -kWHKCfLl3iHgnSOh5ehEV8F4GsrOtj0sBidJLdABh/aNOeMzkafbWLIU8hGp -xhfTpVH59JjMlWCsECosDmPXtmkuHtYkwMHclQLmjzZAybFslRzXq1dPc9mo -UaM453ZQwngGcBZyOWnGOcLzmG5k3QQcjclhuhfC+J+qZ/VxNdfo7HYa2il1 -CpUxOzEdowONQz1p+jRHt5lZowOEYt0YHR0tGcdVY3Q4RZgl6IVJSxxhaLmO -s7EbnAT+1U7WGh0JAOKFzn125uMpDBLqnUPlAHL8CtrV3K3RseYdZg0aoLbI -IvZJXvDEjD0wTB0apwkYMEkngXFp8Vp74ys2CIrCXkM3oKUbrwkMxqnSUsg7 -uJZGZg8Iw2ORDDUCa290UTQFe44AJolHwudjd6yTs/YW7aghuwg5ZG+VTFHT -1dGnMQoC1bBnPtEUYNV0+Hb/ADWplZ3gtjhMnwoGypBbtTHP3th2jb0BRcCb -dEHW3qAf5B5b44VfsPZG98MntY5fruYmFacH2sd+yR4uhy7KP+4ATsF1wWRp -6d597hVNgTLMTG9G4wbm2JXcGB7wBMfI7+TSOXTOqWNKHAdKr6t+1RocAzl0 -6H5RUkmF0LOo2dhgu+gPrKi+wBocVozBYe12IZnFTJbG2flaa3D2TAzKScvc -b3AYFcVD9+uMczkGh6eiSZMwSA7dLc6NpmsPgidanK0WnzU4/K1voax32hpO -iNphf4Q1ODxK5KZLysJu2LEGB3OAZcMQkMexYXA4OhAgNecejG3ixHGqn7AG -RydOS6RgMK5oBkcrxYUzfG8NDvxL94wMmMYaHJ98Z0qVQuW0Rmtw1Bl4HZ8C -HQc3AVrsWASgBBPAa9B10NQ1C9bgyD0FzXgCJYbx0VYwOOgFvzFBRHLxvQyX -+K0IfoYNaJTW4HAOxMLuBr9lYWw4D0/U2YGMW6I8tfHacqCrYw0lfsOuZqTm -ocI0KB4BU7KeJMl9hioCH1BG9owXGi0dAxYH52BkPDR3XtHoxCnwor5wZSB1 -+JgdacYJ42MYRAlxqgrekVfuVKORs0CPFsqeLWN2CTRc/73c+OzQ1ReVjAeE -JdnDrOiPMDZoB20Z6Eq/ZM/hxCd4lyGkmdKnydhTPGhCzGzgnQhjIoWOJXQv -Wppx0PSUyFpPhqHxnULD2KgqLsSq7hYWFoGRwUWIE4BPheDg8QQUGCNZ6MXw -ObHJFjQNAiOlYME9VCxtEZ0ABtAAXRadIMXAphp/L4jDhwxoO7VWhrdAlK2h -Ngz+irfgViZrYngOmiqOVh2ULQE6S/fIFePnqUb6CZoMvgvHQ7/LShtrYlQK -gwP29nJKDh2YGObK6CuYmK7drn604xuULjmlFGxOzdSyM+/F6KBd/WhzQ6Ex -fOE/xZS+AMgKGFHbsH6NRmEPg7CmRmrtrXLO45UNyyDlzN1S/pgevo+6IwnU -LaMndtYLV8v30JqNNANgMEfbwPwojDBsD/oROuMx3dgJngUcZc8gQo5nsVnC -qEzcvhaB9W34Mto5OJN+345bYHJ8knTMAvNGjh7FG9BMNy6Ppk13xkQTo5RY -HOQEJkRdwvewVsWn1mKg8mjF83hXLjgDwVgFFy3bKgIx4BkZqLGPY1m0ARCF -Vp01ONIMNwFQMGUKZMfgsGNaPEWGMTlXAYSMlKZCsWFgtsj55DvhZCx0TUKy -gatUMU4cxGDX0LLczFobpBS+x5Ix240CTNyVnOaPhY106rgBukD/8YGAALuX -x5ob7sBuFLPmhj5Mg4X7MD7GDKhDngfMQxqpN0qaP8bRKaPQUrY00/Qpdswk -Wp9IX0n7Dk1bO/NSgH2qxiUYnrlZgkG8QF6FD9bcGL3DCt1rk40DxrNRdVgw -rQeTpOjsWJJm2fb6gAaCaVwgXQwlwbjBJENqAQn8DvbBDWjjtD6OLgGfiifS -jsWWM3UXPjEQMAZMfhin8cY4nMUHdAzunLW1OggpWaKDoMQRo5YALpQs1kVv -GVoIkGb6GQAUpYeVWbqF1dGTEgW9ZOgo2XSDS+nDqGVSiCPB6hh2s6icWgeh -aHG6HaMiBVt4JA4YT9fOQ/773e2ybb+5EWY3OVhz4zvVSkJxpnAne4wbXgtc -jj9wr/I1BUATggLbtY3UMTDJj/ExHTU3ldFiiHM2faE7VC3OHTdUMjCjNE6L -r8FFsU/GvZSmlVvmlBE2gadjJR84nuzgJXBXtGpsilt/bJUzkgs8o5V7E2CO -KsBKLKrsM/amLfsM/QLPwFrotfBnPIOfq+7mmO7JHjQeNo6RQGY1lfwA7Q9d -H5VqcCDdK2yN4qBYsCks2s4iqv+1+3JwkO6omKfCLknkERwDzQqcDyWCpWCK -Go09dQ96gLW689EJOBINZhiaGUQMXZuR3WsC2AAx0BgZVaJs8Uqhsz7Tvc1Z -JADPhrlaOEFbobsBdLlbmOxR675zK7wjAQGslCGOUkXt2lOqAyCh2YwzB0vp -A5xpwBQCMTBy7N9dQ/btXXV2DQ10CIeGVZFJGgToEi6gxmozjOfhUdwl/gz7 -pH0AOuzhOIxg0A1EGTygp6H7pKxCJ2tXMCwS30JztPDIXRBqRmfx1hV9ucUf -+SuZMqd6eBbGw6wAzRIAadew6XNBVxxbZLKBSuZnoqLVcUIghebuSbGzhOB2 -HDnwhj4Azw1JD52JlmYsF+eAA6Ds8Jx4NMteqWEgDakuq4rBJgAPWJHK+nfV -QjfUDktUMYXF7BrTILaKyZ3djWmrGOdOQVP41B2WT5agQlqgKb7cgp5gP1gC -PpoqZY1QLTe3NHimLrBhy5743/J13CbJZXjEFjroi/YK10OWZPOJ/VNfuFzf -nmT8Em05BHFTzQAO6nkUTGlnbeAZ1COUUXNiDyQkBfZILmKiinmUsUg6beb3 -bR0zQA0spn5BzYzeuhjFq2OsjDqld8PtAf7hbzgHcoxLwSWG7o+JXseki34a -L6DZrOgmF29LAfpPEqOO8VJYZGjwwzmUhST46xfvBzKHh9N3MQJnUbvylRRf -TvFXzIxQv5gJ+JUDC239AmWgHfisSOpCBUBHeJbRCFu/dLGQCpiTLWnkwTe0 -RVqQlqatX9qgezmnV7+ooPckx4we2H4El0HzpsfXSrP1i7dl2MWe8U2spJbC -Y+gRYmXrF2DGwBSFg9GDV+noQ14ozfg/ehlSTT2CbJiHxrSoXwgbXJ0VPGm+ -bETWL4WON2NIVHNs69dOCETWL6P0FLb/1ACyRs79yxwxJRoRPRouhvrFVQCT -tbe29cs0Eu0VK8MtQDpozww22/plxIfGAzaz55na0Q/qDVSNCwn1Y6neEhAg -F14OOcwVH0vDo0TVxfg9FvUbOm4t1fRbIB5ybQd4SQaNiEk64K53E3wFM5qB -S7ZH0WKNeBvaLz0DlNHWL3UFdAF+4OAYgqbvotHY+qXwoKfoYE6IloC/xYZI -FhSM3IXu5g7fIO8/7J9xN/fYBFu/0DRcQGT9op5VEaz6sPVLn4k1h7ybcxU5 -Q0c0Ivwz3TYuyb/bAVTGs/xG5eKkGYrCVXmnWTkLhOlt6HUsE6T9WkwODqFx -hQ6fTjWqwSYkC8bEc3bkEasHpyvI89evO5Xg1S8YkHZLg6TN4ptx7RBD1FE6 -6lps/cJjsToKy/IuLMouWAJy2vqFVDF4iPHDVQEhdGahM4Ic/ku7xwdQjyAz -xtjQj5XiiUgWua7u1qWdrKdFaNdh65Jgum3/iW/2uFYIEne42LrEjWBWmJqt -SwZiLODGUdIYgQ2Ylq1LqDw2w+w8MmAq+gAGFLRUbV3Sy9BVUyLWp9q6JKe0 -RayREyJtXYLmKClGD7AB6hyrZ4iK4SVaiLYYC6lABvb8DztpR29Csyb3OEVc -ONgZNkMl4ckUmtu6pG1Z4ydV1CUppdDwMgwN2rokdZAp6pC6BDthC4DIoC/X -RE+qqTO6fuTRj3fCH9NeQxTDucKGuiQtWri2LpldtUtM/Ud+UZeYBEOv/sNi -6MBCV407ZxXjiugoaXN8MqrPWgBbl3g6zJMGZLEVPpxsaitxDwJu5SYUiEWP -jv/z7rUIGsgDU6DvwWv7AZ1dkBTa7+wcn1VCTaoRA5ejhk7eTuVSDlZcu0J/ -rFacrBFrDTdbxEqp+vkNfQsZ0N8quCoYIoD70fUwMkqvVdstPXuzM326PWSN -ARiWtNouy57Lx7g+/QKNmNkwBmbruEnBIOzgOX901hAZONH06dPtmQr07TyK -OoUWzpY9ZycvRQqbBTfRTWi9+pcJ42pZTnysmyi7GBGNIELmRPEooauRg4aL -2POC3cWMXsZp2oBU24PRaNxxWC/jxEtvwlIhCokJJPpd+E4d13xxE+49MOYP -92BXyNEiQlcUBEw/DxPEjWiDtrmHtdFj0Ncy1EKj8w6Dc05NslugOrspowdh -kAU8TAlg8AwRg21t7gEkdv0On5RMbbe66Huh27Rfe2o6jZDOykegKSTskTZH -08U+wTMhC3KmiO1V5fzZ1kOnRE7ogWwB0DcyaEQ79HZsOvP2BOHA7Nlv2mXa -AqDl2tWztgDIFCmBBGP6zFWArhmNsddXU+XIYQJqOjbvtBgmCvDQ5B0LwKxp -Pdq6bN7tPiWWq1I0lAOj6tBKm3c8sz2AhD8QFPkj7+7eDi/vtAg6fSi8ytm8 -8wgxU/EYAD2iNgebd9ife4CSl3dKG9aAGZF3UAmDrtA5m3fM0r3ZAaOweacY -yRS9kl3Tj//Gw6iTtHkHr5BW0AJ1z5ALAJIGaPOOV7G7oPkDXdBPAt3Av6HD -950dezQcykTdYiU3Gqya0Wh7bSDQyt0k6i3jYgjPnrbY2fccg6tgHkwMHXwn -SlsA9uorkKdWgy0AHqUJ2r1YoHv6T3p3H0rHIukoGCih5cNH6bExL1sAuEVi -sBySAqH2KAA7cWQLAH7DSAkeXHNjCwCEBg7BZrAve3i2fyMvQ/kUir8AaHNM -q9oumoJwN4t4BYAMtkkB6P+2AAASwB7Ykj3dHuzC6L1GZQuAp+id8PU0DpwF -tkYR2wLAPVIAdl8pBUFqsH6GdJjIsAVAG7THFmhubAHwKB6W2P1nYHlHr7nr -Cd2dTnHtzbvXU9MecbaM4fvuPrY7iEmEekp71iHdRQlpZ3TLJ22yYkVJT2gR -ScA0RyurbekMN9iuwXd301ng5jsBM26mK0qhYQ30Xz6M5xed5YqSccQixhMp -ZntPvRWluhBFs2+Uxq7e94vSFSDqrm/0EwZ7sKMVpbGQJZiYx6SiZwvQiCjW -qo4kmuiD4XVH14UbhrT6btCgGGF9lLLWo607unikGVnxpCuYlOE9kLY7sOgP -EcXZhOa5AmGy9jL6aH/OPW9xLX0VRrNGpTpqyzJxsIyXQaIUm/hv6aWRIz1h -wgS76ZSSxJaQdg/7Mc0LMW/1SyCqWAxJtAcro007A//F6Iw0YcgKj2wSAZx4 -WoInT55sk4g0YxYEw4Xshii+K1zzK8VNEew/YqycJNLQo2hjPJ/OgmDtwpOj -B9sk4ruA7gTTHWGvJcQCYWIKufxrDOAxzspt54wWeo1F8xfw4oT3+QsSZNGC -BRW9/yrFGHYkTyTb2DVtCzUti9UfLVm1kk/lF5rOBJKZ5KZ44cJFsnDBYl6a -VX1P0Df9le+J/Ov9GvR+DYbLlfpEoDS536Xl/1K8qnrBgoVadIsUIS3RIl0c -KtGgZwOLZYHawYJF6ND3BFmwUGPgeyL/Rvk1WOav4c8u/gPPBp1ftdtfqBIr -ly2R5UsW+6yhUolcIDd/YanpJB7316QYUxLt2d9XPkner/O1EpZoJazSnCyL -XgkILtDXfKOGidEFi+e7YQvi0mMMq/gny/2hZxdGkYsMc7778ht0vmv4wkUL -ZeWSVbJs8bIoDmCR/rpIJfWl1s27sgT9vnChE5YeJaxijHJH8uy/Io5kN9d8 -BxMvWaJucvHSxJLmpAKLF87npQXLuxO2yA0L8J7A16Qov4aemF++lljlTGzJ -f4qWf22ajzi2UrU4aUlyv2uV0gOqI1iy/BtZvGxllGpV21/svIhO31G40Iaj -cNFCnliYFOVX74kj0hL6Ndn362L/r2XEsbjMOEo8cURa/nUpDRotppXSKpcu -k8VLl2lr1VqLp6HGMwIQH44Io8LQcPCm1NgPWkvgx3BEyAReKaAVMYuEValF -hAwYMcTFkqEK7qkX69+eLotrtpZVDTsz/2DeV9frKO92PF1mtO8mq+t3Cprg -RJnXoCP/ud9Cou90UtF2IVH14Q06Bl2BNa7Ahyrwbdm6EH07JBpwf1ypYq54 -XDBC9KN2p/pFF6nY4gadwjJjRDv/RT5qe2ppWv2ib6noTEc06NO6JIpWn2h5 -Wqch2qZUUX+2ph2L6CmR2YqWAERnhYuWloCpIVEnslSjddmFV8ni7r1lxaC7 -Zc1rU+W3776XLUqUt+3ZLbM/+xSDDrqGsmXLZhl+w/dy/cVbVOcN3Qm74dIt -cv0Vs6RfD8CQG9Z9s/S58HvzLRgmN9PI2Wdv7L5F+l70s1x/ya9R5JZE1Rco -IbfUkytb39IY413mCystHx8ZuXB9P0m/S34rIXdDj+VR9YXn48MwudL1Ibci -hngdufLzMUPlVrphqXLdxT/Jg7f/JKNuXycvPfW9fDzjB9nw8ybZvGmL7Ny1 -VWbO+pCBWmsOv23aLCe+8b00n0x2Wpr35lO3yMlPzpAO41dJiylbnOBEaTll -izSf+JO0eJ2U+kU/sKKJMYi2j9D6xmZp/sr3PBImegqiE76JrnVjuOgT062o -ozVNmr++WU7WbF39vr7e+14mzP9evlyzQTZqdrdv01KY8YGZ8tiqhVDRLQqm -YgjjW8ANe+brn6T+qxvdyPxRvi/t/rE6PCObomckJBqekR+jZATRNaVpjUxA -21fWlKyfklpPffw9FV0bSkC6EW316o/S86Pf5Ip318u9n3wvry36Qb5ev0k2 -aRHt3r5VZkx/38x5ahHZ0vhp0w9y5uo2csIvDTWGkzY01hhO2NxQznvrROm2 -6ig56ZdGiSZY339pLMevaSgn/tQ4imgrRAOuqIrI8d825JG4QNmipWm94LVT -rWhYAr4tRfSbkglY4ySgFNHYtLYM0/pjSGsgUvTbliWyVZpWI9q43ARM8kRD -CWgUPVuTukm31eVr3WRFW4S0psrxPzaQy9acJjevuUIGrrla3vzuFVnyy0LZ -tHmT7N66R6ZONueSJbkms+7bEfLz2tbyy3d0Yc775p86yqR/niNrVxwnv67v -nGiCE/lXVi/rKD+voyeNKhpwRX9a00nWrehIUAnRdTFqfUVFV4Zp/dGnNVC2 -aOlaz5XvVsaYABVd1TUsAasjs5XoF40Li32pX2W4XNCvb6U/Qyr3Y0m5qPpc -ufXlxVtCLl1+/a6zxt1B1q7sLmtWXq+vW2T9ujfllw3LZfPmjbJt2w7ZunWX -mbbdsGGD7Yu+f7mnbB6sljM8BQes7wpX7kiSNwZ0lg3D0jVKJ+zXoSny85AU -/S1c7nWV+0Xlktyw7welyOZhKSX0WblgTHJpUeMNRsj96pMrS9+vpeiLJhdL -Pn6LMd7fhqXGFC9yYfEOj65vo0/fL2XoC8mlyS9DkmTD413kp2fPke9euEJ+ -+HSC/Lbgbe1xNsrW7Ttl647dZmqQ7W6eTcx8Tja/NUS2vDsc3fquut8bLq8/ -OkA2vT3MDQuYsF+mDpWfp6jse3dEE01yw75/fZBsfnd4KSqHx6LyNUTfKVU0 -GCG6WUWDvti3RIndyvlVbig9dkST/nyVJUWH8r+NyRULi8kfe9Av54YlRqjk -pf/7RcMTnypb3hkmP0y9U36Y+ays/2C0/DD/ffn5mwVmlm7rtu3GWLawzkZt -JJ4JsngmTCKIOpzazlVNnDjRcmrml30TQZaoM93IUh6kX331VUvUkWZ1gJ1d -4s+KTZo0ySplGhExJsBUzL9FzR4jYG+izJq7UDZWOUZ21cUn7zTve2t1lK87 -niGL250me2srsyM4UX6u04H/3G8h0a86qWhbI2o1qDbZWKejbNKX/m+D97nS -S1R6T9mKEZ0bEg24P+5QMVc8LhghurRtN0QTfWn4zaShU2Qa5nb+qyxt0600 -xX7ROSq6zC8aUry5pOIS0iHFuyIUf6Giy1uXKurP3BfHInpqtMxFSQPSKxzp -8tLweaRomqd4d49+ktV3qOy9+lbZc2V/2T7gbtk15iXJ+mqRLHx9ihI1uwc4 -UUbemi239BC57Qq+ue+Xi9xy9QoZ2HOT5sUJu/UKkZu7Z5tvwTC55UYu4IYN -Urn+fzskt1xWGEVuc1R9gTC5ZSq3xZMrXZ8jV368yG0NxXt5aflYauTC9R2U -gZcVlZC7tee2qPrC87EkTK50fchtjyFeR678fCxWuR1uWKoM6HFQxj1YJP8c -IzL+MZEXHiqUSc/lyBsv5sqa5Yfl3be+kp07d3iH+OnHSbOzpcknZKe5eW/y -ucgp4xdL+3d2SrNPxQlOlOafijT94KA0m0VK/aKLVHQXookxiLZzRD2ts1X0 -/WweCRM9FdF3d0fXWhwu+vJCK+poTZUmszT442wZsFrkhhUi1y4plP5LD8uw -Jdky4ed8eXP2l7Jn9257fwITK+4RRHHWAb/640GpPaPYjccf2wJp+97emPIQ -Eg3PQ26UPCC6rzStkQlo8/6+klVTUmu3l+ar6P5QAtKMaIsZudJnWbHc/I3I -9ctFrllcIDcvzJF7l2fL3B358tpHc8yWEu8IUcmRs/e2lhML6mnYyfkNVP2J -UlcumnOSnL6zpZxcUD/RBOt7QQM5YV89OelggyiiLRANuKIqIifsqccjcYFI -0V1hoqVpvXRmNysaloA90UVP210yAfucBJQiGpvW5mFac0NaA5Gie5qXyFZp -Wo1og3IT8JEnGkpA/ejZ+ug0OW1vjFoRbRbSqtw9t470OvAXuaf4Bhme11sG -Hewp92TdJE/uv1sWH5orr374D8nJ9q5xPLDnCTm0/2gpyKT/ct7lYEf5aPoF -sn/7cVKYpSSX4ET+lb1bO0jeAXrSqKIBV/Tgvk5yYHtHgkqIHohR6/squiNM -a65Pa6Bs0dK1XigZO2JMgIru7BqWgL2R2Ur0i8aFxb7Fr9KR+1DlMnd29cKM -vh3+DKlcriu3KyQXVZ8rl7WrnHhLyKVLYWZnjbu9ZO3+u0jecCk6OEQOZQ6Q -rH13yYHdIyQn8x05fOhbmTVrpuTnF1n3kv1WH5F74kRGxlFG+q7qR8XJ7Ns7 -S/4DQdyQCSu8L04O3RvHb2Fys1SuQOWS3LDsu1XmgZL6rFwwJrlA1HiDEXKF -Prmy9BWWoi+aXCz5KIox3qIHEmOKF7mweEdG11fs01dQhr6QXJoUqMyhF7uI -vN1dZMqFUvjaWXJw0gWm3g8u/afkbVpilrUWFxd5XU72stdE5twr8vVIdOu7 -6p4/UmaNu11k7gNumL7PGykFn4+QvE9Vdt4oT3ReSDTJDcuedTf/hav05EbG -onImol9FiH7miQajiAbLiT2ayvzPyoy9vAz9AZUlRUfwv43JFQuLyR970C/n -hiVGqOSl/0cTdVSmahQPSPZnD4qsf0tk7VQpXPWa5K96Q7JXvS0HN62QvF0/ -iBQ4l6LEYzIubW/lGg1L+mHXXLZn6TXLhNnaDL2eM2eOPX6DlbKIPvvss3GW -sNtDflgt614a78k999xzVqNfbO7cuX7Cbs+etIQ9Y858+bVqa9lR71h9cLt5 -3127kzLgv8rC9qfL7jqdgyY4UX6s25H/3G8h0S+Vei5sZ0StBtUmv9btJL/p -S/+3wXtc6UUqvatsxYjOCYkG3B+3qZgrHheMEGV8QUUTfWn4xaShc2Qa5hx7 -phliKEWxX/QLFV3iFw0p3lhScQnpkOIdEYo/V9GlbUoV9Wfu8y5nmvGFKJmL -kgaklznS5aXhs0jRSp7iHUrYD/QdIvt7D5YDvK4ZJHt7DZR9l90kH/fsJ0tu -u1v2vzdLstesl6LQOcAjb80shbvDeX/zcW3F9t0zS+G8v0Vwz1zl0HlR5DZG -1RfJef1jBqXrWxJlzKA0Od+YweWl5WOxkQvXl6McOj8KN97i01dUSj4WhcmV -rg+5yDGD0uWixRsutzBszGBAjxx5flS+/ONJzgSa8AQnz41/XOSlR4tk3KgC -GXXn1/LSmJ9kxcJcWffNYcVS0HdnO3hBUZGcPCtTmn5M3lqY96afOeS4w9vb -YX9OcKK0+ESk2fQcaT6TZPtFF6joDkQTYxBt74h6WmcVSbP3MnkkTLQbou/s -jK61IFxU6aorarU2nVkk3WZnSv9VFMmNK/CtEPp++uq9rED6Tporgz/ZIOPW -5cicTTnyc2ahFBUXe3eXc1KYe+6gx+wnfp8jdT4ocCP2Rz/PjCOEZaoweqZC -ouGZyo6SKUT3lKY1MgFt39tTsq5Kaj3txa/N0IKXgIARbflBtvRZUiA3rRCn -tFJMaV2vr6uXamm9OkcGf7ZRXvouV+ZvzZFDBd7luIeLsuSc3W3kpMP1NaJT -DjVUjScV1ZOLvjhZ/rK9lZxyWFkjwfp+uKGcuKe+nJzTMIpoS0QDrqiKyIm7 -6vNIXCBSdEeYaGla4aKuaFgCdkUXZTwiMgF7nASUIhqb1hZhWrNDWgORorta -lMhWaVqNaMNyE/ChJxpKQIPo2frwdDl9d/laC61o85DWSnJCdl3pte8MuTu/ -n9yR11fuyO8rw/P7yO1518qt+X+XW6b3kREbB8rUjH/Isqz5kl+Up97HM6F9 -ux5X+neMHD5AF+i8F+V0Upp4gTLh4yUv49hEE5zIv7J7c0cl9HTGUUUDrmjO -ns6yb2sngkqI7otR63squi1Ma7ZPa6Bs0dK1Xij7t8WYgAvNUIY/Absjs5Xo -F40Li32TX6UjN0PlDqhc0K9vmz9DKpftyu0IyUXV58pl7Cgn3hJyAck7cKzG -3UEO7Py7FOQOS5D8nCHsFM0drP8NktwD/eVw1i3yzrTbZNf2aZKd+bUUFu40 -XM+7B3paHyky/D/B8MgEj0ceK4ceSDY8krC8+xIk9159alS43EyVO6xySW5Y -5t0Jyj8TSuizcsGY5JKixhuMkMvzyZWlL68UfdHkYslHfozx2vGT8uLNd8dP -PH0jo+sr8Ok7XIa+MDnl/7kvdBWZ1h2JKRdz2sDkC6Rw0lmS/9r58u5jfSXj -g6GSs26m5GeYjZ+eaSyZJMVf3Gv5+VyXVsrM52+XwjkPuGEBQ04PK8E8+InK -fjXKE/0qJJrkhmXOvFuK544MV+nJjYxF5UeIfhkh+qknGowQLfrSMGQvdokS -u5Xzqzz0aamxI5oUg8ri2FVGFx3B/zYmVywsJn/sQb+cG5YYoZKX/u8XLZH4 -Lx+QzE8fZAiAb2umwKfXTJaClZPk0NJXJGPpG5K1ZqbkbF0nBYeypVihL6e5 -hI0GBMz5CMy9s1j+4MGD/vOUOXXAvY3Y7rbleA4r7V28WsE7lwpp9uXzZ0XZ -h8nxAFYz7N8n+9+Bgf8ODMQ2MBCIHBgIMDLA1Wa9B8tXfW+V1dcOlL2X3yTb -r71NNt9yt+x88gXZP2ee5GdlysjbshgUiCs5qf7fAYH/pAGBgBkQSJNXnhR5 -dMRCefbBHTLuwQJ59oGDMmF0hnw0LUvWrMiRrOz8//SBgIChtqly47ciN745 -X/rN2S19lxXLVQvypN+8TLlzaZbM/i1bftx/WAqLiuxFGf//jgU4BZbmFNgb -X0u/r/ZJ78X5cs3CPBm0MFNeXJslczblypoDGXLenv8OAvz/OwiQ6B8EUKE7 -8vqq3dwpfeW2j66X2/f1lsGHesmgrJ7ywN7b5PH9d8rczE9ka9422b/zSdh/ -aXT+v8z/P5z5Bw3zTxXJGyIffXCLHNg1QLL33Sj7dg6V/bsek6yMrySvYI+y -/b6w/eB/if5/NNEPGqKv5jD1Ypn1aE85POl8yZt4hmS/eblkzhgi2etmSf6m -JZbhe5z5v+T+/x9yHzTkXuHZ2in8J8XfviF5yydK9oopkrliqrz/2vNK6nO2 -rQ+Rek684tQ0TvTz3cPFceFQcg6h804WD52KhrTyfkvq2TZvT0WzJ3jaI9EQ -5WBqq5ljJkucoPb7SP2czmfKgg5/iYXUw2QXtP9LjKQe6YUqHQOp/zwkWh6p -R3RR+9NjJPWfdzmrrNGCcN57liz2i5ZJqEtIl06oP1XRJW1LFfVn7tOuZ9mh -ghhIPdLsVIghDZ9EipZK6rOV1M+F1Pe5TTKZ/L92kBy45jbZ3XOA7Lz8Rtky -4E6594oNMjAquf41BlK/2MiVT64XlzpIEEmG/eS/dH2OXPnxLgrfaVAqqV8Y -ZZAgGrmGNPsHCUoj9QvC5ErXt8CQ//LjXVDqYEK43Lww8l8WqX/uoe2EE2pm -/l98pEjGjsyT8U9nSMe3DkizKCyxw1vbYiH13V76WkW3x0LqEW3/1vZYSP1p -iJY2VBBJU7+KHCooSeorOhz19a/kxi92yo0rhVC5QT+vX1YkVytfvXHRQblj -SaZ8sjFHvt6SI3mFoXu9OG/fPZy2XIZ/2otzlYvvioXh+0TLY/iOaKnjBpEJ -aPve7lgY/ukvfGkHA2Jk+Dd+tdcrPdZK9FlaJFctyJfr5m2Xbttbyyl54Qz/ -4k9Pkb9si4nhO6IxMXwjuj0mht/9g9OtaHlUGNHTd8TE8H2isWmNieEb0Z0x -MfyQaLkMv/v0v1jR8hh+9+lnxDRuUGhFy2H4iR7DH763b1wCE/+KQIfl95ah -B6+RgTlXyLDM/vLxxgukYF9HP72d/s6Fsic2Ku4TLY/gIxojwZ/+9oWxEvwo -oqVrvShWgm9EYyP4rmi5BP99lYuF4Bu5GAg+crEQ/HC50gn+4SHy4fSBkrV3 -sAYPcaf6b5PcAzdJRsYI2f1qJykOJ/gfDu0aE8GfoXKxEHwrVx4xduTKJ/jI -xULwI+XKykcsBB+5WAi+I1c+wbdy5RF85GIh+CXkSiH4Mx/tJQVvXkKIWeEv -b0L2/yrZr5wje98bpHxxlJ/gz3huaKwE34qWR/AduZgI/geIxkbwEY2F4Fu5 -GNi4FS2P4CMXI8EvXTSM4Lti5RJ8IxcbwUe0LIKfCq2Pl+LVb8bLBxMeipf8 -FRMtlw96G+RZmm+vlbT3BHN8PkfEQ71fffXVCr5HOFOdR7gywf8IBw75Hknw -PcL9G/aR7Oxs7xFO2eeMeh7xtuQ75N69QbhMcr+zTmdZdfSpsqbVyezILouD -G9FjPNFyyP2ucOmyFCO6MlJxdHJvRde2OgnRcsi9J93ypNIU+0VXqOg6v2ip -xDqqdHRi7Ym28IkGjegPdTrItlod9aWfNTuogq012xNp9XayrOWJsqZxV9le -o70N3lazvWyo1T5qWlqfKt+1iCktyyNFSyH5gUiS7wQnKs+/Ve7r8WMJbj+w -129y65V7yuX2A3v9auTK49iO3N5yuf3AXr+o3L5yub2VKz/ecH2lcfvo+kpy -bEduf7ncfmCvDWFyVl//7lxYdMvfipV2/40bNgZ0VwWX/yT9exC5E3aLht10 -SXaUyFF6oFyCHylXkuAHIgm+E5woLz5eLB2mZYbx+mafihz75gZpMz2jPF7v -iP5sRcvi9Va0dYTWKLwe0S6IfpBZHq83om/8ZEVL5/X6vkrZ6Myf5Mb5WTBT -JzjoLeZnD/q1czNk/6ECj7pzbQ3uuzw6b1NxzAdZ5dH5CFEnb0GPeDf+ME+a -zCqWxrO45bDxTC50bTi7SDq89oO0UFWNZhUFTLD++GF+CVrvaZ+RXR6td0R/ -tKJl0vpAJK1PtMHK8K9bni2nbG8Do7e87+SC+nL22g5y2r5m5RH6CNGyCH0p -oqVpPXdl56gJ2BVdtNv+kgmIYL4RorFpbVoeoS9FtHytLvUOeqInZNWTEw7W -1VcdVXB8Ltc0H5dXS85c3k5O2tdAjj9YJ2CC9cfM2qVn70DT8oj9yflhoqUT -+4Cf2EPrE91glvYPLrxeZmz/qxTu9Th9QZZ2+ovPYDd5eeQ3QrQsTv9HtO7q -Wh6nL0W0LK1Zu2JOQNburuVxep9omdzaymXv7upFgz5OBzh8oIMc2t+Bow3a -8/iBdrJ84alaUh1V1Ak7tL+97NrYPlxlZkhlmVGXkCuF1if6ab0KOWGFBcPl -wJutofM+vhwva+5qEgMfjZfVKlcQyUdL8NuQXNk82MoFyuHzJeX+iL5ockmu -hsy746VoRJzIfXFSfJ8K6Rfe9es3w+pJ/giKywnLuCuu1KgLY4y60Iu6NErv -yBX59EWn9FHkSlD6RD+l51knbPKFkvnuzcoMH4zzU+TVb96lfDYmLm9Fy+Py -jlxMXD6qaHQuj2hxDFzeysVAvK1oeVz+D6h0wpI80dzZ92j4fSJz7pPiOfcF -pOiLEfrIN68N4z/zzYZlfnRXCU5v1MbG6REti9NXMJP2GvbdNJHv35JZEx9j -5b2GxR1lMFqqOWCey3yZT+f2M64747xOqDY0nN3z27dvT40QZ14/mjjb91U8 -0RVnaz5L7BHnPD0uLosU37HDO+EKjs/NSevXr49K5g07ToDSJUWh2QHv12B0 -yv77Hg/nz0ner5Fs0uXiwTIft2Ecx8epcX5KHsG9SxeNNlUeTS5Ntun39U2P -kx9PuFDWnnapfH/G5fLL2VfKb2fp6+ye8qt+bjzz7/LbmX/XZ/Sbvv92Tk/5 -4bjzZWPtjn9OMn4v4d7fe5BHuNOjkOH0KIS2Yoxy0cICLjsc9HeRwb6XfvcI -q58Up0chwBWj8E1HLsmTu/vG/XLfwB0y8rbd8sjtBxL0LUsfefj2THl4aI6+ -sjS6h4dmatijwzLlzuv3KC2Nrrri76etLz1R5NHWoEtyOFhMiYyPmIUT0aQo -ctEIq1+uRaQ+H1uNJheNqpalz/LUAd+Qj5u/Iezm1SI3rTIzp/os74mGZ920 -IEcOKDlNi0JEg2WmuTCGNKd5JPH0mfvlnA93yHmzdsvFnx2Qiz7PlIu+yDKf -F8zJkQs/z9L49Js+ef6nB6Tlexk+huvq/jhaPWSXLI+P/WmIlX0G3FK5fnmW -ZZ6q1WVY+Q0MY3G5SwmGGE0uGukMliEXXV/96PHuKl0uGtf8U/RlR3LX6HLl -6XPiTTffT9rZUC7e0VX+vvF06bnxDOm981zpvfsc6b3X+bx2/9ly7R793H1O -Iv9oJL33nCtX7fyrnLynISr+jJzFQDDthPKQgn7y4fYzIZeqMkSEYCnOt5Ic -LJpcNF75+/QFHbkDRs68CrK6xCVIYXYX/e2Qfs/c2VmKcroQYvQn+vUfCE9H -ael1dZebr8MR+vzEslx9m/z6qphz2fIzj9XPLlKU7aQ/P9PkQctLQcKvp8u2 -Xy+TTT91l91besrebT1l33Y+r4T9JfGPqt67rZeKnaZEs5OXhMKYkhBN7ncR -zIL8O5RgtjEEM8k38SgRDKe0iVsrF43oRZML/E45f7xlpe+P6CtdLlnf4+XA -PUmy6/GjZdsT7WTvM50lY2wXyXoey80cS2Hnju2o/3V2v7nvz3eVvQ9U07TE -/3nlObL8fB2OKV+/l232N2zTsiv5epRHTPwcxkcNg1FE/XyvOCLsD6oMEw3x -uGgJLWuitTSVh6IQ2FIy9CepdETTPNG9s0fJ7k+fkG0fPyH7vnxGMr4eK1nz -xkrm17yek9z5YzVK/Y9kaNi+WcpM5z5QblVFoZvRCstPN1MMtQyY8+DWzRwn -86Y+JZOf1+bBj3FHGzCWYigjFx0zkduzZ0/p1auXYZ/cLLx27do0dyqXc91L -E+Vm43Xr1sUFfLIc216WbJKPY3I9PVeFR+OYFaNQw7TofLJ00XDylx6dMabH -ILoxuugOT1S5nvK1DR3PkgM33SV7br5Tdt/5iGy7f7TsGv2S7HtqvGQ//6rk -jJ0oB59/VRXnjp2o74deel129L9LfqvRrmz1/9c5XAJhCYayJctNlx6Q3udv -kKvPXa+fvxhlkLshV4ojGPfHCJ0TlmpY14uPFMikZwtk2oRDMmV8psyYnCsf -vZUrn00vks+ni3wxQzH35x+gYu5MkZefyJWbL/0fIXPpUQhZtLCKUQhZSbkC -Vy5oiNZpH2fLjYsPmYujes74RUuv5wxWqev/0vPD3+S6Bbly00qJlXOlR+FX -6T4uBY+5cVmhDFpZIMNXHJKRyzPk6TXZMva7XHl5Q5G8/IuW5G9U4su/am3r -V03LeA187sciacN85seSHoU/pR8xV0qPwmMqRuFA0eTSoyD2ilF4TJly2WXL -pXu8o4Gcuqup3HGor4zIvVkeyx0uY/aPkPEZo+WVrKfl9fxx8nrBOHmjSD+L -xiXK64XjtATeKHxBxh9+QrrtbYKKslLyB/lEehSMXTEKT4gmV8GEpRrcvOXn -9rJ2eRvz+mZJa1k27xhZt6KNrF/VVjJ3GW5RIYqKsqL3w/n0KLjZmZipbsKg -HPu3d5Kf1rSTb5e2MVFv3cB80LGaPAV3e3oqTB4huRn3yP5dj0jm3mcla9/L -cjj7n1J46FUpztdXHg646PBEjac47w3Zu72XmTaKFnf6keHzilGwY8Uo+De9 -jLBYn/XLOWHqAkbGSeYDlaRw2uVS8M7VkjvjVsmaMUhyP39ACr5+RIoXPC6y -4DGRhY/RiS94lDwtfkoyn2nPJE356R8ZnobDJdLwx/BrenRgWTEKLk2LLhoW -/GlUDRJFw6E/JOoEpzrBGnRo8XgpXPu2FKx9V3LWfCBZq2dIzvefSeGvX0nx -xnlaPpvnq5JN3HQsmxdK5pfazXx5f1i2fbgvvUyMN0X2LJgom7+cIO++/BAY -b0pc3DHG+SeZG3wY6580aZK89tprnObLjrxK7s8bN24s8XNGRkZyLD9Hv27n -3xjBVTcI7ucOZ8qB6243x8zuv+Y2OdBniOy5bqjsuOlO2XL7SNk+6inZ9djz -kjFGEd1TEySH15gJkvvcP2X7DcMtkov7d4Jy1fxhhBi01u/iHXJ046slrUI9 -SUmqJknByuYzvUIDaVb/ErnolI+MHPIumqv4u4Ccg7jGeoe3jn8c8Dj+iQJ5 -9dl8eeOFTHl3UpZMfyNHZr9dKB+/w+l3n7zLcwC8Fx/N+bdDdLOK5aT3dkij -E86U5MrVJblSNZVMrlxNk8X3up1Pk77zskB0wSNGdD60tdg93PSGFRRw/xVF -MnRFnty9LFNGrsySMauz5dn1h2XsTxTw8xt49PmfRcZ8X/hfTGekXUx3+8Fr -zBGfw/P6mCM+7z50g9ydfYM8vO92eWrf/fJixmPyj9wxMjH/GS3IiYXPaDFM -LHhGxh16+P8osEvxdtB0kcVfHSMN6idpyqtU5h6CypUTpXKlRL5J1apKOa6o -pj3cn4vsnAHd+ibs4L7OMvLeetKsabJUrxZw4q6SKHVqB+Wk49PlyUfqyo5N -V0jx4WEKtNhGM0gOZQ6Rgxl3KOp7UPbtfEjR3nNyKOslyc+doGhvvGI8+znR -DOD+R6K8dA/lFZutJBcZJCWTL5L8yZdKzlvXSsZ7/SX747sl99N7peirUQkM -ILkoQ+Y/KplPtwXs/Rfr/Q6sV9HDegcXvaSYa5o5jIETF/nM/2ayZK96SzK+ -eU+y182Wg99/IkW/zmUPxcavUPnbXP3va8mc8wS473fAPm8lydqpIuumysx/ -PmpXkvw9xmMW/s1gWaIflhk4NFizsP9ahWfmEIBBsl/h2Z7+d8u2YaNk292P -ys5Hx8qeJ16UnOcm/ttCsqQSkGxoT5Gzj38jWeLiWCkXr8Z01nGvyZCeHvqK -OxL4lejuqp/wuLOL/pUxxTLhyXyZNDbLjK+9/0a2fDT1sHz+QZG8+Ni/GfRK -lGYfO6vMU1K5r5giTJS4+HiG08wahv8BvOUsOE/3VuvfuLxIBixT3LXioIxc -nimjV+fI098dlnE/FynWKvgv1nLCPKwVZ9ZdJ+hbH60KNlbflX+93JN7ozya -MVwe3TtcXsh4VF7OfEIm5j3rB1llJuR/EWXJoa4yYVxjY33WBkE3B7Z3YmjN -k/tz0VWimeL+eW07dRlxccluvNf1bqMoaagBM8754+kuqhpsPg9mDFVUda/s -2/GQZOxhDG2cQVVFh1+VfdsNkvqPA1KJfiDlQpU0B0wpsCqc+jc5POVyyXyn -n2R/NFSyte/P/3KkFM9/zCKo/0Ko3wOhApEQKmBwTJqDohTfFKyeKodXTZGM -lW9L9tqPJPu7j6VgwxwpDiGn3zNiluZsrP3on4/+/wSYkg1kqeCCpdtknyKa -3QqYdg0ZKdvue0J+7TtYNtY8IoA0RwHSt/9qgJReAiCxZPSa836UujVOMmNU -Nap0kLrVT5RqlVpLfHxigvF8AUlLqSv9Lt5uhq6OcMgq2QCYZIOXOIHoH6Pz -5c0XD8nklzPlmQf2/WGM9Mi98xQjbfvXYqR0aTrLWdl5fP+HzFBUYtD0UgYn -1Tiqk9TreoZ0uPYO6bck/39oiCop4raim1V1/2X5MmjpQblnWYY8tCJDWk83 -MCnuj+Kk176UG+fu+U/CSckGr1Rwx6V6m887c66TB7Uff3zfXTJmzwg5dc8R -QKMPFBrt+R+ERkmsLpRf17eXHpdWlW6nVJTjj0uThIT4BBetHNspVZ5+oqFB -SX/27KKDklJMWMaOznJVz+pSr25Qjj4qRY7vmiYdO6RKelqCTUp8fJx88O4l -IoXDNd1AmBQDmjjV5XDW7ZJ74H7Zt3OUAU07N11+BEBp+rv/HkApCUCSwMAT -i/AUlRROvkTyp10hOe/dKJkfaJczuvX/ODqa8chV/+HoyBn5SZLCbydL/upp -kv3Nu5L57XTZ/9ljv3MMqUwgVNYZHr8DCCW4ogQfqN9VMup3RZl531u/i/d4 -QhSVia5int2vz+5R+V31usg+/X+3fvJdNRm9m+t15jdPD3IZbnwp5j3gJsug -Jn6v4AajmiAX7VR00ZYFOlvqIn2sifWAG/NO/c7v/L/fCfN2+oQwk/mZR8jo -TidS8z+PkFjvGd98Y0afIXLo+mGSq/9n9R0qOX1vN9/5POBiqsFq8sxJZmj4 -xvOvlo21OvxR3MYhmmsUs23oM0gyjgy3+bfvgMMYkeLFWrAE99SJwVc6A1gu -6LK7eoZo8O29zEst23kfpt8HXlYYNhWpjyaanxM9LWi3YTzCGNgtit2cGFOM -zIAeB+WGS/ZYXKffs+T8k96TYCA9wR1G637aFyZxbgYBkWr6qE02UZkUhKCh -TZFGo7/q8+4+JS+D+ukWSJIf8jkF48gkIOQ8n+gVGk8kuAWJzlsuOygvPSLy -2jMi/xzNb84g3T/HiLz6tMgro0OQ0cDP0SIPD8mSAX/L/72IE+T69KgN8sIj -GUeKOO1+mpafibSaa14axnuitJoj0vyjPAP/Euyzn4bkksx7QFp+IX506hdt -+aUjmmzeK5nvTWeJgtYsGbhW5Lr5uVKxXhMDWhMCQbl00hK5WTHfLevVFtaJ -+f+mEO4DuPZffFjyRFzgmm6Aa+0Zhc5OI1DkF060LT8XJwmfuWFzzHeTfbW2 -FrOB2FlGxDw2x33sM/NoAgFuJlzNlIGzA0k1t5yRK9ev0oSSyG/47aZVZl+V -JniAZuymb9wzQZw5XE360gI5yjmV5A8BYfZqffST3Lgw588GwoQlyGnSSMO6 -SSNvO4yzRSZFuhU3MuEnIZvn/H9qUSN+5dN5NCjd3CDzUhUqFq42t4H5FnDD -Ts1vaOXj7BkT6LDqQ0nrZvSfktcwpJ+o8xu6ugK+ZJt4EiNzc9jNry83pxbq -K8/kQE7OVGhe0IgoklxhUoeYkwsnrlOLG8ppWc1keEFvkHWqQdZBA945aOL2 -7N5yyp5G5RKGqKC9qK8M+eY6GZ55xKA91QXoclAxV76+CrpKzt7OZiyzKKdL -orsykAlk8zOvw+YUCLNaEFyfq+IZOzsprk+3IPqpxxsqgD7OPJzsHQzZxTzK -596tHRP4R39k8NLTnNfVaGTzTHEunb6GshKK8EzncWLidznofNdUJLsI3wYR -A4liCxPfyVt+6IQLE2OeiRE8lQ9kMdnWYmEXVNBVR/5y93U2yw/3aBFCNDJ3 -dZKVC1tL2zYVbF7vGn6cPj7MpQq8B73568NZw2XXpvO09DtG5SblsISig0Nk -1TJOkfzzWUKCRfoP6n+P6OtRE/aoCXs4wdml8pAv7CE37OHwOMTVl2J36YxK -cGRHOfL5mraDYSA/ybCLLGUXAHuZplzrrUv4tERjmhmcfesi/b27HHikgcbh -RelX92dxizXPXy5Fk/8kbpESKerQAXZ0fK3wfP5DSXZzCj/NGyXFitwdMD8q -LhqLqGDek0IqohGPYOiRUEzu1pNkJyrCFzxkPh3+cC9yzgYXMvg11IeljcpG -1r2VZpcfrpksxWumyIFPHoJj/JGZ7JJnIlg+whaRadOmlXoMQel8JCWSj5jf -weIb9Pv4qs0CMrpKY330/RqtyuQiTlgVfbSLGXl9vkoTuT6tlvSoUE2GV6wr -i2u1lTk1W6NNntTXY5UbybLa7QxzILrVddrLc1WapJjokuQfVZvJd3U6yKa6 -nY1I2M8B8/OvboI9SlLRfOWJt6u3kotTqmrE9eSRyg2ld2pNuUi/n5dSxfw/ -qlJDWVqrnexRjpHoPgsn+FkzBPeYV6uNSeSA9DpGz5UVqstt+v8EjXZN7fay -VzO5w8t0usdPcvoNl409+8s/Tj1P7uhwvFzTsq0MbHOsPH7cafLlhT1l77WD -JLvv7Ykut4DObD6nl6Unv4OdBF0aksER/yzANPr+ODVJdH+55bJD0qnVUGlU -+2w5teMzcmK7R6RVo57me5O6F0i75jeb8D4X/KYQ+VCiVaWG+Pczl8kZXSZo -K+E9Sf7aZYIhDQMvK7BsRs49YWqi+Tmg/07R2LPl+ou2y1ldX00wwYnmqfNO -fBtG4ibKoRdA/YFKdG7unqGhxYYMtWx4RVyCO0n4l84vGtpgd9D0vXCznNl1 -YopRW0UuPPkDw0r8DAW1A3rkygUnT5eT2j8mxzTpY/LaseUg6dbxWel59jeW -6TiEo57HFOwBDJefscAUR/sWt0j75gPkxLYPaVTTDZciNYNcQoPspd0+k+b1 -/yaXnP2oXHnxWOl2/E3Sud1l0qnt3+QvJw2UnpeMkyfv2QJxsczilTFwlRy4 -SszD40H3WXvQv0Nd/jhTCfhoRZNJG6XWkIla3LVuo6Jr3Tpe6tz9ljSfVejs -9leZplN3Sa1hr/OryqRIg6cWmXCXpYTk3t4rte94M8WIVZbad02Txm9nSLeP -szkwQfotzpNK9Zu5DCVJekz+RnrN/FXOG/uxnDX6fekx5Vuzp6f/GoPyDSpX -8C89310vz79MxBMmTIhry9WtUlRUZG5hmfRDttR/O1NafXhIWs3MkwbPLpGa -t7wgVboPkfRTr5BK5/aTqr3ul7r3TZcmk7fJUbMKlBPkSAte07OkuSa55Ye5 -0mrGQan36OdS44anpNIF/aXyRbdItd6PSN37P5Amb26To3lOiQrPtfzwoNQZ -8a6kn9Rdut76hJx4+zNydPcbpelfe0jTM3pI2ytvk1PveVmu+WwHh0PYqYK+ -SwuVtmT+XtrizTRAW5wD+uOOnLOkOIcE7G8gx66rKy3HV5MWL1SVo6dUlxP3 -NQgdEZfqgH4F921n15QGwypJ9e4VpM716dL0ySrSYUFtg+71M4Hn1VA7zKtt -eYLhAse8VSPO+U0z+3xVafZ0FWnxovlmwlpOqCbH/VLP0IIEE2Vl5Q/KJQpV -7bxaRr7eLelS/WKNtm+aNBpRWdrMqGlyaGkSSTju13rS6h/VXL1Bjbe6OQy/ -86o60uwZJ04nHZWl7cyacso+5Sq89ioxyWgi3TKbSLsv3PgGpEuNHqlS98Z0 -aXRPJWn7SU1znILKkcZ9jbRceQ4dp+c2k+M31JejJlWTRvdVlpo9U6XmlalS -f1BFaflkDbl22UUy/JCymoI+zjH5KZam5F0ng3OvklP2GpoTK8sJunTmjkLD -buzhfH+Y4lRwTwZgC9HM91vKi882lhefa2xIygvPNJbl848xWB9WAXUA3/M7 -cm++2kz2bjHLNxKMsmRDHd56vZkkJMSZZt7mmAomKuYuHOpQwSQJBrVmeRsz -r9Gvbw255KIqcvewOmZj1ffftNWi0gjABC80kU0/tJcCjXrRl0c7wRVk0oSm -suPXDvLe1BZy24Dacln3qnLH0Dry+itNNUUdITvu1EZlk2p405efHCVjHmso -N/erKd0vrip9rqkhD9xbT2Z/0MpsqlJOZc96MPu5xj/fWJPsJIMcP60lskJz -r1kxOVH4nGvOg9ivaEYpC6UqcpyMe6ZRnKU/l/+tlRQeHOqeg+9ylNxhsmfL -ub+X9iS5jxcfGsJ/7rcjpT3J/jDnpZTn10EJMvGSeH1iwkW8f3x1vPlt1U0s -vCNMi+SCeBl3frws7mfisOzlwF0Jkn1vQLJHJJnP3PuCkjsiEJScEQH49ANJ -sm5Agvk5d0RQMu5RhHN3wIhm3ZOIFOEVjHiy5NybKHvvqyJ5b14sr93cSQae -3UT2vXKeyNuXhpaovH2pLHnwVOlzWkNZ+chpUjStu2QoL8q+x03JXXGkALVx -jt4kL1qi80Wban5OlH13/X7OlGT50bSL3FPtzbcj50ypJTnTvAdlx3vD5Jqz -2stno68RWfgw4YmWC6lI/pwHZOjlJ8pT/c+WvTPugNhEo08plgOpxn0f3im7 -3h9ueJCPQrm0K9l5TuW2vnO7XK0xf/HUtTbmuNBxAKMk74v7ZVCP4+XFwRdI -jurJ++w+2f/hXZL98QjJmn2v5HwyQnI/uU/jzvl4BHWs3w98dJfs/+p5Obji -dSn69k1nOXHEgt/MTw3J+j2LXsKOAviIowDGyOSx9igAP9GaN2/eH9iLnxyV -aDFnMrZKE3UNjhOolhCQZUpMdnszNcl+XebFs1vrdYZZaXqd5+onJknTRGfN -ml2/cVGFqkb/vvpd5Ob02qlu8NiqTdyou8hNNlixZrVmZupFY/NyQUxbNKY+ -aTW1fBy5GprCl6o2ZW7JTWHAcL5vlRbdoXSrKmgN0QpSTxP1kDItm2g+YUob -O50tS3v0lc41arsZD0hKYkC61W0ocy/sxaxOwhEzpPQjYEN26z1zFWzNDyRU -cPOfLKkpdeT0zi8YeG/nPCAlVdKba5adzCBz/cU7DEn5y7Ev2crlsQ5KLhwh -3tPksr/MN9HY6Q24T9N6l0jl9BZmAU61Sm2UkA2WxnXOj7NTMSe3f8KQF7LA -s22aXh+X6vKg7qd/YZIGyUHf307/UurVONWpklQJBtLMlrS+F2z0bUmDUWTp -/4Vy7NF3an+cFHS1VUxtJKd2GKMi+R6POaZpX2sLVSo3kFv7zpSJT9ll0X+M -s6T/CfykpXKK9L9cZVKW4hZx/Se/duYg9FX1yntsFSZWq6f0Y580UxxvKQnz -ENX7POqWYwWpetNzctqcAsNFrl902MdFgmZ5T3Kl6m59pEiwgmLOVh3l3Odm -MSnhXY1148piaXbmFRVcsfj4eHNnJH/Z+UWyLadQZq/dJG27Xy/xSSl2oWtq -3aZy6SOT5NH1BRrDw2vJ4sPrCmTUNznS9pI+EhefYKsnpXYjOeeu51TosIrk -yyMq1vas7rZ6KtZrKheNnwuv8FjAdX+MWKT/CRMfFnqntU/Sb04Smz9X1Zku -8J0XhlzDOytJfCDO828JKfFS7cIKEqyZ4Pm3pPqJcvz2+ub51u/XSHVrt+5N -6WaWwaB9/SRKSIiqiLMFFxcfJ6mtg9L6nRqGQTA7oczBNtTW79aQqufaYnTU -JqUF5b61t8nzeQ/JuIKHZOTPQ6Rz79YSH4xz1VYgxVKna3W5edZV5iyDMRkj -5NncB2Rs3oNy1WuXStWjKrnrmdVoVF+7ni3l9g3XybCMPjL4wNVy+6FrnTVJ -+X2DRwb9048A5qf4hvdXL20jycnxbj1oittUkKxdCoAPdpVvlrSRunWCXglN -GNfEzBLYg9DkUBd5d0pz8L0HcieOb2rwfNiJXhkOkH5pbGOpXStoq7xRgyTp -emyar0tThzywtuxT/N28WbJnQiccl+YsvvMqywmb/8XRZmYkwTdt8tPqdnL1 -ldUlGIy3ppCQEC8d26fKbCU0iHDE2SUXVrGV37VLmpkCCZ3cliLFKrbwy6Pl -ml7VpW1r5Zp1gtKsSbL8/bJqMAab2HMVgJorrI4c0KcfMXhPKgHeixW8X9HG -a2HJartfXJsgXeqFWl3jynGy905HdapRU89MOWTcpwl67TzJfPPvsnfqdXLg -vQGS++EgOTxb6ctszfHHQ8xn3idDZeqd50iNtEQZ2auLFH52u/42VAr0t8zp -A2XPO/1l/7u3SIb+f3jmYO9Z/T2JL2pUBZ8Pl29f7isVgqZY5fjmVWX146eL -vHUxMypTL1bWJtMultzXLpCTWlY1MvWrpshvY8+SwjfPk/xJ58ieqdfL3q/G -yYH3b5XM9/rL4Q9vUe2DiUZjIJ4KJtrDMwc5SXovlKS8WYNtkpiOmm2I1Cda -C6NbhS3VKg/yp/8Z8D6tBLwvUpB97dkdTLZTkwPyxE1nSTGwX4F2gsX4ix6R -fw6/2DYSefzGMwHu0TB+skX6X4+SbcoazujUVLocVU+2vetc3xyWwhTzaKHG -1vOMdkZzWkpQxgw4W4q/NilwEqD1s+hheXnohV4Cnh5wjoHe2fPGSsaS12TP -4jdk/8p3JPPb9+Xw97Mk/4fZUvDjbP2cRZl/P0vrR/+X/J8+kcPrZ0nG8qmS -vex1yV76qhSsel2KV5tl8GT1z2EAU2TvgomyZe4Eec87KMK/9OuPneVQOgN4 -unJjjwFUVny9uHZb2V2/dAYATp9crYXZp2Ix5+UVqhtd/HZlanWL9lW1iYrg -v9vgRHm5Cmi/a1S031vRfqL7eF2F8OemVJHuFapJs0CyHW2voolcSiKdeRDZ -XLezXJhS1brfeKwxPkGCcbbnSJKp1Vt669m21e4km5QEdG9+dIrbHSoXkO1X -DzSruzhR4n8f+DP8nxRI94oiOamqIumTpU71EyQxwSuKQAAQP88Z7lcjufHS -/VIptbGtlgrJNeX6i7YZKtCt41hby0watGsxwEcFggaqO5sU86RNsxs0NN5F -skD+Jz3ITyzN63d3oWpQLjn1Y/PbwMsL5IKT32fRltcRJiamSCAx1eiy/XSL -Bpdppos87H/LZYc17rm++ALmyApy5AD+PrYMaijx69y2h3TtcKXUqNbU9nTw -gKfu323WWiX8L/MAwtJPuSycBzw2x+EBn4tU6THM4wFVakvTt/ZI8xmHHB7g -rkeqdtVIr3CrXD86kge4ahU6JAal232vmIVHBvMvK5L6x51pH12wYIHYv+zM -DDn3rDN99aJAPy1NrcfipyRJSkmRe2atkZc2iozbIPLyFpGbxn9oTYBGNXjK -1/LyZv35F5GO5/TwbLNm45bS8dzLpNP5V0jVuo0sQq7csJX0mZfpnDi9UhL+ -9zkAWP2o16uHgbWKJySZ1fzOqiOXAyhw77iwtvKieE8uWFt5QFq8r80oB6in -HGBbfRYeSauJ1WzR17kuzdAIsP3xW+pJ+rEhyhGfGGfUQC9s+QUqK/D5vq5R -U+eGNNtKj55SQ6r81c8DgpKUniRDl18n43IfkjG/3C9Nj23k4aXEoKpPiPdB -1iSp1bSGPL15lEzIGW1evZ7+myTEJ9jUJKWqygpBXxQpctFdZ8kr+aNldO49 -8sDeW+WufTfIkAPXGHow7FBv5wZdQxAi6UHMC6D+LH7AEH9yUrxXH62PVn6w -2zm19+y/VrLOnzFxSw3Mmcr6OufMSrYQjlOQzaIg//HIrEGa9npzthH4Wk28 -B/VtmQ+4qZZk7uwkrY9JibOjHHZGwb4a1E+SH9e0M0cZk+oN69rJMUenWLWB -QDwbF1Af6vgU02/6sb3kqfj551S2NtCpQwVTFqQ0wZfSF55pJBXTE7xRsvPO -+b+L/Uc52L/70V4ZJmmTmHVVvHSuGyrXhpXiZPdwP/Zv6NvM4N7G+lYPyZ/a -Q3Lf7iMZ798i2R/fKwc/v1+K5j8iOZ/dL12PaWDKP16xwBM3nW2QqMx7yAwN -81mosDPvC0Vg+lz2JyMk+9P7zGh08dcPWjnK11lco9+zFH7efdWpkuyQRGlR -J03Wj71YDr9xsRx89XwpfutieWNAJ7ftVZSHLlcKyLKoqfqafIGC/wFSrN44 -P/eA5G1cJJnL3tA479c0PyBFc+5VtP0AqHneg0ETaYovkfebRGbpi3Hq/C9N -IpFlhdbXJpkLHi+xvfVfwgqSS7ACGMDnT/WWNk1qumWRKuNuO88Acbu0KWPW -3dK2SS1Tjq0aVJffpgwm52WygoUPywuDzvea1YmtG8hvUwdxhW4ohQEnhZqC -T8dcK8c0quEkoJa8POQCxwDcBOz/6E45ulENo6l989qGb+R/rplY9DLrpvQ1 -TQpXT5PD30yTzFXvSM66mZKz/hMp+OVLs7FVNn3N0SBBc1JIqvla+PPnhjxk -r9RHlk/2CIJvmiDhyDjC/+ipIhWjEgQ+2ZTxYOWGkuxs9JIkjXRAem3WOWkF -e7tIkkowBQb5B6XXsYCgpuL2CdWayRtKHtoGUxPdcau+aTVlXZ0OZhyf1/La -7eTRyo3kvkoNZJRiu+aBZNeO0uX05ErykCaF38ZWaWKecxZpdTHruexzI/Xl -MYbkEo/9Elq8FUZAmNi4Lq2W131ek1pD1moUWfWPk7wGx8vsGkdLemiPKguy -yONeZx7FyVAlOTulsnxY4ygzKbGwVlt5ukpj6aYpCMQ7HcjEqs0NWTLFVKeT -rG17ujSrUi3BfbxDdTXXU86Rp088Qy5q3EKqJBm/Lmc3aGqWcB34P0FSwOdX -nrVCu69Ur7ia1b9Uel/wk1kqNfDyQ3LhKTMY87czB+2a9zdMxG4XueyM+Syz -7vBUXHUz9O9QBcdhdzn6LqUpT/GrXHzqbG8dV/8eWWYGIjEhyZM9pcMYA+Rv -uGQna6G8mYoKybVZhWW2qEBtTu80zuvMk4NVzJKyutVPdDudCiVozrXn/yyn -dXpeTmk/2sSRntrQG3VXCiTdOj1tfjvnhCkmy9AVFpRVTm9u6zK9Qn05o8t4 -6XvhRrnuoq3SQ5lO+xYDTTjJb1znXDPzQXTwE1aGaVTO42kSTEyT41rfL+ee -OEU6HzVMqlduC1EyxOryvy5ySJK+Wje9zquEs7oNk+dG7pPXn9WeZ5zIkBu+ -0ErymsLgfl/IxDHe6qz/JaYUNFsuGv/jR6nRb4y+HpO0k//m9RYJFatJ1V73 -SfXej0itwa9I81kuPWIV2OQdGjZe0s+4xhGvLIlVa5sVUDVuGGPU1X9irhEt -sehr2m6peet4lRltZJNbdXWjrCAV2naTmv2flhrKuGoN/qc0emu/txrMMi+P -77TuKl36PyBHX9pPEpNTPRXV68iVMzaYSRgWg10+eZU8NuZpc//3448/LrVr -1/ZM88orr5Snn35aRo8eLe+8844UFha6N3dXNbK2k2PWhlPZly9fLlu3bpV1 -69fLqCefluNPOsVQMozh1rcXywvK2p5X1vaSsrZzbrnPjaehpKRXkguHPiJ9 -npksp/cZLLWaHW30Jqely9B3FiuVK5Lnlc5B3Wx85w68X0avzpIJO0Qm7hO5 -4aUPlFc4rj9BPy8d/6X0W3xQ+mqx9FPSCfm8Tj//xaQuzScH26pxRaoHH+OD -8dJxUW32ebikLtWQv+Zjq4aKNhAnTR+tLMdvrSddf65rVpWlNA3Y2qx0YpJ0 -WlbH2YFCUvY1gONJk8cqS7MxVZih8ZxBSvOANHmksjTV35o/U0W6/lTPXRrW -iOVVjlgNw/2YH+q0oo4cu7auqq+tj1SR9C6OL2OaqfO3dcxqMXhjvYEVzVyR -+U05Y6tXq5sS6PJdHal+Vqq1pWotK8sVH58jwwv7yN3KqLr+P/auAjyqo2sv -2U02rpAQYkDQ4sG9pVABijsUt+JOcHd3d2uRYi3ubsWhFCsWJL6bbGyTvP85 -cyUbCP1qH/J/yfPM7ubemblzZ+/OOe+cc97TrbD8qDoid+kA9NraEZN/G4bh -Z/qi5uDPkTWnu9QlybEJt4KxDvMw6c5Q2LvYSl16wStvNnRY2RxTH4ygMhx9 -dndChW9Lwd5N7Czh8+6VsQZzsSp5NlYnz8GyxOkEScdjdHhvDA7viL6RrdA/ -hvBiQhsMTiKQGPduQaISfM5Ib/fWPMjpr6gQOtT43BnXLxQSkSpzZ/grsJeN -NpvW5hYsP3LiHeFodeJgAdhYZ1HxO30f2zYFshlJhWDsdcajyRtoq/7A7enr -GTfSBycPF8CKRTk5VF0F8b27e+H5w2Iir81VGkmVSk7q2lK5ohN2bM6DU4cL -olkjd+UwG3u4OnuXtW+dVREvNjZZhFXq6rlCAlaeOFAA40f5oFgRSZK6uWpx -90YRpMSXEvc8d6Y/alRzVkRF/ny2mDzeV5SxI3Pg3HF2oSul3BcbpM4cLUjQ -UqvOHoPbyhUdxSw6OKgbCR8U4szYVexRvyxoU1yjfkNeDhr81CILUuj81W5Z -UCUgzdJXOocGZztmEddxEH06p8HPDQw96wlvLmwmaLe5jvzeENjRHvHbuyDl -wCCcW9iBtAQPpcupXWsQhOHADTkfJiNaAiLJR0YiiQBe7N6hMOwZIt6TDo1A -ytFREvOjsGaMFjEmODsea4bUJ+VFzDu+qVAAMXsGI3FXN5i2tELjsjnE8UBP -e8Ss/FoKyGGkvL6mlOBUwAGWMnokmyKREPFEgBvj0emCeDJpfzBSDw9jSXSc -s5jQIB3VASQdpkHuSxtkHLNUHpEHeYrJlQpZ0lO+J5OUwHeEFEN+HIAKhfzE -dDjZ2+DoLPZqxalx1P25BR3F75jPLe5X2yrDwP/jYxh5Un0JeTIO79WgrBCQ -3I7tUk9+6Es1xlvao0RTwrlPt/ZHmQKSjufioMfJee2t5N5OzW2vyqANwxoA -5ya+ya5kl54/gPkpb+2B+d4h5qeUeSllhkqe8UfHJEBKx5Pu7kcstYm+sB4x -51Yh7uKaNARKoPZvwM53wcikxLKEyQDQw0raZHGllfcXwlFG3zIqCwCDvecS -ypHCZ+yEbaeJvYc6sW0IU8ZSkxgCbjsJitlmsVJVvTXugYim4wpKfSWzBDAV -ALf5Qu+q4s2Rzj6IJ+AXJZ9/jaNAbcfXqaF3VZTskYQzlWav8RfIkyLRJjAt -whaPfPjS1hV9HL3FZJzzKizMVWOd/VDSxlGY2ZTVdzZhV5nQgDGtogCXo2ps -O4uSWRjCZeYFvsR2unvGqQxtVVCfPQgXClZEgIubqsOs/aw2UjoNFmQGTGxw -uUE7fP95XfzWpDMMbft+CC5xDgLvcKSPgv5cnfKhS70INUZnQEugY91X7AIn -31gO+HnVoNYpr4f3CzYCto3Z2mSTVVtrAdG4j/5s0CLEqZAbMHpsU/MhLbyS -/sjXb1/7qTjOiLZelf2KWMnmFkRDihRhQt0bxrMrnQrN7G29CfSeEkPt2TgB -5QtPYACb5lmXhj8VkgOtTGCQI2sl9eGuXnoFBn2rkBtoVdrRWhW2a5RHwopG -SKPCwJZQUSLX6Uej5bv8ouw6kfOnjwUzPN9t2UKj5T48RNiVMltiXA2MwkzY -5PNz9O2kSmOk8/WqHhRYmmOLFk1MwviBv6F3hz1oXGs6/H1KMkjRKL+Mbq13 -YNWM9wc/rWUgIiL+jwAFzgJegzYoX4G1bwEE7k5C3qMyC8L+11gQTgHeY/eo -vxqb3MURuCcVeY9Z8A+8zopgrbIiCGYEWqddandTlyO3RoOR/5x8/rDClGBI -hzxVc06R8mh7PBI9fpXYEqoMX0bQTKuMvnS38eh2CypjQgIgo0odihcvrj5A -hDilFNLWSExMRNGiRdVTjRs31ljLmccSk8w4dPAAVvzwI35+GIO5N2Ix9Xos -Zj1IRRVeEviq7ij2ZQMsCQEWPyP8SWXqFQN6rD2MgTt+wezfkjHtaowgUG0z -+3sUrPI1Ggydhdl3EjFs/210Xf4T6gycjBz5iijzwRK225pDmHkvGYMuxaPv -WSM6njKh7al4gpjGdw8xbQS8LH0vB3RuEgrOYq2BXT6d8q34D3cWPnwKSQEj -zbxL3ZXTWUhJL7QrqzDvVUUAPkdO+A1yVr60HD0dqUWAJY2CTH9gg8/oeO7p -aZjV7UtbVE71l07rJDaFRL4HX9jmlMfjA+9OjgqNgYibYpYDvngFgy+7KkpR -RTIRAx8vst+TniLpCjbeNAVGP3Ge2+cZnU1sMvC5fHX8MSS1A4KTCdFFtIJz -gKMqKN3yOWPAvQ6YbhqGhTGTsDR+GgHL+Zj1dCwaT/4G3y5ohOXmGViPBfy/ -ohXbu9lj7NVBWIu5nK0qZgrd9HICk6tSZwls2mFVC8x5MY7+n22FFckz6StZ -mTwLK1NmYXXKHCxPmYHFCZMx1TAEIyK6o39UG3QPb4KKf5GR4d/AmgqXwmdV -nVV5zUT5QFkRpeOZzVq1jLuQUnPmE0FXQM0kvOWEFIKbrVukKTH+fjbCOijW -/GrOafZLhqaEzY4fKCDjRicM6p9ddBf1ooRAtmy81GqVTSQN9u/OBySWkVwj -UQb9emVXVxWfHDaC1Y3vivuNoXeCw8po/WgYnDIq5EExeHrqFOzZv7eXuCLT -MnCvsaFBQHJpEaG0ZUMgDv6UT5g7+ZzgaqB5mDzOV3ns69Z2legbqLD11Wwo -pVFoKthHs3XLtImwts6C2dP8paAn6mr3trycc0B5iD4o8JkRPYMdky/gh8aq -/RjFs2vS6BkmW2FwxSwq+OxaSiNROYxWwKe1Cj5TCHzemvoZzoypRDXPja1M -Vz03thLOjamI82Mq4PSYKjg39SvM6lIF9nqt+vVzdI2EPjlJ5nEV1x0fDTPh -Os44oOI6QlOpluCTQOfI1lWUH/qOCaQJnJ8EnByLGiVziSvULZcTCRsawrSq -JsxrawLrvlLwpo0sS2COR1LkE8Re3QbDxXWI3T8CcXuDkXJoKF/JRgzKLt2g -GAWLQRHojD88RgGY7xZhvlFVcit0EqDw1zU9kMPDScxBjZKBBBLHiOM7xzcT -x+xtbXCWwKZsotRY2igZrIbtGIQz8zvoGZHS1c8v7ozT8zowblUfhoqF/fGC -Y51OKoN3t7SOisvdWNkNXm6SH3LNsnmRclwaxtbR0qauo50Nrq/oxljVEmlK -Dou26bIhxHI2hMucDeFnJRuCjWrilEEmlZT7B5H4688wXPoesRfXUlmNyL1j -/iK1xLsjuHMUiIltce4WuPIK4cpQyWERZQhC7clWQNSzwJWMpmrZpgngoU4+ -Cj0c7tDVc2r16le1XFgDS8vjkMbE7T/Xu6jthzjlEO0V06oFqbBGK1tReQjV -0rUR19RmCLVeCBaNl3JXr2T0zNbZfDpbOFsJd0jFx8+OBPmxbJ8Im+Ujqp5m -WdUiQKtHPVt3ultX+o9f7dipUvhetnPwxP6sBQU4F8iX8OO5/BXh7+KqKvYH -azUTJHiRMicEY0gmySPsqPnnjBP/HDzay8myXsHLvaywv31T+ScMbKX4TUbg -m0q74JOtqrKlGeD9FZ1K5a4kjKXJKtASZ0y1tcmqYka2EvZphjd5jkX41q/C -0qhgRm6rILFvKu1WZGFW1+IijRd3wRFfNtYuqnBm8x9D0t5NFBqKJHi4FFXX -hzTMSB1JxHTeHhXUh+ezkovTUKLMZsHun8p5voNcOeogj19j1p19G9HTlNe/ -qaCj+CxoEWExs7h0zyYQd0bDUUZdwL+Vyr2XxrdHgFErj4ORcYsvr6NKmR7w -ypYftnpn1dHY3s4Vk4Y8eq9Om3pxzE5Q23n2XZmmbvjkQ+6t0cJuqDAha0Vd -vUBo2UdsV+va5Coq+ksHFC1ImyW8aSPwpvPXndV2rvX7Id8xKACRk8i+DfRV -HbEc3W9JQV3sS9mBkJ1rQH4Fgub5uiXHWFnyOwunTxnZKQ/K+vXrFXdQeQ/Y -Bi9fvoSbW9rqVrhwYTRt2lSHRo34OWjSpAlatmyJfn374tGDezAkmHEnKgk/ -PzKhbtuuylZDhaadMP9uAmYSNJxJEHH2rXjMvWPGnF8T6X8TZlGZcc1IxxLR -5/tTKNuwHbL6B0Lv4KQ+Do4enhh77HfMuWWi+55900QP45TLUQg+FYp826IY -9L1TzOcigZ+FaXPDvp5M52BlJ2lxDoWtUSHKVyHOEyCr5C1vxoiqiUHvp4X/ -CGfkW+mBvNSXU7m09db7O0eFUE8jMVjoBRhjg6D6kFS3RUWTwHhsxpQ46pL9 -UOqON49DowA+x5I2yNrYXjBecJyaRz078TlrQzuJ4qGPE0rf95aCzegahQgA -qoAvuxblw30F4KsMPwQOy6oCvjy1/DAooR2CUzqg868NobPVqoCvfHAxDEXH -tAxrsR0xLrwfZseMxmrMwbrU+VgSPRUrTbNQqU0ZxaNB72iDkg2LilKqYTEq -RVG8TiEU/6YQStYrisrtyqLzum+xxDCNJnBx9FQrzslLK4RhOk3T/LAJGPOy -DyqGvrN4NEt4x8fZWKd8h8MHeyPOWBJ1armojiVjR+RQY8wkYOcs4M/ty4VE -jjaeVwZ1HJtWuqS9im8YLqXGlZJj10pzPJqlle/YgQLiMA+Vh8I8Dn6+ig+M -RkAiBYkx/uvVzUtZP5o2dBeWTPkuBWgbNSyHAu+cnbQCn7IN0Up5dp1RrrQD -Gjcg+V/HVWC1b2q6is9M/d28iTsG9c2Op3eL0r1JoJQvOn6Uj/Lof1PTRWIW -pMKse/GRPB2Si63ZWFJAvvJlHdVFrkpFR1Gfu+M2jCS7pEWzffAQz1rAuXUN -0iBeUS+NfM5GwLl+5dPOdQzSsE3S0QLdxYx2Rvya2qhaMCv0OjZi6q35Urbs -Hqy3gk6b5ovOcVYmthnuH8G0BPt51AdGarLBsHc4In4aiuc/0r39PEy4wZoO -jcLz7YOQ11cC1F8TQog5OApxdPyL0nnEsabViiDu4AhE7eyHV+ta4eWqxojc -KtxVWfMXG4hJsZFI/P0Uos+vYXdZu7Tr6qTr7hmFl5PpKR35nhGaRPHgKAxr -U2mm+AZtbXSExDoAFyZh75RW4pizvR4XFnVCMs3kaw6kjJ5WDa7Hhlb+Hphp -g22udnp2KrNWvwc2MIYyZ8UJhYDPHUaB7UanFRrFxI6fS3iQ2l9c3IlGMVnk -iRFrvIMet1d3F+icifvS0Yjr1SQrydc2IuGKRZKV2/v4q5df98P0K5U7B2C4 -/jMir+xAxF7CWEf/nnfpf2b6u3Xr1n8LmNllsUKwsw/6OXnLHk4a8TlSihd7 -GzBjixtXUZBQXp3t+wBmt3IUx10/jp174FvKHvd9+YoPfEvirk8QjnoVRh6d -rV7ZzLfWY4ybPx75lsJDqnI9RwlGYQ7y6VYO2RDiV5r7wEPq+mzBSvB3dlWW -7cO1msMkkY5zsXmvEEtBF4Jpr4FRUFK0/+YJqpVcKpxCHex8VFWv9CfDFS/Q -fwVXWWXRUdt7Frhq1+u4qo9wNj3FRrE0N8mya9OhF66Ty7u2clrBVV3qhdOV -STFvFIMejU1W9E8sh/h4lFUfg6pBc9CraTzdDJ9jOsJ4lC8yTnSkEGPY0GDb -1X7AXaB7Y4I4jYwoVXCw8oTmD2iO3s0S6BSrv/Sqk/vq2SSeINRlONnnVHOC -ebgFoGPzjUzVp3mvvBdWachIwVCq6vsGhtr/dgxl7f+JiILLc+B1DGX6tzDU -lzN34bsbCjGG9O5VtIKCoXzLfYFOF1IFc91fwlBa4ZXp6upq8W1bCw9Oy7++ -vXuri1Gnrt8RkEpBdDwTbNCrNb0k0YkjZ87DPZunPGCpcp48ebBl24+islbU -0/FnvIhJQNAuA6dLfEewyN6iXqU4P7jWsFW3fpiBjo85lZUTEWk1KHLQk/0Y -1ZC6Kil+yL/aA9aeaWFKfwoCfWaHimEBgsvOin0IGQJFB6DkeRIPtowouC93 -5J3njiqmAFSOCUChLRb2rGwEbx7TmCP9UTnWH7mHvAlv2KbV8XoDhjfKt1Rl -XBCGoZPADVJqQz0GJbdFf2MbNNtUC8cuHoHRHA2DOQqt2rSUh0E/5Pz5ERrz -EoakKPYIolcdjEnReBL/O6qF50XFP59b+r8FWnIF6BFUTHpUlWOVKjgKuvAk -oxICpxcRc8H9sqvfBDtIsoVqxmQ/9VfesL6byvTN6GTFopwaS9RyXKAWCXpw -nb+AWpo1eg210OnRaaiFPRvZZnXx1CeMWhzkAa1ZlhumiNKICCkJU2RpjAj2 -Ub3K2YRmDC2DqOel8Ox+CcIJQaIe/x/9shR+/7U48uaxVQbQsllWqk5dPSsp -SlxUGYwb6WeJSJLj+iLZ9NEgksKeFohkohX6lks718ESkejSIZLyed3t5JvW -WWUheZsl3bMzrLY/4m7vZXzATAn0qiOYFkk3JpfYSCtxmHCwKQrjxoyU9k8c -HHDl/ElRpXGj+uLYp1Ur05xG0TEqcQbxnhwb4SwvtdycUcibV4pC9Kq6SB32 -oSCPE2Px+Ie+yO7uKO6rb6NyAnmcW9hJ/K+laWRSOsl9Mr3vISGPZQPqaJQZ -59nWycuSMuMFAzxxb0NvmA6OopEwN50HwnYMhvHnoRJn3f4RdG4kbq7qDg9n -aYuhb+PySDw5ni7bRhqCNguOzmqH+MOjBKed6fQCpF6TuOwc1TCzjTCdXwnj -89/4EY+P5fmOj4U5wYTokwRTDg//BxR3xzdmRHHHpp+TJ08iIiLi38ptZIEw -VMHa21FFFBoFUrBV5Ju3QAqGAvneNaSwx3OvErhdvDoedB2Ix/3H4OmQCQgd -NR0Ro2YgkkqEKNNtEDFyOvVpGjsHQz790uJhcYBep0MxHz/UKlQcPapUx5pv -O+Hm4LGIHT0LkSNncEtEjZ6JMn45VYFeNIcfptdrhil1m1Bpihn1m2Na3Wbw -dHRWNao+lT9H3Li5om30mFm41WsYcjiqruUHajaDoW0/EbDGhZk1otqqeY3e -J0zRydxzySLAzE7vqSjWqhmmqYJMXERzxgHtaj9O5yn4R+jk26/vsqeg6gVS -t8o+JX0Sviy7XhGenm6l0KluqOiCGc1tbTzU2WUWcK7eW+7yOwJVrk55FR+p -SsVmCMAyuGMolkwLw5r5EVi/OApbVsVj2+pEFMhbXn1UO7eej10bkuk4Z13i -Vwfs3piMPl3Xqo+dTmuN5g2Ho1uHufiuPZd56N1lMSqVa6QOKVvWAKya9xLb -15qppGArXeubr/ooz0zl8i2wc30itqxMEGXrqkSpmnpZLZ1PRr2aAy2eTz2p -Cfbwpa+3aMG6+LLqIHT9dhumDg1hJ0HNP2Ei/yfoRisDDpED6KdklZ5DBjkZ -YpwfSfXelaBJh4mOAd6jd6vOglm0Oni0nSB5A8rJidhhMPcOE7dSuQQ5K9MR -MLm36iQoQx0plI2KJdbpSNq9s29g2rPTfqhwDhRegNeBlnuewdYtmzKK/HXa -q5whfwnrOMBkMiFXrlzqY/PFF19g0aJFmDt3LubMmYN58+ZhypQpLNtVFXH+ -/PkqDkpOTkbPnj3VH0b3bt2AlBSkSkXyFbFHj+7d1EtwcXJyQunSpdGwYUME -Bwdj586dbLqykccWZ05Gyd0CDL0rx0AFDbExJuiKpTFGK4LE2G8vYIyLeow5 -thWkY2WRYansEx/B4+3Z0l749rlWsxWGHIdC1qqdqNvrIMnxDZCU97NcmPJq -CObGjsUc0xjMjR+DeQljMel5MJw8HZSfGttb2ixsguaz6qP5TC71UHtIDSYO -UcVFu/VNsdA8AQvM49H95zawkkkvrO10GHKlOxamTMAiKpX6l1S/4sA6fugf -1xqDk9uj18uWsM+mCEpH+FfNjoFxbRFMGItZwPl9CDqiTP/CIrbN39cfoa9C -xeMxYvgIZahslZw1a5b6ZPH74sWLUbFiRXVSy5cvjxRzSnovEXMk4ax8jLPe -ufOfArQUcVIgn60IFUuOUWgAJdaSF78XZ9c+dcoXzw0AzGVEgqIAPwkc2dlZ -4fzxgkr+Jpw7VlBwkUhtnDCwr+Tux4mMuO3G1WlM5m8BVur6wFlT798qIogF -uQ4zppRNc/fLm0dPtxsk0JWTk1aBcy2aumPBbIlufdqEHJg6sTQG9askGAyl -5zALdm7rjOSkuYg3zgBS52Pi2FoK+HJwsMbyxY2RSqfNcbNgCJ+CiJcTqUxC -vGE6YqOm4bNP8yljLFHcB8aIKaJqYuxMpFCzZk1LqNs5NQJhDO8NQ1gPJBh7 -CZpxs6mv/kPEYXbC+rOxURrWyu6owauBcn6lSVZoUzxt9ehWWiPlcnqL89/N -KZ/i1KiK9JCdHs0ugBcmVMXi9kXhbKdT+xjdMD9SVtdA3L1jGjf553H79m3Y -2kpEAstXrBS/twEDBkjLR968iDXFaXLKPyLD2saMpf4Sqfh/0dnOSlhWHAQ0 -avJpITHkEnm9Yaa6d9f1gpO9+MUxbFJDt970tBuIU/Pa06zNa0+XPrOwo4jD -qlosQJXOQQVz4equuYi9tl0kbGUuQPOdPUj+bQ+/2whCwOyC4SPh1m6EXdyC -qF+2IuryNsTT/+aHB9Hgy4piJCUL50Hi3b24sWcJHO2lSV83fSCSHx2irnYj -9vJbGUJsLSg+4i+spMf1Cc+j9L2cXsqY640J+5N2nfDTK/Hs6DJmFcyINeTv -0Qr+BdRlK1BXjG8ZkdxJYeNjxo979H9FGydFnijAi73ZzngVhq/WRn223wnw -chQcgfeKfo5owilh7fohrNtQPB84DiFDJ+LVpPmInrEUxpnLEEvFNHOZjj9o -XJE0ZxW6Vv5c7dXPzR2Hew7Gq4nzEE9VQ8bPRp/PvkB+L2+sbdNV1OcuzHNX -YWytBor083f3EM1ipi9G7IwlMExbhHmNv2Usp67i2zv3RuqCtbgwcAy++KQo -ipAgtdZqlS7yurgJVsOSWbOL99Z5C+Npy+4fgDuekrWJI4s+L71C/s6V1yyC -e7xEvv5KdJJc31X0wZliW35xVWSHtbF2+VNojKOTrLWqePP2qEho6z4NMRK5 -c9RVnjl/rxqCtbxn42Th85bNLUjVb/hKX5fbLHjIu9YPYx4TjUJeUzxfX8H9 -MaRTDBORY8WMVCybZiZEZsSmZUYUzFdOfXZ7dl6Mo7uBfVvZzsGvehzcDqxZ -9Aguztlk4W2FJvWCsWN9LNXZv4314dULf0e+PKXVp6pCmfo48GMqnU1B0wbB -KJi/LNzdsitfvZOjO+kepamUJSBYBsWLVMOkkQdxeKdyWSdx2c+rfqt26e/7 -CZbPvYd1C2OxZo4Zk4If49MK3eHt9Ql6t98n0Nj7sjVZyWYjkQNq7RNB1aHP -E4SAFfeR74Sl2clegmSSuQluLUZB55lTJFXKsy9Fav99CNzbT9EpU1W9LfwW -XUaO8fuEZcm+TC3xmS1RWnkoASsfwG/eBTiUr/sf4Vj3q0Dz3Y9g75FdfXr0 -Lh74YtqP6HghEa32P0Xu6o00CulApeBFIuPtX8BiOjlwi3CU+u1xbNfDhw/l -WC97pKamYuLEiYLnkc+z4Ocl3mw2o3fv3ihTpgyyZcumRpV5eqJs2bLiMOOs -6tWrM32kcqW6deuqVypVqhQeP36sRpU9ffoUHTt2RJEiRTgzhbUsO2KT3hMk -k6Ksck5Mw0bWnlYCZjGpRtCV7NBKHI5M9YFy3FbJMEvv5V76CBqQvMvcEXQt -O/erJKJ1r2Wndhkw0kVJT5shHMtZ3QdjjL0xKXIQZkWNwuLoKVhBiuxq8xyU -VZRYZ+StlBuzno3BRiwUZUXiLHzZ9zM1xNzWSY+xlweK4xzs1G5pM+Z3VBay -sk1KYt7zCZj1eAxylvBTHreynYtjTHRv9Itojf6GNsjXMEB+3FwQ1O0TdH/a -HANMbdD1XhNUGlVCYYyEtbW1YJnhv7Nnz4r/+bher8fKlSvlPQBr/PLLL+n2 -AAYPHixnZSZxYA5/7+hLmZ5sWQnKBOqR3cuaEZHyrNvaWuEnAkdsWlKaqc5w -1kxpgUunPuGESQJ3NWnorv6Q2evt5aPiAsNxkFOxInZpP3J9FowengP7dubF -4nk5mZRdveRb8JhC7VGxvCM2rwvEgd352OFOOcwkIWxui6cWX9VwUTr74nNn -MQiklCFwGISwZw3xXWcVGHlms8edmyMQE7UACTFL8PDBNHTpVFWRVjqdDoMH -fo0b18bhh41d0axJGTSoVxKnjw9BvGkpunX9VB02y+LBA2oiOmI+EmIXY9ni -NgRLbRR1uVzZ3Hj+eApdZTKBuGBEvuyJ6NCeAo4lGHtbMR7Tvm88lgETCGGK -ZCqTq2dRvzx2M+peJgsihlrh1x5WyO2WZmsZVy2LEqgl4zHda0wgdfUiyRP9 -PrbVx6/Tq6GIX9pTOKpBfkEOYl5VA6a7RyVLlrPICciLMW+IxcTEiGWVf0zs -cc3HVq9eLf53dHTEpUuXxDFq468CtEbvB6DZZMi3kXqEJjb58EiqlHxyHBb1 -lcjWHWxtcHVZV8TsGYpCMtdjh5olkHRwBMyHR72ZJVei3Dg5jkHrqfGC231g -04rQytxTRXJlw/2dk4G725B8bRMSb2yD4fLWNGrG+0eQ+vsxhZpRI3Ezeov/ -zfcPI/63A4i+8bNwk5s+tKu0tehoj5sHVsFAxwsE+otjvds1RPKzk0h+cIT7 -kVk1DmTAqrFOTf9k/TpsC3/8b8G2/wrZ41tgm1uG7nhTXfxFwlyt7DcRTPhq -d9YCaGDnjumuAcJAxkSMxaztYaVJY9hhHMfEGAezFRRU7mlMFu8IxzmpOI6h -DkcmRTJ/4re9EEGfQ9v3Q0iv4XgWPAEvJ8xB2KR5MM5YSkOMncHJYGOmL4F5 -zkrMadhSvSUXO3uMr90IG9t+h+AapCyqEVA2aFm6PJKpPrUWYO/xmJko7uuv -NHXU26JWoWJoXaYiSvgGsJhXl4mvCMBFTlmIZMKBw7+so6QB2vFlI8mA1qon -Injkbfq+Dto07xi1senM11MgXHXnRGtlK4gMOf8s80NwOqduDePRpX4011es -bmywKhrYnRni0yjs7d6K35hb4+vymwh9Oau8buzzxyQaaVe3QbG8vQR7BQdG -cRtOqJsli+rJQx+ZkJFWoxwqTzSHYuXza0OgzchedEr80RJaW5ZMSUVgQHn1 -3rq0mY29W83YuyWFSirDJ3oHDu0AOraepkjrwFxBqF61NcqVqsP4S/nObfUO -mD72JI7uIpS38BH0NnayZd8GFcs2pN7M2LM5BfuoxyNUp12LSUpTVxdPdG0/ -B2OCt6F5wxFwcsimDqpaxV405AQsmpBMg04V2XYtUNm7BGXMWpF9yGb19+fZ -exnyn34LKNuTCpuchUU9G/+CbC9DwJrfocueC1l01qo4tnVUu8vC7rDqD8VW -hFsF7jRJwOEQPYozTkNLM5XFhqZVIcKwzRCffXogDk02XYGDp69KE6jVwck7 -gCBaVhXQexYug3Yno9Hll7fCMnURexOX2eLBgwfImTOnegceHh7CcNWuXTvG -aYrreNeuXUU7zpmupMXo1KmT2p2V3N2QIUPUrnx9fYW5bevWrRg0aBB3rYxk -zJgxr1nr3gsIs7Oox2wTjqWUnTtHZGtsL5EiyoDL9VNp25atQIV2ZFUZNDhA -KfcMV+Vp0JLqy6lqmbrRsxVNlUU+p/xrPNT8XZJtzOlNMFbDBwPi2mCguQ0G -xbfDEFMnTIgegNnRozHkRC84ejioy7CzlxPKNCmBiq1LI0dBL4Wvr1ZwdaxM -mollCdNRe2gN6O1t1BXJKZsDd5FuRfp2XiNsIEC3OHEKFiVNQs8Trameo/LV -22e1hVugM2xdlbQA1gJlXbhwQbWUduvWTZU5zLlZqVIlgbNr1qxpYV3Vws/P -TzxxUAM1PiQUZo3ZU/0R9SpIpMD98fs8jMrUc1/VcBYhP4aXQQLWMAG+ugbQ -Q1G0sL0IHRozwoftYepc5SFU99u1wgJHcSJga2uLLA3WaRz9/wF/WcurkwWt -vyh5cuvx5G5RQTTBKPHYgfxwcVY5n328rdG0sbuwh+XOZaekz5g4thJSEgYg -yRSMfT91grubA/VspbRycU7bPnBy1Ctio14dQnLJK3Dv9nj4+rgqd+Hn64Zc -ObNaZB9wEHa2ooV98fzJDMC8gi40H6boWYS9hiPiRT+a5R6IjeyJxBj2NSbw -9YHhrnFW6FU2C2wt0uqxHczN1vLL0mJLk9fxltYSbzFAkGDMprqIXV0LZQJd -0/RNBltMefh9XSSurM6AS+MsK8dMwlusWDEEBQUJtCW7bIutsZIlSyIwMFBd -BtjrukSJEqhSpQr/uPzeN+rKIK/uybF4uLE3Khb2Q1De7AjKl4MUGg9FpQr0 -cafD3iLeSDxxdjYokccbxQK9MKv7V4KI0OGtVPtZhaVtcd+0lFnc15013ZFy -cSnHJkmoR2aNSMdTeG2n4ClMSs9TaCVoCgk7Pj2J+8fWo0JQIQQVzouShUkv -8POWRp0VeXL6IKhQXlLwJMHg4uSAoCL5UKxgIOaN7gWEnKKOZHzH+OzeAST+ -uodw2WY1IVfSL2pCLqt/H5K9QVjxiSz6Q0NDce/ePd4aRWxsrOKZwrBdhvk8 -t6Lqq1evLKvayttqvCMQHh4uaC8ePnwIg8Ggsf1vwTxXAZvOeqanWbzsVVTA -rQGO3qhH0O6iV2F8pneWtBiqx0T4Jz0LQadR2XCHOfsgzrcMVrkHqr/qpe8o -2ioN2dH0MbBxEMiO2fHDCNm97DIIT/uPxgtCYS8nzkU0oTkTo7KxM1EmQEmj -pEfToLKInrpI1AmbNJ+Q23JcHzIeXxYsInty2KJ+McJWIyYjlBBi5JQFWNWq -IyM/ONjoGcYpG7qO9K8rAUQGic62dijplxN3hk4UnppPug/Fk9a98LRlD4QR -+Hxco9l7sbs5EyoAPJwLqfNqp/dE/aqHBdcFuxwyYyBjKEc7P/hkqyJSihGK -s7IAgF4e5eSlUprD1jXvvgHf2GmybKFRqmRmzMVAUfpPmldOatbqq1sCuikm -O+6fgaS1Vk6EpGewmE5CuzkWxoB2L0UAlOQi6ESYLY3zokX9BVg7Nxlr5kdj -y2ojtq+LJZSVTGhLwm8dWk0leOWlmqW9vfJgcO+N2LUxHjvWm7Bp+SsUL/I5 -HB3c0pjzHTlbFulerlKxd4Gba3Zh0mNouG2NQVxm18ZYrF7wCDn9Ciu55erV -6oufNiZj5Wwjlk4zYv64WEKZKRjbJ+Z9gDWv4O/VicrWfQEKnCew1n+NirCs -ffMjcIcJeak9f+Z6emY5/MkMn+mnlF+5Y8WGcG87AVms9Sq9jD5faYHphKsk -X2rgeo3yHbrU6fkGIqt2OAlfz9ie9ojo7WDj5GbxaNmLzMYNCbWxI6MSvPUn -LWWKMYr1atafpUFKd2ljYyPgltFoFJV5Aa9YsSJcXFzY8qGojlyNNQUufCpH -jhzYsGGDTu6Z13FWFqRblEbwQSExifW+6AkCyDKPHMdFFdigwiYBlwJnuyo3 -nL2DgwTEqHu2mDEws7LPotycU2kbcQXCcLL1yzlDwMUef4OT2okkYYMS22JA -UhsEJ3XAMHMXtNxfG9mDstooU2xnjS/6VMUS0zSsSpmNNalzUKpRMTVDmYON -mtRMWTY882TF7OdjRfWV5lmCEZC5Bvvv74qsudyVlZ1x05UrV1RMFRcXh379 -+vGmuhoHwGqenCnvg7BiseNd1cpp+Gnl4lxguj72A2SmvM8/SyMXZF9B7oex -lZurVk1WTbN17UIhNKjnpvpVHN6bXyRNZjzDTnwMw5SsJ7a0wOkls85/cB3U -kracRXEzVH+1hQraiWzH1LfGMinZrq15OWGzRvminRxtMGRQWSQY+8Ac1xdI -GYClC6srw+7d83O0a1vJ4sdPOKsJDTlpGc3ASuze0QMBAR7yLXkQYtalEwps -Nb18YQTBqeVIjl9KYIwLf16MhJjZMISNIJw0BFGhvRAd2oNwUl/6Vj6IfGjJ -9F45QJ1QF716V+qxkt6cCzkLuwaqOMMSFtkKnGEn8o1t6B6ErE42GF4vrwSH -Nkks8OkhkRYLFixQr+Mg/7S2bdum/l5YHY2IiBCfWWslldTzfUOhN7ONcawV -8+j5ebpoHOXZqlzEX8ryJoGnP0w0/HhLP1Si+kVze+HB931I3x+pcDBIRh1H -lYNBIsj7HtGXt8oEeftlmHNMYJuXF39EDq+s0ijcUa1CCXFYYWZ/eIJQ05MT -MN8/hCdnNhMyOoqk3/Yi5vIPFt6A6yRvQLpcwsVVDFr+bcxSQN5ZfPToEWbP -no1evXqhS5cuvOUkdhV//PFHdvTXyXhlxYoV6NOnD6ZOncp4RWfRmh20X2+9 -ffv2tNZ2whOF5e+4ceOE5wlX/e6779C/f3+sWbMGYWFhGgUt/eswx0sQ1u3K -WgBOUqIKOBFyYcvVnezF8RuVX6nco+5KWEtRcu5yZmHubjBhFA4HY5aJb+zc -8KNHfhEidotgUAeRI4zO0HDq0bkDWQuKlMnW8qDC/wbeCfvzeMdWwIB8sjWr -N8La9kFY12CE9B+DkOAJiJi8APdGT0Nwta9QwTcncju7wcfBCZ94eKJugSKo -nisfPGxssahBS8RPWYTwcbPxinDSk5FTETp2lvi8skkbNC5cAuV8ApDL2ZVW -IF80LFQca5q1g3HifJgmL4SB3iPHz8ErwlQ3Bo7Gwa594e3souChLW2+w+/D -JuM3GtJvweMRMmo6jASxDFSMUxYiii4VRsee9hqO32q1IjxU9D3gIQYczFGh -zLuTvb+I9mIsxCCmeY3LbDySz2dB669/Y7Aj4aFCwqpVu9Iu5PNvjkDfhsjj -21jkOC6cu7MCndLhIilA7I4g2MtD9blNhSKTUK/qPkGi7uIQCDenAsiV4xtO -kCbcJC1dGrk/Ptao2gkUCPhWJIR2dsgF76wVUbrgMJE7Oa9fE9FvXr9mqFF6 -I4Z2jrcASz7pwFLL+ouwaiaE8Wv5tFQsnZqE1XOM2LiEgNP6WOzflopFM27j -m6/6okTRmvDx/gQ5shdEiSI10bjuMKxZGCJA1e5NqdixLhE/romjY8+xYu5D -fF1diWDyRYUyDQlYhWDNAi7PsG7RS+zckEztUrB7YyqhJ44XS8DW1SYsmHYT -Nav3QL7ACvDMGgh3V3/4+xajPpqgcIFqcHLwwpA+27B/awp+/j5V9LNlVQJB -LAPG9Qul+TK/U1h1GPAetUOdUtfGg5Br0wO4tx4v3743dJ7+8J1zEf6Lb0KX -VUpMqi9QVpDM594ZR20Gi8TRjpUainevQRsECX2OSQc4NRqsc+SFzsMHtp9U -pGOHJaL5vVJKtFwbX8iM8tSSvmTHyo3hWKUJvEfvYiOZNEwXAbmq7otB+6Ph -KNysF3J93gi5qjVEmR6TUXflKQRUqQNn3zxwCcgHvwpfo1TXcWh7LBrfXWNz -FEMRmzfgV1JS0tvgl8L8ywht2bJlaN68OSpUqCCiDRiOffvttzhw4ICCpTi2 -7Pnz5+jQoYOq/bLN7MWLF6LwuTRpYS+sHixFuCvGYGxz443cFi1aoGrVqvDx -8cHBgwffo0eirRIkRvUqxvjCu6tCd+Yl0nmJBGVJfnICM6ZhzwYrveyN56lF -0FVvlaad34se9kT2jo4ChNnmkbJP2+bWwam8Hr79nFDmocg6RjOUMZWGBTCj -G2W8kkOAsyHoIBI8fz6rHAo0ppWkTDZ4BLoid1l/VGhZCv2PdsGy1GlYYp6C -RYmTscw8Df0Od0ZQ08IoUrcAitYrgBaL66P9+qYIrOoPZ39HkZOsWIOCGHWt -L5amTNVxQ5q45ZiOSb8PwdfDP0Xuyn5wzelEj5sj/Mp6o0jnPKg8pTic89sL -l1NSNxVl49y5c8Jg+uWXX6JgwYJiI79+/fqYMWMGI3in9wzcmAGD83kFFbdX -H92JY3zx5F4x3PqlMJYtyMnUf+o5zs7FwVfc/5zp/syiQefq12G8xhR7Qwd5 -iz7ZI7BpI3f5nBYN6rqJwK+oF5xkmEfgAphKi2uMH+2Dls08GPVhyEBvHN2X -H+XKOP4JVGfL18CuLXnQuX02NKrvhratPLBkfoDwMyRUpxO36SIReRA6mjLe -V1ymZJCDsMVVruiFDu2K4MxxkpjmAUiO6ycCspLj++Hpgy7o1L4IXapBvby0 -DDZqkA8H9zZBUtxYrFxaD9Wr5RbWLh8fN3z1ZX5cuzQUyYkLkGSaR0huMe7/ -Oga9e1RB1Sq5kTPABUUKe6FFsyDs+rErWtOz+UX1fKhTuxCGD/kCcdFzCKHN -Z6o60zy6LbaQmeMWypaymYiJHIOw54Pw7EF1xEeWeKegzz1Dg9juFlnQvLAG -DQtq0PgTDTY3zoIVdbMwGEROV4klnqkC7/fKIq5D18gI/NkJZKUTYO/O9GpI -Wf8Ngz4rGXDJuE/8SJSfSkhIiMB/CxcupLVUeuUYS1n/Fro4pwVp1aqVcFD8 -6quvxOL98OHDbO8bA76Fkl2LHeObYX6vmljYpxZnfadXayzsWwtze36NOT2+ -wvzeNfHDqMYaxwwgoa0CDE+OE3Dy+db+gpIvPo2ST2awsE/PyXd9axon3629 -IkXX1gUjMWdkNzvMH91DkxWzh3+HacGdsGJSfzrNNH370KddA/jn8MSdw2ux -ef4oeHu6Y+nEvkh9fBSpDw4LgnUOQDNe+h6RZ1fDSOAv4th8xIU9+rfxYH5Z -oDKi4+2x1q1bC1eDwYMHo2/fviL9KB/j8NuEhAStjAsZD3IWUw4ijI6O1sq9 -/P7772/0wvBR6WXJkiWsESjVGS62b98ebdq0EbhwxIgRojlLfq4+fPhwlvyK -FP/7xPC2GWa3Zpy22SMfm7dUfzE2MBAMzGrFrI/8aqsmbvaQ4SFDtQg5Dder -HKWs+AM9O1I4W0k1QxfHr4VJ4W2yJUwnjoWK5gIhKraFjADiA89ieJ6tGJ5m -K4rnnsXV7qopzbQIts+OsGzFuQotsfyqwxO3wvjtk6oidC2qTR97AZEC03s+ -tuuHZ71GIHLLbjzfuQ/3t+zE3c078GjbbkTtOYzQ3Qdw+/sf8Wr3foT9dJDK -AfEeTuUF1X+5az9i9h2FkUrIzr2i/dPte2DYe0Qc47rcR6hod0C0i95zBL9t -3ArfbGnptQ/NWiDaRP58SJQIKlTfihtbcS90O+H7juDx2Bl45F7oPQWpcQpp -Hq+y78rojJFW0TzfwcEuh/JdsJVK5neXmgsudJJ5jPgYhrBLpLCSySm33ghW -ayolGuN3BeX1lRkKu9SLUtOC9bWwtHWtn4DuDVJpbN0apFqhZyO+due6JrSv -FY4udeM10jEH9GgIdKfC793qAwPaRjEkxDLOwTUNWEGF3QgJGqq7vQo0ZIQk -+Ug6qj6SDBPXzIvB2aMxuH4xGRdPGXHiUAiOH3wmPl+7YMYvZ2KtcOEUE9Nf -PGUQh+mQKO3bDFAvU/Or5lQ9kY/TMX71EnWppShK24unjbgktz9zLAxHDzzB -kX2PcPLwC1w+F4/zJ6JwaM8DtY3altpdPmckxMlT8m5j1hgackCZRl5Bsljr -Sfd3QxYbhSLBTpyzsnOClb0zfZY24m0LVxF5yARVyGGZFYSp+RXYd0hKac30 -I7k2hyPXlii+vtYiVE6wixyQqgXuihfel9RMI9VxTqMQuQpBjaikrWYu+e9k -Pvm2R6MEBGTLG3OGdLlMl0iPBGMkICj8HN6CBJWVmqQHiwpe/2XfBp3YFFQA -So8ePSThphegMSoqCpGRkQIZKlew3C98D5BOr7gaygmhXSrrOauzEnnJrozW -Wa1Ekq2qqQHIt8odOnYGtmBu4P8L/mDh7pgiJerihM9lQ3xQ9pkPyr3wEe6T -XIcRnbXFZZkLRCC7ya7KXFsCOxuBZ2wx2NweQ9FJ8G30M7RGn1etMDimA2bE -DsehmJ+0OBz1E43mUNRPOBa7F8dN+3DUuAdHY/bgGH0+Eb8fB8J3YdfDLfjp -8VYcMfws6lF9NifRq72ofyKB6oXtwu7ft4i6+17uwMGYndhn+BHfP1mFBHOC -Xv66eCuYMB1vImtc3xNis5X1e2Ygf/RrUXxS0I7WbXUl4qTNHu46ODtrVRtU -r26eIuJLcJzHiagwqs+cHtYiNssULvGfc7QYm8AExwfrXPGllWRdGkseeJHz -is4J9o3kMqIOh4BlCNRQhuPAlMeLU2IhqYy4oyRDceqmBFVlZsWi9L3HRRQV -91dUHEsyFKO7Lownd/Pj1ZMG1FUwtR2gE0jGSWA0JA9EakJ/UZAovZtNfYRh -LsHYF6+e9cDd28MREboXsYbDdE9R4QdoqmOiDyPBdAzhr/bh9wc7EPLkJz6P -+NijMBmPcC0Yow5RnaOIjjhoK5pZ80cqh2CIPIIXjzvQeIu8d3IOAcNEemhe -pJiOY7wVkqi3iMFWiB0qJY5OGfUmqLGEX/YKqBG2tjriv4ywl5+8tnGUJXuF -c4Ql+/PyN+/v78/eBJoPF1xxRBbOTODCKzC9klJ+dkJa0uWzE9lvUAVX0bs5 -l/QILmyXPDScWx0ZIexrKQRbTHsGC9JB3PzBwZLrXHUp3ITIKzuR8PwmzC9v -M98jvTryZyS9uIWYJ9dg+P0KIu5dROMG0u49+xTm9M0udunHjaDun163guHR -Fbqy8dEVGB9fFSXy/gWE3zlFz1PEvxWi9SZjej7ZpYA3SNlOxmCGQ7bZ2YBW -QCHc1q5dy9udAhsdO3ZMo0ArNsIyhTCb3kj4WVl0NXPmTLWr06dPq12xLU3p -6vjx43L4gCNu3LiBzp07Czw1duxY4bHCfhDs9/LTTz8JzMX9MfYn+apsxjLP -+6ZNm/4Gz7s+Q5zF0Ga0s69sZqYFNotWAKlQKZOzlisKhGSVZhJTOtdIxjxr -gX/YR7GtQzbUsXMjbKbE2L6Jnx5mL45bQV/gxmcN8fCrljhZviaa2nvgK1tX -NvIpC/7AfHSJmt/i4Zct6D9+tcHDb9rgaaueeN6qhwi8kgjW+9rLaIL/DWna -FXFPQzQ+YmqsEW6IFp74iiJz8coV1Rs/inDP7y4F3mWslk7lVk9GoVwd0rkn -6bT2aFvroUApOjkxFgOKll/ehIdLYWZqR1CBQWpeYIt+bSVQo/oC2qgnmYZw -RI8QjOnzChMHRllh0kAjXWvSwBgqsfxOX9TEAQYtvRhJSE3ob8DMkdFYOCkG -CyfEY9yAu6hStgtKFm1EA3DLCH9Yy8o4e88Zos3y4y39XkaMHK5O/bfftvSW -Z/70IRM61U5KN03/fZ1fK3Rzn2knLPwqdLAv/jmdTZUYBfdCm6asW0vHSEnP -c4CpAOOE7qpTFHk+ty8VLrW+E+YfzjccsOaxBVW6TlXkv7ssXOSsWDWX7DU6 -SUu/LBX6bG2hvPc4n4gzl6+jU6eOIkDJyckpI+U9qzzJlnwTtGook/zelHCt -sJ2U+tXbwq9Pi4BRLoJ8z6e3k+p66BcsOalZJNgV/VeKYzI+6oWvqbBAqJFE -1qIeXzdgrAuyNbWHfSFrTUYqt61QSG0EvR2r3UyDNzC5LYLDO8OcYi7/XnVd -rVBM2T9LBpti+FUrOwm6uSSj7LMluqM7ZxJwuQM+rOMPetGRo2Aj+GFdbsGD -UO8bWkfddOm1VlnjZS66AvlsFevCty08hOL76nFJPHtQB49+a4jnvzdD6LMW -iHjeUo/wkBY0sPDnLRD5gg81R8SLHogK7Y3YSMEloNC7aQSfgDY9s0Bf0lv7 -IDpshMZXnuiIV2NoUj4Ro3Z4fwqmLb9qRROd2PG36CQjNdIlA5XRXxYwTOai -/PjY0W3x4sWa9+6L9UbVdIf3v9aDHpE/DcXLfVPwYv90RB2fi2gqxpPzYTzB -1hoDverFMcPpZYg5vxpJ6ZnRxMa70LaurYfh6k5x+y6yqfnOnd9EeKQySZUr -VybdyKSq039Pv7OkrL6xez6ObZyO9SpldT55ZWSdiv2aWMc6fPiwQpTCwR/s -X8XqFbs/JSQkyGqZhIU54oOKqvVxN4qqpnZjL7pRFEi5G7EwL126VNUEHz16 -pLhr8YY698DOzdeuXVMUOoVWOzIy8l/ZOOe0qWc9C6OurZsdquo5QruSjRO6 -OHiJqi9ylLJ/TddJ0+S0QlMb7+Jn4etpJ0gF0u2Akwb3vFFnhH83BJHBEzH2 -q7rqKj+6dkOkLFoP01wOMuZXe3pdBdOsZYiaOA+hI6eJgIunpDw9bdENoS17 -IIJjQ9r01Vuqcc27wfTwsarG8abTZ599JhyH2X2AiY7UoMpdB96PGuck9oKZ -kqxGmTXIkbUS7PVenMmGVDk7yVPIu7aIqXd1zIdOdcMFaZqi2vUTQfRb1N+F -l3sZsd/8mleSk1y9W0MTaVgJWDXbjE1LE7BhsZGZyLBncwIO7kgVtGGHdsKG -/uFrHNjOfj9m7FyXjDpfDrNW9baFb+htC8bHIjI8KZ3exmoGg2CmqZo0aZKi -UpzYH/se9Dad5ErzQxgcq7WCXbHP9PRSjZPmFvtMbMfalaiBbH2WI89Bnqk3 -M33qLI4F7kqELntudWPQe9xeacv2Nb4wUtk0zrIqxDpZr0tmtO/WS33Q161b -94YixhHgPGPM5TN//vz3rohJ25IVjb7wG+gMtxok+F2r21InLp9KqWFKXs+O -Ksn+KH7WS2SmdP3cVmS25HePunYocTE7Z8+0ykAnUuLJmWe5xKXsFgsGqXrV -c6gqmIOsJ4lklOFdEJds0rxfvUsv6kW9KIEeXT1Ro5qzSD/yWRUnVBcu/PSf -7O3BXhcbVuWC4WUJ9vogYSb1GWPRp6UawyoaZ060lmeD/ex5U5E9UDyz6bTy -PjM7g3AyxbCnZRFvGIB44zAYIyaSXjUThvBFiI9ZBnPcKqQkrERqEr0nrqTO -6D+6WErCKuE7nxAzn+pOQPiLYEQIfqde1BfT7fYhjamf0MlsVE2st4hFTkkx -ywsqaWIvR30ImphjBm3/rAamKJW8I8L8eM7OzhrFKZ+jgj799FO2SMu/zo9A -G3NU20h6Tsr1zUi8thnGK1LW99hfD8D8kKNsTwJPTwFPTvJO3+OTLAqf0LGH -RyQ2pKvbVDYk04XVlmxI+gwUNcXxhLUe9hkn+arOI69m7MLHbijqPP6zHbmI -0ysRcmwZti0Zl35HTofdu3cLxYm91aOjoxXFib3UWXHiHbEnT54o9qldu3a9 -WdsW58+fF3tt7PbOHIj8x/40PXr04EXZWm7NIRTsIME9bNmyxVIb+zfpdq14 -b4zqP6NzIVKh7yxE1OdjnKk+VMrd7vAHalk4qV9r3fMw5xP9Z6XJQhdlzqex -zr5KRG+aalavPek3/RDXth++r/YN7LTsLqElLKgThF2T6zdDEqlksTOW6phJ -iZ6emBlLBTdS7KzliJq8QGQeedZzGJ5ypC5paKGteiL8215WrJtpM1DTlJ8i -x+qxLsuMl2rM1rtXz6yVtPJNJDM9q1WczqP113eF/7hirm9T6yEfs7HQyNhf -XNHIsruXFQSyGWpkWqGRzRmdKJQcK7a+k2RZOsWMFTPipfjWVRzfGoOfNycz -P5FE8KpliiK6W/bLPkK/v+A+G0nR0nNsmFYQiujwbcMVWD4thdUm0bfuD/Q0 -Nrwy7SM/9AQ/3peeprU4JozapNXo6TWZ+Zd2JyHXlkjk2ZPCRm+H/6SfUXWb -gEKqfpZjwoH/oJ9JW2m9ST+bPHs+bKytxbKlkdQwOWpKtt7oxE49ryds6aHP -71FFk3yQHdR4Tk7TV8kk7XXJdSQfZDmDubwbZlL215iwJy1pxVuUM6pX5lEO -6HMyt4swh2cRyYrz1g3AoIQPT0OT/HZJcaF6qbGlODe1KJydzhROqyknq9ZJ -1tokyVqbZJC3wTLSy8QuGZJI2WrdKisnarYSXDY2Is+XHenDIvySeol+Kdhx -tOK0K3p+54lUk6SiSdtcfYQaZY7tj7jofjCEDUXEi7Gkss0m1W0eEmOXWoQ2 -LtHSP7yuSoeWiZIYOx9xhtlCE4t81Z+KxArzJiPn/2NtzU4EB3C8dmBgoHBj -5YWWtTc20vA2EbuRfGQam1bS2PaNIW1mk0YiN7GTwhKvcljiDzCwBnfrtbDE -R8e4w9+P8jUfHZP4LOk9mf1Lb2xH9MVN6bhTUiTuFG7zFhVOiuljf02mzuHo -C37Pli2b8A/miV6yZMm/pcZlwH2pqHEMgzmEhP1QaUSKGsfpWHlLjJWzc+fO -KRQqpFqK2tOmTZN5AWyF3sb6Gldl0cZ/vLvGttG4uDhFh2Ppx6ZTbk6qnaUO -9y9FKwpzp71s+bwraSwW9dMra0o8IOt1JzwLcTgjPQ386ok9WQvgbna1/RvK -GmtTzCd5rl5r7K/ZFAeo7P+6CY7Ub427PYbguWDCnIuoaYthmL4EsVxmLNVm -oMAZ6VTkxHkI6TcaTzoPFLkFZIup0Np41JLeJuam4PvT0/QWZktpa0x1wGzK -tWIVzYz/bVv7kYikc3bIiTKfjBKm0dfMoBlpZpL2ZJsWRDclCavkILofSTvb -tSmeaUIk9n2dIJBk3eznH8xYPPOWFjMnnKUve+6US1gxOxIrZhmwYGIM5o2N -TUfxyLqarJ/JzEPvXgkTWpSdkuRsTypy/2gUyZ3frJyWuJm1NfeWo2DtlRO2 -Bcoh5/oQ3m1TDKZv07a6njYh1BiHmzduaJmTnKqyGhofHy9uPuj9qVWCbN5K -fJRsh+XDqbLQmuiEMB3qMlBk7OXUX9yi9IMcKHbCC4WOeKDGviC0PlkH3R41 -JWWpveMHpCul03AMrKsUZ/VINLTPQCNS+jVT3d/vFMXpIwVpeTp+oAD1fmx/ -AVw4+Ynon5UI7u/5g2JUp4DIFMxWSk6OxcdDnwidSCMc1lh16cNqm7E/TFEj -SFMZTUrRVESHzSVtZxHMcUsUpUgjaUUuaYpS4nIkmRYh3jib6o8khWooaUU9 -X7ct/v/WiGyFGYkhCfvfjho1Sgjq5cuXC4IHgikfnt/ZX1CGbIRmYCv4GRKV -eJzru2H6dR8pQkeQ+pCJvI9JepCzohcJXobk+4fSOBjOr5H0oPR2R0UHcpFn -ktnZWPDzBo69vb0IRuQliWeXZvMfaj5vhOfkldUQJacHqyGkYSnaCTt/cYwN -K2R79uzRW9SeMGGCqL106VKlNrtTK7X37t1rJx9mw9fo0aNF7Xnz5v0XVJy3 -V81Yu+HmvGMV5sP7WvxqL0Jrnr9Fs4kUTlp9YGzXj9ajdv2p8xg6HE3KDhNn -c8CLRPU9XqX6NijaDOk2VvS6lO5HVnhg4kJaDr8zW0H4yOl42mMoQtr2QQhp -OuwX9qxZV7EtpUji96DaOGVQz8Yixy2nS+pSL5IVAqs/aG6pyeiFbuCQLs5j -3YJ4rJlnwNbVMdi5MV7mwpZUmIPbuYdDO7jNoe3AgR+lwmH9W1cx61mM0GUW -TDBh8aQU4b/1PvUXJ+XYzykSJ3WGbRXVRXbOYjVnSyQCd8SlZXfNUG/RqmER -0QnJqsx+DwpKRvUyUhccxDEbaa8n2R/lk3KgheEzDEdn9mNy+oA0kT+ql5EG -wvXCnxUXNjUt7/OwC1NsKcW1SRSzQUrzwrtA/M6aR2J0kKJ9SPkk7dWNGfaK -j4seCEPYGES+nEL6xBzSPzjCmDdmlmhZ4aAxkRqC1MSlcllOZRlVWSDMbxEv -JQoqQzib0XrS/8P+v6kcAfKtTJo0Cd7e3li1apXG62PWL/TKZouFf3rClY0w -kJ5hvG5BeUvqhZR0hDp/LBPVPjlBCscRJN87CNO1bTBe3IBYUjLiL61B6tW1 -pFjskHN06kRkK7Nj1KhRg7eNVQevf1mT4N1pZUNj/fr1im7AYVYcfsu2qu3b -tyuaBOsGzGnIhzds2KBsnrDjOQfnyrXF5gnb9lgTIh1T6ZSVpe7duwuFY+vW -rRkZwIRPlF52hYo6dOK/qV6kk8Fp6oPk260XXEqcYyOc1IWXnQfhab/ReD52 -Jl5Mnk9f7IvJ82gteEGqA/0vlSkL8HLqQjwdPxuPh07Cna6DcLNdb8Q+ePSJ -fEMRO/d/CFpB2iaI9k8qAvYsZCWLk7WwOC2fEY/V86Lx/fJw7NhgpC63rzda -iY82pBbEYOsaA35YEYEl059j7oSniAhLVGbh+L6YD1LK27xmUuJ6uj8h3SNM -iSQHpXszJiR9qNJdFcGx3mgW/qkQwc6vifTYpBj1VsITQz94kc712D7jKM5o -SWQHCQMK897bCylom6EhJSxkDEJDZpHMnk8/9FB2OY0Km0//LkB0+AKSu7Pw -6tlUPLo3EE8ejiK8nJhDnpWUlFSEvxjJYlnzHgPW/o5Ijv3tiLiJAPlWeNVm -Kse4uDiNp8XtRa9pyGJZHcsHL5IdhUizVmkZBX6/TOL11l76Yo0399LyRJ9J -NO8TJeraLoSd34SnR5fj1aXtJHKlm2dZyE4aBKNJR5GO/U15q1eGJAeD4fYP -rweFKRKYrQyMt1l4bty4URGWLDt5b4YPb9q0SZ/xYWsZj3MY18iRI8Xh77// -Xkjgw4cPC84OJsY6deqURvFF5l2eadOmqZ7B169f10iy2EaEiLF5hI3Ymzdv -5n0B3Lx505pPUKUbd37F1ZXr8ci98B9L2n9bKDvJWYqZuCK6RXfcHjYBl86f -t8Mvp87QsH85dRqXT5/B5TNncfnsOfH5+pWrBZVh/3YHVxcsx2O3d0kbkZHo -/aN6lgLXWZF344H1S37HxQu/0IJ27uxlK5w/d4VOXDh/hT5dJeXpuka6TS1+ -vXMdG1f+hi51kt8Jr8GfFaxO/2Frv9NJI85eucFb+2Xlb4w+4sLV6yi+I5KH -9NGIUh0Gmdti0KuOuHT9It3FTeWGbt24hdPXT+LTV4EsUT88gSr5qLLXQ+iT -UqJEPOPUpqUREVKKllH6j+pEhJREyIPyIsHM686fksDVibDxBGM33Ly+Gr/8 -csEWly+foaaXL5/mT6Jc4XLlHK5eOUvzc12TQ36Cr1+/i/u/9qIBFf6YpKt5 -9ReCvOn6rV9Jukq3Qqsm5/Pid5Ku0rFrt+/hyfwvgBEfkXR1toh7Sbq0GjfO -7MflSxft6eU8Hb5y6Tyu/HKBykVcvXzRnW/VimOF1Zu+eQshB2ZxvHe6gf8H -CSrt49vI4TbzcGLTdJz6foZ4Twu7eR3GpgOmunRikcRZRjBWFblu6Wpv2bJF -CNEzZ84IvMrx1BzXw5E2hw4dEueHDh2q8lUxqWVqaqoqSBnUcltWsLjwZjsN -UsSV8AhY1dh/VIG3706QOssCLaJ5NzybOh+JZjN9w0n0So97UqKYGh5ifouB -hv64R4GtH5HoXDAuFT9viYLZzPWSkpjHKcmcdocFxCtrfYk48nM0Q9KPRGqm -Qc9QYxzhNek+ImPjPmboGR0Xpd7Kq7gXHzD0tJd3hcsg/HkvvHw6mKDkeMKM -k2GKmol440yCn7NIAs605n9IdMYbZyCBDkm+eCMy9MWzlUWYKaoroiKO0ETw -7zIxyewjz0liYhLCno/4GIGn4fZBHr6mnHIrtKZErW7wcYFM59cyiBlf3Keb -pFspJN9V1MnF/wQpRp5ZhRfHl+PlieXifduS8a8jRUs77sqVKxUhxy5qLIpY -bO3YscPS6jt+/HhRe9WqVVJtV8G6xHlEufbOncKZT2zMcqgDo0HeoOUmzNDc -smVL8ZmPM1cjtbUkX3w9asHw3zUH/wmJ9nz6QjEW1Sz1YZhh/47o2kuiwfJW -PlTb6J8RU5b2T5M55WMWU/EpceqtRCVHfMBiylE1XibG9BYcXwnGAYiLHonI -l2MQHTYNhvB5iDMugTmOTZPL2GK5zIp9pUTUn2SulLyl5lh4S/WSvaV6yd5S -/WjxSpNdxujjYnYUk/7/AxOm8nV/lObK18UWJ76s8M9siXqL7Vb2x36rX7ZW -cLKzAJk5c6ZGEVeMhnhbklHT4cOHFadszsnKVWfNmiVXdcHLly9V1uEjR44I -WcU+a8HBweIYx+MdOHBAgLJ58+YJlip2CmUg9l9IJJMpqP6/C6qoePPH4Kjz -ZwTVx+Wdo3rZaKzEyu+QsZvNqzfcbISXjS6dm+8yel9GgGuBHK4+RA5Xf2PH -UggwWWhpCmUKrA9TYIU9+qcC6w3nFyVsiC1ljIPY08Uiy9mdO3cEXT3v7d2+ -fVuJ/mbpotSOi4tTspqxcFFqKxkTGHtNmTJFZEzYsGGDRqGWzBRGmcIoUxh9 -PMLIRvb5FP4jpv8YiKsTQSeOsq/nMiCJaVUWEICaRLJrODXpT6UHyZyeApTF -RQvZkyl6/vdED7MBsAMGk7yRjFFED5uVWMYMHDiQ3VAU0aPwkXBtkh9KbfbQ -UPhIqLaVfJiphFnysAQiSaTQYmQKn0zhkyl8Ph7hY5cW7WhNB/rBFJ0u2lGj -J4CzgKoZwhfCELGIpNFidmYkyDMDIY+G4dXT/gh/ziLmZCa8+Z+TMdbCwXPY -sGFip41lAfs1KjLi6tWrghqBxceaNWvs5Cac3k1pwmQK0dHRapMrV66oTUjE -KO6ER48eVYUQsygYjUaqbDAYNJKLKWMh6f7SxNDfS9uVKYYyxVCmGHrXYkha -+q3VDTkGLqEhw5CYEMUiKslIIiophv3+zCakpBjpUCRSUxI/SImjE21jhmiQ -MkKDVPZISxnOxJlRw+yQvK6WlLNlUx2nTLnzTxKeKGkkmZmP98bYWMNe6+xW -vnLlSsG0wyKGXdNfvnxpL1c/ceKEmriEXeJfr87siVRdkTzKPh2jIk4d1q9f -P/599OXHhmklOUKeE0y9nsiEXTIzJU+m5MmUPB+25HFOx083TETkVPgQpYoN -tc2C8NGeiJ5VDCHTSiB8TllEzS9vBeOCcgTT5pflpAbzyyBqURUYN7VCzOra -MK2qiRQWORuFyLHPFDl/KQfD9V3zcHTDNAtn8AKic1umPlGBCruxtWjRQuye -sZPc7du3Hf9ENXWTTcv0gEJOkWAimUPyho5xNXaik7BOGq7hLFyMsjKlS6Z0 -yZQuH5t0MX+Y0sUBibSsx82nZX1rcyRvaYm4Hd1h3NETsQdomIfGIvXkJOAU -ldOT2O/p1ERegI6PgfkQwbRd3WDY2BIxq0jikNRhiZOyvjZLHPbkyhQ5fxLl -KP7ZFn7ZEo+lDUJCQrBv3z629HM4kYAxMTExzvJpZiHN4LTiSc1kbBwsdvHi -RZIvv/zyCx1j69CtW7f4XDr58i/xxGfKl0z5kilfMuWLdMxZyBfTvJK8htMK -/o1Yv/ndvKEeEre2obW8C2J+DkbsvqFIOTqGymiWL2L95EwgJGpwnJbLE2OR -wiJn30AYfmgL49oGiFlZC4lrCOisr2XFMkebKXL+nMix4o+WVp2mFnIg04yf -KQcy5UCmHPi3rfFpcoBXKlpY7VRZkLKpPhI3NoJhcwcYd/ZBzN4hSDo8GinH -xrCF+PgYLS9n4hP3d2Ic/TsS5v2DELu5HQxiz+ub1/e8FDFQIVMC/LFJP3Px -z1z8Mxf/zMX/HS3+emXxV8DApnowf98Ypm2dJDCwJxgmWr4ICGhskHJwCKGA -lEMEDmip4/eEvQMQv60DItc0QvTSGohZXgPxiyvCdOdQ5lL/F5b6TD+p/+Gl -PuePsfDfxanuAn5KsYf/T8xH6LPDjEo/G9DtSuZ6n7ne/+n1PjgL+zkJXyfJ -40mL+MG83gcBP9TXSLZnfQabP60Rtq23IKa2heHaDmbSvLYDxuu7BNl11C9b -EHlhI6KPzUFi6D1N5uL+p12klGWenZLYKpDplPQ/t8zreXVG6b3xqLXrOWrv -CUWDg5GofygaDY4Y6WGof9igsUbdQwbUo9KJVvgO583oeJETu9Kab5+5/Gcu -/3+4/DuIV1rWR2dBxFBbPJtSHOFzyiByfnkYFpSDcWF5epTokw0M88txPAkd -jJ5TGsZFVRC7po7wiFWMxQ7K+rz+axi2dBJ39XXmev8X/JMsNftMT6H/ySXf -HoFUr9BuE7qcS8SASwkYedGA6ddjMOemCYvvp2DxA2DJ79Bj8UOWELPvpmLa -7SQMPm9Aj9NGtD9pRLvT8ehwIUWSAvpMKZApBf6EFHAQUiB6lDPM3zdB3NYO -MLAH0f6RMB0cbelBxO/MwHRqIi9nJyeITZ3EfYNg+KEdLfQN3zDp6tWFvBYJ -hs5ITc0UDG8DAlFnVwmGxx/TvIgspUKmf8//pFRwFPUCd8SizVmzRInPGW8v -paLPL0kIPm/EyEtGTLtqxKxb8Zh7N8UK8+5Di7n3uO28e+B/sYAkxxwhLswI -vhSHfmcYNMSgwxkSF+eT0eliKvetyxQYmQLjTwgMJyEwDCOdOBCblmRLM3BD -GDa3R8yuvjDuHYpEyQwsTL+ST5AjL62SX5BqCB4M05b0huDkNEOwLlOGZLoF -ZYqPvyc+pPU4jyw+uvwCK7EeO6DTJaAjlc608n93wYzBl+IF3ph6NQYzbsZj -3t1kkiapLD2oE5Ym9kKazCdpMp+kyaw7Zoy9Gk+SJBodTxjR4WSMsgUl5AeN -RpYgYk7KZUqRTCnymhTRWkoRjeT96SDZGUiipJBkMW9qBNPWjrRMdxZ25cRD -I5F8dIxYEdMkikuaNDk+FuZDBEl2dYdhYysR2BC7urblXpUkVTJFSaZ/UaYU -+ftSxEasx/ZCgnRhPEISpNf5eMIj0Zh0xSh2reb+ZiaJISQICZD7Ao7IwmPB -Q2DmXRAcScbgC0b0OBOD9idj0e5MAi3xBEUkyZEJPTKFxh8LDRuxANu/Zpyu -C9P3rRBtEZkgCY0xVP04+6GeGEsrWOrhYUjaNwjGze0Qs7YhYlfVgnlNTaSu -+0oYMTKFw4fmkaSzXMm5OOCFNx9+6U09eNHhj1g+JFms53EkH5I+ZvlgJ5Ze -vUAZaftVZmGq4P2qGddiNLaYfSOWXufcoOHdNGEWyYwpl6Mw6FQY+hx9jh7H -wzk7yIcuBEyibYJYtE3Z0Szi4xMCkSElkGRInyr5IxICaR5Kb+5DGXf1Qcz+ -EXQ29sAoWpliD4xG7MHRMB0aJwwcUbsH4dX6tnixujkit3bPXPT/macSp3X8 -ry3/NmKhvu1TAncDyuCef2k8oPcH/qXtcd+/tMYat31L4tE3bRDeujcv14ii -JdvxY5EFNmq97xpFoHtjA/UbS/Vi7fkD3R0fnjkiFosnJfMinm45/8jEg6Oc -4VfZhGp9LhkrbkTaIybBTBMRk2hGLBUTLflcDAnJ/MP8ICWBTl25K70MQJVX -uaxQJSKXPSqH56TvrEKoH5o8r4qBcW0xMKEtBie1U1fyD1syWCM2PAgh94MQ -9qQ0wp+VJilRhpbaiGel6Z4jQkrh+cPyiIvuoaYpdPjwJYVE3adT95jiV34B -48099jDHGemOzfFGKjFITjBRofd4g6ZmpjD4QzemI+vf5sbEKW6ZI/a/Jg/0 -CCGd/17QF3jSfQge9RiKp0Mn4fnIaQgfO0tjhaixs/WIpI+2/BGhA8biSc9h -eNq2N5636oGwVj0RQZKCpITdhy8knGQhwav1rFGhWDE7AhuXRGHzyhhsX5tg -hR3rkv+PvfMAj6O89r6iLjcCSe5NISEESCchPaEEvpvctEsSUiCACy6AccUN -996LbFnNRe699947btjGsmxLtuWuvtq+q636f+f/zsx6ZWxjgzuj59nV7uzM -O7PSvL9T33OS5FVQvu3SGUEsmOyTfRwYM9iFzAEujBkUFMlRTcqn3JtCw1jS -0GhPGNOOaZf9p7tRJKSobc+UP4IOFQ3Rs7Qlhld0x0hLL2S5BiLLOxDZvkHy -b8qqGij/0FRvD/SzvIuulrfR3toQHb2N0KnqjVh0DjRJvidERS3Z78e4WPgf -lF/sjoriwVrDW3saqpyj4XePhs/FRxpLlafJtPXJZja+ZcPbypKOsJay4W1r -vcdTVMfbu1iU1Kw+rvrPxbxqyoqrZjaVbZ90tcwm1mq9pX6jeiIofoKTT/4P -7E3kbmvcHhVNO6C8fR9c7DoIJYPTUTEkC460CXCOzIFn1AS4R+XAPTJHzOOR -ObQaZZMnbSLsw8agok8qLogYOS9i5IKIkTKKkYZtKW/eaJdwrwiS2loUok8A -k1KBiSNCmDnGh2lZDiyc6saSmW6sWRDEmoXVWLeIYmftQpZFlNdYOSeERVOD -mJLuRE6qE1kDRbgMDmLsYJE/pmC5lYKlttr2bPk30aGqgdgSTdHF2wz9BZKD -KjthpLU3xtqHYrIvDZP9VICmhEbLGSaH5H3w0mNKcDSmhtIxwT8SY7yDMcDS -XoTPW2hf2RAdnI3QsapRjJI+CfeE9KmrU/5lhKveg9/VSSRPJxEpfYxeGPA6 -xomCP0G1XWILQKMtYA5XJvsmynHjRTplwGHpo6SNtVTrY6u1BGQf2/YJ95hA -KthkCqS7Nk1Kl0W2ph1lnhHuYn40VHYILE3ao/St93BBZFNxnxEoHZQBW+o4 -kUvjZV+RSPFwpY6XodwUVCKRnCKRbCK8ijr2w4V3uuBC/dYoer2VMm4MF1js -vSKU4nWhpELjZH8sxg9lGGH8sBAmpwUxPcuJ+VOcWDzdhVXzglg9PyTfTmRT -vIgrCjV5iXWLIe+qsXw2D3Bh/AiHsoCyB3kppCK+s1hTWt1SaVXvkrTyirTy -NyX+8Z6/sQiUN9C5qgm6ut9E/8p2SK3siSzbYIx3D6fkiqXIisek4Cj5j1Ji -UVpNDI3E+KrhGOHogd6WNuhY+YaYSw3QwdMw4lmLvScEVpySAtaSlykF9J62 -bCPYTvWzrXJ0EkHUTzVzsleM1vvZjjf62WrtbD8faWfLh9+dDWflEFhKusth -bWEvb3vFdrZRwsuUXfec7PpI6F0rMZvA0vcoLi5m+XIUFhaq9kpGh/NAIACf -zwe/3x9jNAxk0yV5r7bLsUnXGMZowH4HJKNmSdWGlR46kY7Wxh1Q0bwLijr0 -RVHngSgZNBoVw7LhSB1PkUiByJklwrEujTYlIN0iIPkZBWR5pwE436anMtvo -/bPo3j/ra60oFCP/nbtKIMZFC0Q5KQVMCnKGgnIRE0ZUyxZaYi7MHOtQUnH5 -bK8IvxpSsY4mFcV04+8VYr4tmFyFyRHfoDviGxwzEJSExp/CFII3KzwUJQQ1 -o6qWkoGaBdcUveytMMjSCZm2gRgjFtwk3yhMDqRdEoN1NcMtNFo9KAZHeXuh -X+W76Fb5NjpYGxleQ7wXFNFXeW+IvgS9nTtFX1BkVZWjvYi+bqgs6Se2W5q8 -ThfZNt7ooKsa6MYp+Vc3Iv9o0wU8bKObLnZbb1jLxPYrayP2Wxu6ExHyyhQv -Mw22+0XoGX08KKFGjBiBVq1a4a233sI777zDHk+q7a3b7Ta64Obk5KgOUWz3 -5HK5kvTNZWVl6Nmzp2rxceTIkUR9UCawXWNQQ6jeAWmYbNiJShq2Vb8rxFYs -f7c3LlIaDhRpOCQTjiHZIvvtgzJlX/tg9R6Oodmo7D8apV0H48zb7+HMqy1w -+u+NcX5w+r0g9ZKVREnWJN5wPkKYkV2FqZkOLJjiUlJv2axgIpbPCsm3Xj47 -jBXyWDk3LB/5MTfHJxagHdmDbRjW1YYV86wxpoC7hQJOxaxiaYPJndjZ2wR9 -PW0xsLIDUq09RboNwXjf8ESM9Q0RITjWNxTj/MOQExiO7KrBSHP1Rc/yluhQ -1ggtK15G+4tvUJLd7YIs+VI3Xga3OsJj6yhSprdIsWFixKXDY8+UXTLZDMqd -qZr3ZsremtTy2EeIhOqG8qJOsBS/jeJzHU1pdZ9IK6PX4enTp9GuXTvVqJCC -hW2k2LCQvaLYYiorKwtVVVVxunhid91XX31V7WK32w2pRevMaEp14MCBBH1w -ikK2OIwenE2pjMGzs7Np6yVESa/bUTsySnppYiIh4uWsFMl1sVkHFM9bKtdf -sXazfGZZtwWV67ehfNUGFC9ZDeu23XdeOiWo/Zq/ZEfLf4blUY2W/wjLV2zx -j5Ds/9bfXEjr5cPEEXQ9RtyVcfIyhHHDnNi12Sp/4gO7aY8f2O3EwT1OHNrr -xIH3HfJZJY7nekxRdAtFUW3F/oQaPsdOrsaYVpYl991W21r5v2yzrcMO+wZs -ta/FhooVWGtZgkC1/86KnITIfsys8Fby8SO5xzyWH8m3tJd8H5aif4ht0+lS -3l18xIPotLyLsqKptWCv3ExlsHILHNat6relbC2sFetQXR26reIlXlWZDPXQ -WuuGe8qZQqrQpK17EkIztCJi9e4hCZMUkTDu1d0Q3tQL4Y189ERoY0+Z86EN -PRli3NADtlWy/cNZlA91b2tqttbpvbZyAaampipRwM63e/fupaxhf0KVsm00 -1d20aVOMIYCWLl2qjpk6dSq8Xm+0AKKk4e4HDx6M189AZyLNJp6BH+/bty9y -Bja2Mrr8btmyJcaQQkwY52e3NGG8phQyVgVRAhWJDeQ9eyGS6n/HJEyKUL4a -rV+1oE/bEvR9txhDOldiaBc7hnd1YVgXpzwccrsN7cJ6j0O72jF2aI2cC03y -yNgThgFZAzyw2wKRr2VKlVsgVYyVPW08/8FGx4oaV35nxEWy2q/s3E9x4dRL -OFPwMorP1Ef5hUaoLH5DHo2SRV40kruo4mIDsTHawlra7vIMBxGIGtE9tuZw -OXaoL2TcR7dYSGj0TtGqkPWshbJRP0NJ6s9gy34Gtqyn4RrzNJzycIx5WgSa -I1t7/g3s416Ak1XHprwI//QXI1XHat1DkiQhIkksawehbOMolKwfyWSybVm0 -MneOgXNHNhw76NcxnrNg3zkezn3T4do7GYED00TCzFRpDSm3NuH78EcSvr+t -i4YTJ06oXutNmzbF1q1bjTbsjDVlZGQo0dCvXz+KBV3IxKnP9J+Ya0qYeJUh -aIy+bdu26NHT09PV6AMGDKCVExPdEnH37t0qjHUnBMxrLeE5deZuEDCt/1WN -rm86MGV0GNMzQ5g93oXFMxgqcmPd4hDWL2G5yI1LkYgNS3lAdPJEzlWSJxKj -pc5ADyor/KbUuR1Sp63nVay3L7sLpE7dSLGAKkdH+Fzd4bIOhq1sEByWLFQ5 -JyDonYKwbzIQmIJq/2SE/ZNlJNki0yfsn6KS76KTF5h4ZzOSF1yR5AW52QzR -9A6c9q13SjQ5+jyA8LxXEJz/GpyL3oFrZWfVZjewdTCqdwxlq6tdQyI9drf0 -VqVoPEtbaqVoIoXN/iJy5K8f7bF7l8up2rqc6oGq3eMQProQgcPz4Ty0CK68 -VXAfX4dg4VZUnxPF4cJO/inO75CRzu3g6tzzsvH0ZgRPrIX70Hw49s8WwTUF -nn1TEDo0g/KFwiTx1plH9t1TUb6jRgK6IbiWL1+u5EeXLl3oazMkzgcffKAc -aAwBnTt3ru615RPtJQ7StWtXChxjMw0h7tmiRQucP38+WjTd8pz3e0A01VGi -qUszByam4nqyGj6a6qcnNaz8SFJDjQVPMXGmtPqsS6sHokvb6EbP9acdqLS7 -WGYcCLQDnjEqcsMIj7WUueZt4KqMWr4Ud6flVb3L6nManbr+juBcvaLaAlZU -6wKPMD6qoppWUK22VqJze/9IQbUAC6rNawzXjH9fXlAtJv4ekmLxESnm3TVG -RMTcWCUNUpTQCR6eK/JpARwHFyqh5jm+FqHCzcCZLcDZrTz4zBaOf0b+pee2 -qd/BkxvgP7oM9v2z4NpDmTZVyTQxyJQEirtdSeyGPBszZgwaNmyoHHJiHxmi -iI3mGTuiOBKz6JryLE7FozhIamqq7rGLx4ULF1QqBXfdu3dvtDC7zckQd6Uw -i4sWZnqqXq2aSQtZVZiaoSctiP21ej4T2KsjMk1JNzmDWmQ199Iiqwk1F1kp -E2ziJUFmyrHPlByrWaItvkbmgcvIPOgVyTzwOsYyfTyGsitHS56rF5Fs1f6J -8uE4tfjJaemrL35693LXoCHHjFIIt0WEXaM4aFSdt8CCRqo4qHNVF7jXdFOi -LLwlujhodAv6AQhv7o3A2i5wzG9yRc/hvSrG4pUQkO+aO0uZU8EPZ8GfuxB2 -irIjIsqOrdFF2VaKMk2S1eNLeWxT0ixcuBH+/NVwHJgL594arkUlvZA315Bg -NztN4gldxNCfx0w9ip6cnBxD8thsNmWeMcFh9erVV5FdcVGDDBo0SA0yceJE -YxCr1RoZZO3atab4upb4SrqUzZBcc/HV5EuLr9YsUJl2YkLPYk7EpcS7aqbi -ifjyY1Kalng3qrcdGf08SOvtQmW5aXt9pmWWVtwhpcaKJ0ofa9lQ2NSKp2yR -Sjk0syhE3JkMYrsz5X2WSvXmb69jtIi4fii/2AkVRe+I1BIJZWksUmpTzB0U -U5HeyLqICs9+CQGjEt3Sd8Xi6qZ1RFCBH/ZGro3wxm6qL3L15p6ypQv8a96D -c0EzWKe/DPuEP8A98fd6f+T1Ma/dK/IoyTCrKI+OzEb48Gz4D82G/cA8uHKX -i3m1GoGTGxE+zdyv8Mn1op+c2sCirCKF5C38x1bAITaVbc80JWY8eyfB8/44 -eMvP3PQsPUP8MFOif//+SnLMmjXLkBwejwe9e/dWDr7Fixd/jPhhMkTfvn3V -3rNnzzYGcbvdKuOcm5cuXXolV2Asn5MQCjG3zLph26eVQSVf+Zkqj6oVSY1D -8X/pNTCuIINcJwqFETx1PELhECxL1xpy6A6KoVoK9UkfcQ1OTXdh0mgLdmy0 -yKf7d1lj5cmmkuxs8sqO3VsrsH2DBRtXWOFyBv6s/1G3rnHeC+Jm6lG7uuA/ -6ZftqPLfcXHjUdtEaoi48T+MZyseMWpQRIubtdYlNa68wld2x8WNlh6XqFa/ -MqBU5eig3H0VxT1QWjQ1RRSSjfKxtWITrJbNqChdi7LiVSgvmQmPq8C4dUKh -MCwlvSlQal7NrRMmWhZD4hXcd81QvqB1MqyHlrC02aGlsH0oj8PL5PcylO9f -AOeeKbBuSUdVSf6rUV/APu1fFBuRK7irRIbCMr1NSlzMinjjyvcv4vKX04f4 -XU8fgu2MPM4eVr8rTuyDs3APrMe2wOeoeFr/rsyO+ASCIcm4AibTHZsXeUQl -1Rmigmtnr0B5Zr316dNHbZ4zZ87HiIrL9o4exJA3c+fO1URFIjPllF9uwYIF -3IxVq1axMXQCU+nkqNz84/hw8kycfeiHH1dE+4oyIwHHvvoUTj7ySxTI4xQL -qz7yS5FJ8ioJp77xS7mCkw//HMee+l8UC94r6rdRZVZFgNRW1I/XZMnrLXF4 -3UbkHj36R+PCCvJxKGsCzj34gzssTrRa2vEqCpQ5wIN9e/KQX5CXIgZgXiyO -5+fJ/vn5apvKS/yT+gZx8kkuZk8uQPO/hS6tWrq7xEbjfUDaztPIP5IbY/zh -j+TmYt+hXDy11MrT31bJkajtV/41PFf2Tfy27Fv4bcW38Hzlt2rht5ZH5YzP -X3wcbSteRwdnw0i1u9o6+dv5Xsf0/PE4npsf+TJ5uXnYlbsDL5Q9Rmlyp4RJ -vRq51u8g//gcuVUKa8lMzI+VpwLZPy/vhGw7pi7cuIVycwtw6nhbGfGHt0t8 -1Kh1OusvKJ/ZEEeO5tdG3rEC/kGPy1UeP4m8/FM4knfsVf1CDx87gfNZfwB6 -3aViIrJsJ3cmSnfLX//ocZGUeUePyZ9fXsZxg3zFfPkX5MX8xvhWR46iaH2a -0L5XjSv7GIGgZSQkaqlvyzKxddYIbJ+Tqn5fSoEzUpq3bNlC95R6V1ffNmPG -DJXqfGnbJTODfI8yM7xebwT78+fP/2RmBm2VXr16qc0iKDTZkaDMDCYj0AlW -WVmpkuKSEAwGaSav3/pJLA2N2SnKs3XiBy+gtFV3nG7+Hs53HoDiXsNhGZiO -ygGjYR+YwWzGAekJ8jRazmoflImKviNxQS/GcKFBm5o19JIus00cBadi/qxf -bMWSNXeDf6zeZfkEpcWemP/olxgMBrBltYOGxt0qLWhkTMmz8VKFUNpl272+ -O2Nk1NL8V2JQvOdsrFZ/9i9rr1VLdQ9ClmcgxvgGs2JqIrKrBskdJy/VwtFB -jk7oWvH2pbp13kaRSkDJlxklwUAw8k3Lq0rvuFHyQFSGgK1yozAhGLmB5LUY -J71up6lRL0Lw/4N93ptEVExz43KCwbvbcIhIhMMzYT+0hBcc+V+ri9esgRsB -v2EJOPZMRcXOybDIg7+j8scM6nMJDYkbTX0ueKE0iKZ+dGxj0qRJBrCFxGrB -pu4XUiGIWF587MdHOQYOHKiGmzJlSvRw3bp1U1GO5cuX34KMszqXV1Rt2hG2 -Ru1gadweZc0742KHPijum4rSQela5TqWTlUVVSdcqqh6qX6da/hYVZ6nuFN/ -rX5dg6j6dY20+nXxd3/A5HKBYCn3R4KHZpDjxgSCVuX0uQo9oBFsgi6+pujq -eQv9K9sjtbIXsm2DkeMegSn+0XqV07joKqeyjc+15ZN0TAqNYsUBpDp6ok9F -W3S0RNeNYw2eJrQ95Ivc3VGTB2rklGlsMe6wOxDpiJYYjvlvqQt5516JTkRL -DMeHS9VlR5r+fLKgQlKU90pFy/XHikmDa0qMBKxcuRKPPvqoClKPHDkSQ4YM -ESiLbJAzcdt7772Hr3/969i/f/8D+kWNGjVKkV5+R/KxSktL0b59e4X6zZs3 -a1hPVtYG18JQ3WdJt/Ly8itleHF1J0ccPXp0ZMSSkhJVpYC7bt269RaEyCOE -/kgJ1KhCb006oEKESVHrHlqht4GjUT40Cw6RGHphtxitCuoD2nsRLJEib+8N -wIW2PXGhSTsUiwSJ8lIZ1VBNCXL/S5D4mhLE3zT2ikXXWmKgpSMybQO0omtV -kaJrCaroWopecI2VskdoBdcs7VRd0faVjdDe2YCOK61StlwFa5vqsuPSrWXK -jY+TG6LHfqblxkeC0RqMk7Bs2TLExMSoR61atfCXv/wFr7/+Ov71r38J5f/x -j3/IQC+88AIeeOABLlaJeUCH+Lx585QxwWCzx+Mx8n8JcJolXEEprw1pcejQ -Ibz22mtqM1dSsjgAhcpl61sYb+Cg9E9FDXr06FFVPoAPMS9uk8BIVOStJVbH -u1odNBEW5e1644I8ivukopx10EQwOLSqoPFwi6yoI89aawevqpo9FpY+I3Gx -jciKxu1wUWRFOS2Ohm1R/GoLygdTPHx2xEPCpZJlyXrJsjYYUNkBIyp7Its+ -WMmGiSzKqWRDSNWlDqdhanU6JgZHat4oZyd0rdRa+HRwNUJHXyO0cb9iygNT -HtwUeUCrIS4uTsmDhIQExX6Ggrnm3YBs/fr1uTxevaunM/rAgQNqISMrg+Xl -5V1O9M6dO3PZoyEPKioqVJCZe9Ow4PLH5s2bK/kQJQ/ENFGDck3+sWPHjM30 -hRlrKSPLIG9qxbEryQOteVuSVl1MHhZR8stUD4XeqhlcyeAM+bQ0dazsWZY6 -FmUjx6F8VA5Kh2WjSGTFyY59cKplV5xp1Abe0+dMw+D6yP8oyb+Oxz62lv/8 -x9YBjy313Fvk1+IEyZcqhPmaoIunGfpVthP490C2dTBybCMTMME+UlSOCbaR -fIWJ9lGYZB+tXo+zDMfw4u7oda4N2pU1wCbHSpP3Ju8/fQEvwy3DePHGjRup -8yMpKSmWIkCOeOqppzB+/HjGc/XyKXFq0d+ePXuiBEBCJCRMnDMAYbFYYozg -Ale5c00foT1jxow6anOi8h2xgiSpb5RdidA/IZLLyhGHDh2qrsAYkYeyfDI/ -iwS3b2q5ryuJgDp6CpLhQ6qs3wbnh2ayq4aHq6O8TGut8iHo9SLodKE6HDYp -/7GUf2J1Nb630ILvLrHL//d7y9yy7bvL3PJw4btLXXLX8TlBvf/OQisa7PIL -oavx9gFe072Afw228Rr6g03Qrbw5LL6K2vAGPczEC3nhC1fBHXaxJqSJdRPr -n6Ro1rJMbKpRNMtoq8L6VHTC16lTJ8bA+hNPPKEwXlRUFIkxUwKEQiH1TvPz -1FLdlaml01NDGFOhZ7V7A76MIpSXl9fVmc3139yNKNdxHmMUEN65c2ekRiP3 -oQuJkqVly5ZqKNoIYhhEFxCmkHE6nbeC5cbShMrXWqFoeHaNO9uE9VVgnYwn -1lTj9S12tNtZid77bBh4yIXheT4MOxrAiOPhWAw/FkrAsGMhwba8RL8jIXTc -48RbO5xotsOFZgLZZnvZOEbwnXJP0LtuVLsvdk9mz5PInWIy2mT09aneRpLP -4pxIck+tKNTRBfKFL3whAuivfe1ryg9eWFgY81+622TDhg2R+u50p9NRT8pS -7z5x4oThm2cJDXrXuYuo3kbbkfXr11/xaJ7l5MmT0W1HbmoSj8ndT83dOnh0 -ZRjPrHKgxSGg+f4Q2u7zoeteO4YccmL4YRcy8oPIOlmNrEK55lOIR+YpVq+S -l8iWTWkF1Ug9FkTXfU602eVAU0Fxk11VRDGBqXTpxHuSxp6Q26SxSeMbdoTo -CTRRiTN19JGFhaolxle/+tUIjYXMip10LHxJd18wM2bTpk2qbRNd5FSzPR7P -g/owjHlOmzaNKrHuOLnqIYZf5RZHNE30fgL01lXofW61oPcgFCvf4uMA8M4H -8v32BZV621sAN/xDJ9LyqpB5guptJiGccZIQzjypQThDYDwyP4RuB6rQcbcD -b+10oel2N5oKLN/arzk04kwImxC+3yH8kehjPX08ug9Yv/tb3/qWjt541K1b -V6mpZGUgEHjBZOVdy8q4aFbGJCju1FK8fFvw9s7+ILoI+jrvcWDwIRdGkpUF -IWScqL5Ey7p8eUltFVoOyhPE7tU8CG/Sg7A3iDeptgqCG+2tJiUj96NJSJOQ -9ychP6+PZ7FYVObE97///YhyWq9evciK0OdNPN4jeExW0EnBm7pK+fa+ENrs -rUKXPXbBoxPDPnQhXfiXejwklsOI4+w6Kq8xKj+MoUeDGJTrQ/tdNry9zYr6 -m+341xY3JuWZLDRZ+NlgYZJanMj1j88//zy+/OUvq0ASI0bMVYtWE29hUpjJ -wU/NwdoKOIk1zOrmoip22lWJVafsydh01hErT05RKLecd2LTOSfWFtow56QH -H5R6Td7dPbxLULyzTv0uQp1V/0XVfrE2OzLKMN5uMXB1Ub0ZRXUJ9Yx8YOuR -QkQpTNW9KvziYZ/81+iBo8e9n/l3jdyterpfkbWcFi5cqLJ1H3/8cbU2+/z5 -87/TT2ykRbFKiQnBuxGCRhorjdq3dnrg8oUi12eC7Y6DLQlBXyc4dr6IolG/ -QEnaL2FN/wUcY56Ba+yzAjPn2GeT4ZCXCShL/zWKR/0K1qynVWNB17jntB2S -1A58fg6OzF/ANeWvqiY4e1wo+s0xavFdiX4JcL0/Xs7+LErkCvSzy54ycKIa -OB6Occ+hMu0nwsLPkYX3Iwpr5jtlYNOM4ZiZ0UfPdzLySlmdYvLkyfjVr35F -O5krn5mj9L9RKiEXoJmJRfcCDd/e6YbVGzRpeDfQsK4aMhmBqk7wuzvDeaof -nKyzvHkIPJsHIyxztXpr/2S9OV319kEIbh0I17o+cK3vA/f6vghsGaC2Y9cQ -2WsIswNl31p8rdonhDb1gmdpK9jnNIRz6l/hZjO76ZFmdklXIGQL3R4Mh4II -luTCeXgx3HI12hX1RvW2/jFavzwhx/vD4F/ZBp7uMfcrJA190bl3Kiy7JmPJ -5QlHiapaQ1paGp588kn87Gc/w9ixY0nNP0YR0kwBMglpEvKGCalV7qyDoPdd -VJb3BXsPhwNeBFwWOI6sgnNHFlxre8G3tgtCG7tDa4jWV7VnNprIyKaQzGeP -UMKxuhtca7rDvba7bOut795P7R7L1mkCY9VsZkVrOOY1gWvGy3BO+T/4pgk1 -tcZp8VcgZmv1Jesh7Pcg4CyTK1sB5/YMONf2hF+uLHzpyrTf2wfAt+ydzwI1 -r5AYlKxTk3mVrKj57W/LbfvMM2odqs/nM7J3+JalCmCGYUySmiS9OSSNUwX1 -OUQ4HI7RyhLKfKwOIeS2qH5TDvYG3tBf68u1oatM7T6JEZr21WkqhNzYW9HU -Kbu52Y1StpGyBk3pSzO6d23pg+D6rvAsagbHjH8rS91nWOqaGhpN03fVRQlq -wiEEXeXwHF0Fx8EFovH2g0ddVDc1tP8SQO9LP+VVawowTnPixAlVgPKRRx7B -//zP/6g6A5RExhol1hB79dVXWVcgxkzxMeFpwvOmwzNJn44hnyh9RYcUo5zC -KPeGvgqcoU09YxQK4whOzltyUMxxtpPig4QNbOxJPsYYGug2xVmBJrbKWQQa -3mWt4BDb3a03og9P/yPsc5txsneMvoALH6gWgK6NA2Bb1PKzCUYGrx988EFV -bIUBbC7S1EuiyKeNGjWS8bla58UXX8TnP/95LuYx49omG0023nQ2ao6xhI+a -6uv7iooi6qWYf24qmRv7q9/2dX1RtqInSpb3rKU+TpKPBsK9aaDM+j6wLm6L -oulvoHRRexm3OqazoeXI8J4ze0i7SDrQLSRdFXfdRtJtVZtFHfYL6aruXJmR -OLa2MwoOyp9AS2CMj4/nSvEaljNj1jNnzjRj1ibgTMB9esAZPQOU5Sz6V8jv -YQKN3xOLsN9bR72Pl2cvQoEqhIM+YVVVV/0gX9FhTUHrewsVNGW0wy+7Vq7o -Dvtq0TvX9oZ7XZ8UvpCPXet6w7ayB6xbMuA/MMPoGF3n1oaZP1yWgY0zhmNG -JMxskIyd0ai91a9fX76t6G2y7d///rdaK8hSqdGqGuPNLpfLJJlJMpNkn45k -swwoXfzw1kMpRYMSIzE7x8O6dxZsBxbAcXgZfPlrEShYi/Cp9cxmPLk+QZ7W -yQHykq/gPrQQjr3TVJNM/4HpCB2aQaxEAeYWRX2noXLXlOiorwEs1u5hvR6+ -M+QBi/EYtTwN1csM/5rAMoF1bwKrTk1/Vt5c1RM98OEcuA5qPdEduSvhP7EB -4dPyjc9tk/Od3SpPZ7bSCD4rJDizGaFTG+E9sgzOA3MVv1x7JiN0cLreZ50t -ZG9j+NXA19q1a5X1GI2vYcOGqYXBl+PLDBuY+DLxde/h6yPu+DjFgBTFhNCH -s+A5KEQ6KCpY7gq4j65BqHCzEGsLIUZQnNliUOzsVoQLNyFwbAWcook5902H -Y/dk+D+YahiOsbfL0x/Lv6NR4oBOe/ZG5TutVEwC+/Dh7Nmzqog6M0hY6VYr -x6W1AGdtXS7xqK6uTtI3M6bKVq78KBQKJekjcW+mqbD4DD1oZWVlkRCryUWT -iyYX7xMuao3gkhQTA7kLhInz4BSIufJWKyaGCzezWLZS7c5u4QkFiKLuyWM7 -qk/LDmKiVuUuhnv/DFHxJiNgmKiHZ5CGf7nJIPySPh7rfRv2praON1khj01G -WQKRPX4YAm3bti0bjrJphNH2gUnK3IVt51wul0FC1tTq2rWrWv0ryEvQ+Uam -spw5l8K1aNFCDczqs6xDnpmZyeVxMdElD00ymmQ0yXgfkFHzrSXrtupssX+F -kIdmw8Vsk8PLlOboyFuTCMfRdbFwHl0nFHUe2yCv1sKauxqle+ej9P1ZavmE -9cMVMTebhF/Ux2M57G9961usWKCTsBYKCgoUoJj0wX44ffv2VQBj/Ss2T2CD -TtH4jO7Mw4cPV5VcWa1QQGkQkb2cyU+OEumnUFupjIyo0uXHB3fh0rgePXoo -OvIEHOn06dMx0UW4zTQTk4wmGe8DMtY1DN68ufCIyucqOSnMCQX8Mt1DQT/C -oQCqQ0Et+hsMfFryXZ4MsvJSMohm+CaqjgMMo7LrJLuOfe5znyOxHtCJRWuW -nV8IMha0Jo14CA1fegKpz/GzdevWxRhMXLNmDcaMGaO6C4jNHM3Ej/QnrqM6 -03AUdhljOwTuRs2RZ96+fTvatGmjzsDP/H6/0WqMpvWkSZNUmNfEoolFE4v3 -AxaPzIFv32R4y8/EvPbp0BedQLJv4WismDgY00YbCSQP6HavqGyYMGECfvnL -X6r0X/ZVnDp1Kn7xi1+w74pRzp+WKU1iKoG7du0yzGFCjipbnz59CMS61wKd -tjfTi1nEWnYxNjOmwnGp/wnMolspssWWmbJi8s3km8m3q6l2rr3TYH2/RrJJ -XV21KywsVG65xx57DF/5yleQmppKn1usfmIan5s3b1bvjB6yS5cuVUTjYU6n -02AUM4Opn9EgPnv27FVAZ+h/XEhG1YyWrMDV6G5os9lUgymOP3fu3GjQmaku -JuhM0Jmgu8G0FG3JiLa6dceOHaqd0sMPP4yXXnpJcenFF1+MMTDDCAdrrlyi -XZyq4kyNTEzLSA/WoqIiRUYyTVS9a+p0capXHw1VMVgjI3AbAyQcOSMjI5pz -ZoTD5JzJOZNz1xWlSNZRwbQT5g3//ve/x6OPPqocYkxT4c+6devwpz/9SY9o -aDkpbP1M9kSpXjRzqdLRj7Z69eqrQK2OvplAY0c6DpKdnW0CzASYCTATYDcM -sETdDmVLIZa6+/Wvf63KI1PtKikpidNPt3z5cjJMvfuCjiCGGFjnibZipLl8 -vEq1I5m4efHixR+jnHEQkq+0tDSinNHSZC4KSbhkyRKj0X0U29QP66IkKa1O -/ufrt94Kxl0clqVO8Kp+moola+5GxpWVeCOXuGWN865jXLmzKnJ9dq/v5jIu -4RLjPF8nlOT9w/IPJ57i8LTn4RtlncNn1682HuVVpXjB8jie9nOIh41Rn/E/ -fMdwZ7duUhf3H/0PGgyGUFHci8ireY7rx52lpDfDdoI7bUjPuQN3Ae5cJacE -d/pds3P8J8Gdlv6XoMVWj82Th/Z75eUL7hNVJWR2COKi+1q1ainr0Gq1xl8D -gNTBmHpyGQCpCzLawM1z5sy5JgATVLth5uQxn4VhBoqdWP0z2rkkrOHWE/rp -tnIiW2wqYDNVhf0z6RXMy8tLUJUA4pGbfxwfTp6Jsw/9kDS6SUy01W+N/F5D -kHv8mNx/+pkK8nEoawLOPfiDGoffKSzGE2mCRTfe33kER/JyX1EXGofj+bmY -PbkAzf8Wihx+Z8gYrxWw3+HE+wePIC9Xv8R4HMnNxb5DuXhqqZWnuil8TIrw -8dnSb+KF0sfxfPFj+H8Vj+OF8sfFSHih/DE57vnSx4RoD388J+PROdgE75U1 -w/7cfXLBR7RrT5KvkYfdR3bixQs/xfPlj+HXxXLGMjljxWORs8gZ8cyFb5DU -t5WbPmdL5B9jZ4fj+n3L5IQCnDreVo764SfhZsjbDsXnu4pW8mHMTGMq5B1H -3tYF8N6e+p+Xo1MLpAY+mIrj+7ci90ie8VUPHzmKovVpgsZeNU72MfRMVKMm -6uHZNJYpwZopQ9XvaaN7X7bOn+YuY6QPPfSQ3nItSYVrqcmx3RDNXv6wpF20 -OWyokbRkoyjK5BVDjZw/f/41KVpbFQ7gJiapMAg8cuRIldrCuDFzqXlhVCeF -lvoFa/okL5p18Plwu93MFA+FiKQN226VPskTvKqfxrJ07d2rT2qXuPUu1Ccr -XL7I9Tmq/DdXn6yluPdsxSN41/UaejlaYUBFB6SW90K6rT/GeoZirHcIxvmH -xmKsb6h8Sd8QGX6cbyjSPf0U+URHvE5V0+l36F+kNoKhINwhFwoD+dhh3Yj5 -linIrBiI0e6+yPAMwFj/EJ6LJ2WWv5w1DhP9I9G4/C/4lfu/74geWuNeFiXy -JpjdggPRQ7Uh7w491F1aKHqodkWfUg917ZsG2+4pkUdUQNgoj3z69Gm1XPdS -58oEJCYm4o9//KPqhc7yydExE6bhMZjLdwYkoz2MEydONJBKyLG4KJEq6qLm -H0ym5q9UWePnKojlyjsqqsQrPyZOWYqU6TgckWtORN2l/V8jL9qMG5vuSB2t -X4igtb2nAToHmqBLoCm6VDVFT2cLDLC2R7p1ALKtQzCpKg2TA2mYEh6NySF5 -HZTXwdEKszpib8R12UC/1Tkx3EEXDjr3YLl9LnKsqRjvGk6mYlJoVCzPJSPy -bDNC2WhW8Vei1XRo3r0OTUVWKr41vJopOvGcTqeC5p///GdWzzM6AYuKqroe -CdJiDA/n6NGjlRaJqNgz7WsyVLTJiHOS6+iYHUj8bd261YAoSdezZ09uUkhm -GPsjEE1RF8SVKtzMjG6eUbRbTJ8+XcWJTpw4EZEEZizHhGcUPONrwFNAF0sE -xZJz8m/v4muKXt6W6Gd7F0MruyLDMhDjnSMwyTcKU0Kjqa9+EnA2Vt+mFnyh -KpzxnsQuxyZMto5WjM6uGoScwHBMD2eZpLz7SfmR0E9tnWjUHlkchsrdF7/4 -RQ2Siao+X4MGDZRTkjEdglDoZqRbE6tU+7gszuVyGVmITOFhljQfovkZeGSh -BS7BoyeT2i0XjXCpio5HQ1/k+hGeU3AYU8fEoInB68BgguJLLbznbyzoegOd -faJWepuhn+tdDLN2Q2blQLHc+9EDeQOWOeHXTH2HJPhDPpwPFGKvYweW2WZj -sj0dTcrujNVtEu9TEM/Q686dO6fWCD/55JO6jR2v1tR973vfIwGxf/9+A3ME -F52HdCwKiQzMMepi5GCLWW3om1arVWVVM1gjCmIsX8j5OIBRuNkYgY2GiTou -LRazpHYU7cyVxCbtrka7FMWWRHQS0nWhAS3Gc2d7M/y27FHuegN0e1u/Eaur -w/AGPehW2hw/d3/RBNrdC7QaS4VrhrE/r8sqt9vNnBn89a9/RUJCggpn63Xj -Y4z1wgxQM25NE7Zfv37M8+EnyjvCcgtUBPUFILoWlqiW8hJ2RNnbb79tIM2I -pVCfMwojsIeRmL9ynSyrFacsZpbyYr7O5SuDhbQm5kzMfQRztfVYs7xE+6oG -eK78mzeIt3f0ax1t7Yefuh9SB9Yx2XbXsi16LfDehWlYrtYCG0Hmh3TOEFEM -JlNzYlSE/DCqwrBIga54oUuXLoov6enpKgBNNtHvJhyqqw8lcFJxZ5JMp1nE -yUeEMc7Bh9AwHq1atZLrZYiD4OR63+iMa7kKFT02SWaS7Fok6+Bt+ClINqqy -j0mye4Bkhpbm1oO9UUFeo7zfP/7xD2zatEm9M8r7cXEc1Se6xOgq40I5etFY -8u/s2bOGQUptitXpGXoV4hnEooJF6FE3E0zF65YnzdZevXox7lCDWGZQ1iSW -SSyTWFHEir08iGrAirGB8+fPq3dGRSrihnoYy0gxbkmm+Hy+B/VDjh07pipP -XVrVobWuZQ6JoEe2FRQUyDZiiNv4VzWXsJl4MvFk4uk6/PgGUrgGgg56vjNa -XZBMzB3mu+dNpJhIMZFiIuX6kcJi6qwXHI0U2lVXav5lIsVEiokUEykfgxSu -Q2L2vhhFcuXnzp2TbdRafvOb37B6UY0GqGbo30TKZx0p8eocZYIUIsRj+VFt -OcGTMp08FU/CVvw9VBb/GyFvJ8FJe7mEW4sW96quCG3qFYvQhh61ENzQg+da -3wP2FV3ImJr7Xw9f4mHbno3Q2s4ckY/a+qju1V0NvMTcYPDfIA2XVjLgn5iY -KNuSk5NlG9eyp6Sk6O/4HK/eMzmAj4MHDxoAYlB+4sSJZlDeBNBnGkDJ6tiy -cz/HxdOv4vzJxqgoagFL0Tuwl7WEraxlsig2LWKSYC1tIY/WsJS8C2dlW3jt -beF3tVNgqnVLwJSsd3/vgYoNqSjakIHK7eNg2zUBrj2T4N47ORbuPZMS+S6G -dWenoHJNf1Rv7n3joEqE98JhlO2citLNY2DbMVYpRp69k6JOES+nmKw6zVcp -FeyKitG1I/sGu+hJ1pOVZBuf49T72NhYckrecVu8YhZ7ICQlJXH1drTyxDA8 -Vx+a7DLZ9VllV4p+7K/l2E7y6ApHhUxFSyps5ZnwOsYj6J0cE4vqwBQ5vto/ -GWHtIdv4nKJt8+Ug4BkLl3W4HNcHlQI4a2krAVwbAk72FcQl3hLC1b5EqN3j -EM5bgKrD8+E+vBiuo2vgPr4eodNsz7cDuLCTlXLO74jjWw528X04toxE9aZe -N4K719U1J4HlKYI+D9ylp+Au3A3n8Y0InNyE8OnNPMI4j4x5YRd8R5YI87p/ -fA7AdNh3T8WSnEGXK2ss2PP9739fmYAJbGQg25iAzgSj3bt3y3m0bSwQ9Pjj -j6tt0bQzQ/gm7T7rtKsXRbt2PFJgRPWrg7xvD6eli9CrN6xlqbBXpMPnIv1y -SLcEhKrGC/F8E1hC0DsWVc4Rss8AoVxnWIpby7GtUeV4VyNd3C0hXd0oOGWr -blPCB70X32zVrZS9+JwfLoE9dwV8BRvYsVTrVkoIsZvzue1wbE4l8G6Adw3V -lXMtTDVCwYBY2OfhOncY9qPr4M5bheCJdcDpTWyIqp9lmzB44cfi7iMJBAbp -uMD5xRdfVO+Mbc8++6wiYPS2p59+WiWSw/Szm6QzSfcRP3uEdPLF5FiiqZ3g -q8rRTh7dBXU9BHWD5XeaQp3fPY5KnS8nnrCT/1OoKke0u4nCu3HyYZZod4Pk -AOFdSdvLzddo1N00d9ol0mnt6utEmo9WH56FUO4ceA/Nh+vwUtgPE3jrETy1 -SUHOqWl1NwC5JuqiaynABezFcBUVwFGwHa5j6xTgQqc3w5d7Tahd1aHPEjzM -4Ixm1/PPP6/W3VzOsy1btpg8M3lm8uyaPEtSx6bIczulwfld7YVGHQVl3WEv -HyKUGgm3LUuoNV72DfvGy8yu9k+Qxzilvbltw0V7o6bXFrayVvA5WgrVet0i -eiXVaJ08ByGhl/fgHLgOLYBTFKjK9UPpcrsBWr2pm6DhcAgBrxOu4gK4Tu1C -5d45BqGuGBO4KqJYEfbvf/97DRz99re/VUmZ0dtYBcfoLxWNKDMOaSLqehH1 -bPkjLIhdR9WWiVe1sbl3h6r7ClG11bGJHzEwrWW9UFmWlSKsIptsFROERBNk -8ziUF6XifGFfFJ1LlXNEm4yH4O1GFH1OoehzPJWgyJv98xtFUe2Ib12sxty5 -sK8beIPoaa4uKl5Zg57ifFSt6foJlh8bPOGau9/97nc1GPPzn/8cM2bMiJyH -29h/6Sc/+QnZE2OGH03uXD934jTuVDXECxefEPvmhZLHY7TC0v+v/Ak+5N7h -cwJ+d/G7eNf2Ojp6GuG9qsasNxhT+z6hUXQVao+tOey2bXKOUMgv29ifPBwO -oro6EDNbVywCJXmw9H4IlV3jYe2RDGefOvKoy9+iyDh61xGyWXvWhiXjN/DN -+BtCM/6PEALm/C3l+mlUJ8KXuXCsH3ijcUfjH1FVdsrA0BW1nusLKLKg/1NP -PaXKDsTqfwYuH96wYYMq7s+qCOx2kpOTQ5UnxigEyFpXP/zhD1nrqoa/ncuL -zeiiiaYroUlTclLQyfsGula8jcEXO2N8RSqybYNVVeix/qEY5x+G8f5hMtHG -+YbJvZjjH450dz8MtHbEe5VN0K6iAdq7G6CT7w25XwVWSfcZq+hWclvleMeu -mFXqWJnI1WEEneVwHNsAx/ZMWFd2g2eFGIBrOqF6Y3eB2cYe8Qht7CF/XHmJ -8OZe8K5oC+f8JnBM+Rtck/+C4PS/CJz+SlaxWP1dBitDafLsnw77nqlYOuGy -SGAdVQrqgQcewIcffqiWr7AgMxUkGnEslpeRkaFKkbI63qZNmwxQsTsIO2le -nkNqBgZNUF0NVPX0Ynltq/6DRdYZCIQDKKo6j72O7ZhmzcJY6zBkewcLqIZj -sl4QOZb1kOWYScE0VYt5SigdEwMjkVHVD0NsndGzsiXaVzRCO3t9dPS+odgV -fx+za21kdlWL/mWDt3AHXEdXw7FhIFxruiO4XmiwpQ+wrS8Vj239Ypmczka4 -QhVsFyxs64/Q5t4IrnoXrkXN4Zj5CpxT/qpAFprxYvxdx7BampvpiuG9BCxb -tox5pSqZQXd5630xE9TaYS6nYUs5VtgTJUpv/FGzcv03rrAtOYpppsvcZNq1 -mRaHtt5XscSqOVli9buFfCsJXsB+5y6sti3CBOtIjPEOwdgqFnwfyaLvMuCk -4CihBKu+TxW2TQqMwnjfcAx3dVNs6yBs62CXh6ch3vMpO5JnvC/ZtlE3lEIB -H4KlR+HKWwmncM25ob9wrYvSxBIVJ+oqjGH7AOFTHwTWd4NrcXO4Zr0Cu+hl -vmn/d8mGnH23cOwq7vIEVFRUqCU5/M0S7Ww6ZyCMheFZJY92IjMW7Ha7XgZB -NZ9UGQtjxoxRhTzZdoiurtOnT+tjJ6uVgywXynLvRpsNnofLgubOnZvMFzFa -UNHQ3GIvGz47O/sjw5tV4k06flI6GrcmUx5Z+vND5z6ssQsdK0eqovFjqgZj -YmhkHBEplz9RgVLBUjXkmBQehQmBEUhz98FAW0d0qmyMdpYG6owd/A3RxfIm -oXi/MHGLPhurg34E3Va4TmyD6/3xsK/tDd8aruPpppjYh3rSNl3F29pH2apV -K9rAPb+xUu/ck/4I+4Lm5OBdhsHv6HcFXV9s/Msq7ayw17hxY2FRw4YNOUNa -tlTNLbRTQCVX0Dh95ZVXVIc1NvHlD61S1sljuXhW4pPfiewRJHDiritWrIDx -w9NlZmZe9XTGmuvobkIm6kzU3QjqjMrc/pAfF8XQ3ePYhqnWrBRMso4WAk6x -ZmCqLRMTK9OQUT4AQ851Rd+Sd9GvpB28Yc/9grDtkXl0uck6QMAmhmusPA2S -HZybBsO5cTBsggrLko4oW8QllnchrGpFGlCwdif1r3379illiV14WEOPZT9P -nDihsaq2Ag2r4bEzL1U8/rD1JK1TAoilPtlvMi0tTf4O7PhTT/GNbn/jh4ms -xinHjh2rTklIsQcGT0lonTx5MppXZiLF7ebVI0u9IkUeWcF2fd9YEcQ3lquH -3Od81rctdH4ChiUqhn1vsRVfXhbE11eEZCw+gilRQz+y0HELcVZH/+PRrg0I -0uTBlYbyHI+gbAtVh9Rn/rCvxX3Crvd5bF2Eg1psMwjH7imoFjv07vDrXyEZ -4ts6bVlh2GgVxsQGtrY0WnuzjCfrqRMnNO8uRSnjVe+wM2fOKFUqHA7H6jcf -8yOM0uu0BnWNS7V7FFGmu83UD0c3ejQyJUMMSePELPZunJgMu7wqu5mBcXuA -VUuR4TEB1u/W2PGv1SV4bX0Zmmy1ofF2J5ru9KCJwKfJDncCGu9wkxjy9g+r -K/HNFcEb5FayoKEas0+6MWBfJRqtu4j/rC9H/S12jozGO92xNc6zSy5pVaWM -HbpFEBt8n5ApTz/WsWcqgXSVejN3NDNiQnRmxLd1vlBlIRlat26NixcvGh1p -WMeTm4ksQVCKDgz6vKgg8UFlyWKx6M6neGUQ8pA2bdqQVsZIXMtNvrDDV0VF -RXRlT6pTXq/XxMstxkttNWcfF7w0kTnb+mA12n0QQLf9bgw/7EbqYSfGFAQx -7lQ1xp+hw3HcacRi7GkONumsAGSXR3Sa61eQ6utKLoXQUWsAq8+6MTbPiexj -VUjLDyH7ZDVH52l4udp5zoHcodZkguYeA010VoOjZlaDQZmpU6cqJxDrl4v+ -YbChsLBQdWmgFiP6Roqu3PDGoXnFzTSlaIqdPXs2UT+KyVwcjF2towajdWWo -RHl5eWaF89sPmroR0DR6P4DmwoS3xGB+S37L/EXzfSG02+NGd5nAQw7YMeqI -BxkFQQFO5ik1XiGUYnMjrGmkvgfb8oVx0enHrotOjD/qwsgPHRh2NICR+WEZ -P+OUTho02u4yGXMPMubKWQff1o+mKkIiZGZmRtq2MKzGFgpUSdavX19LZwuz -Phl9Iyn4Ed3VR44cMdw09PJwpDFjxkRGognG3bj7xo0bzdrktx8s8ZeDJZ4T -NZZ4ET23+f4QOn7gR8e9Lgw44MCIXA/GngyiqRhPApPrZUkT/V8ZFNu52BPC -7iI3lhW6kH7YjqGHvUg/ETT5cY/y4yOe4yf0yc3cSmaAc9JPmzbNmPMul0s5 -j2m5LF++vI5u/+zatUvZN4bFxDoscfohDNAzN4CHzJw50xiJ/uXu3burzStW -rDDVkqvRo7IicLvokXSJHgl4e38Yrfb50XW/C69vrMQj1+lTsVWFYt7S7wuf -MOOwxY81Yuo03GShL9hExL2OCKM5HM0R8sBmsyk/Kxd+fEGf3UziYZEmzu7Z -s2cbk55NBxhc4uZ58+YZI7EhOjUJIyS1Z8+eiKOXjTiNQ+bOnRs9Eps2cbPY -RPH6SMQHG6tQneH1CcZEufH76fv3BwKwrNtioOQmkuTC0EyOHvOfqDOVL15t -0OSOwyQ+ApMSkd2BgP8VdaFxfIktMo+FKZHDbyJPaqk5naisnXcOAX/a4MbX -llQx8ERtobYeEvraEj+eXmlHi0MGTeIjNClzeBHw+5vxgmNVdCAe1aGAqlmR -ddiGrywLfixQHPhN0bfwK+8X5fv80vXfsu1XpV9Fe5YHCDSNiabJworpcrZA -zCDj7+MPILW8J4kSc7ub/toqN8pVGDdVHF+jorgXiXLZsdE0iY/QxGbdzmNy -jcPlnrS9P/mmRoXiI0BxFp/kGd6OmgCuomsulNUKBCTosaFLj6gYkWab1FGA -Yd2QVq1aqYWzrAD3jW98A9/85jfx4x//WPXxZeNK1hERCBld4LhExFA8Zs2a -lXBloGj9zmspnwt7xpFBVGX0oPS1SEb/i06yeN2MYrcVLkNhBiKXptAxLHRL -4Ady1JH84/hw8kycfeiHNxFBtvqtkd9rCHKPH5O7RT9TQT4+zJqIcw/+4G5B -0HAiyI3du/KQl3fkFXWhcTien4vZkwvQ/G+hW4Gg2ooCScrp8vouP/6xqgSv -ri3G65usaLTNiSY7PSJqmux0J9HPGsNnF5rtcOKt7Q403R1AM6GJDEEgxdSK -gtNbss/7B48g78iRt/WvcuJoLvpvPomvrai+tpaThDc/CKD+sSF4q7A+2pS/ -jFblr6CdrT7a2xqI4dbe2kBmRgdrQ7So/DfaVzRER9sbzK3WFr0ZC3Tb+epj -QsFoHM/NF2Jp11CQexI9ClrhF4p2t49YPmdL5B+bhdzc4/o9yFDpCZw63laO -+uHHEqvK0RLHj86TY47l6ocfzjuGC+szhBpXKlX5aYgV+GAqju/fity8vLf1 -+ZKbdxRH96yHb223qxErUY2QqAWOFqRh5aQhWD1liPp9KYBkrMhgYJuAEFDF -qCq9MVpdXr3OOOvzapvj8OSTT6r1a2xAWTfK/qJXmPbX9OnTDeywdblhfy1e -vPgB3U6iAkU60v5KTU1VSTvRFpzgKCbahGMyDvcVqkZrTkzvZsIhzyKYVMVW -wgTMxu23wgC7OCxLneBV/TSVy9bdjQZYeWlV5BK3rXXdSgNMw0MtRatWB6rR -cV8Vdl10YVq+G+OPOjE6P4j0ghDGaGGiBBUlqsWXyDoJjMoPofcBDzrsceFN -4debOz1oKuB5S+NX0mWWmsXtFytA+2IcXXQpIy52JXbVVYenoAW1uX0BTCv8 -ANvcq5gqiCmudOT4RmBaOAPTw5nCqenhrDhMD2XK5U0PZWFqKAMT/SOR7u6P -QdZO6GSJWs1b9QaxlhyliC2unKkubLB+eSMtve+YWeewba5xm1pKet+QWeew -7xSzTjvWruXl3CKzzlN2OvIP9ZScuKZZZ+hf3v3T4dw7DS558HdUlEqLYD9E -R4/St7g47ac//Sk6d+5MJqmiSAcPHlT0ycvLU6l+q1evxrhx45QfmRV5WZ78 -29/+NrcbraIMX3JWVlYEShaLRWlfhJLsavT7Ff1MKWQczVDImNaju6Iv92lz -13Xr1pm+pLvAE63Roo6uK7nh9AURqhZ9OhjCoVIPVp52IeOwA0MPezD8WBCj -hV8ZpwRpGSeJtKxCMPyF9BNhDDniR7d9LjTfISrZNgeaiFr25r4wh46/gr/a -cGzkHHN9HNI0a7M2Gu4OY16+aoiIQNiPYt8F7HPswHRrtlrum+UdxLoEailc -gloKl6Iv8x2tqJbpG4Chti7oVdkKHSpEVXM3ZEmVmBrrfE131W1L74m7PCKW -qGs5tM3q1aun9Ceuu+Uitlr6ZzQMmazDzx588EGCJqaOThhm/HH7oEGDomPr -7MtLhxXBc+DAAUP3IxDXrl2r3OAJOn6YrMg1H9xVX7SBCRMmqFH1iH2MMezp -06cj+wpgzcjaXcOzS6Sp9Ab0/1eyirLnWvzYU+RCTp5Di7LnBZBWEEb6JaaR -Z+RaumweeiyEHh+40V5X1aJMzVhla8YZPFPnaH6jTItDo90hzMl36AdCD+EF -URoswgHnbqy1L8EE66jIUt+JNZb6plxa6hvUlvoOs3VDb2trjW+2RpfMURmd -S311vMUMMdF2uzzxBi8YYmOsn9UF1q9f/3l9MwHHYgM0GP1+fy19M9U26llt -27ZFcXGxMYiRp8j4XVFRUbK+mfnPr7/+uvKkiUkZr99JFy5cUBYnEcXoH382 -bdqkRmBWdUlJSeTyjBPSrSbbTZzdpTjT9P0kBAVnpd4Q9hS7MeGoC1m5Dow4 -GkDqsaCIs/STHFSwRnVN8SyDpqcwrddBr/DMg2bbnWi2y4sme0N4c4eC2A3r -ZDX5pV1ZInyhKuS6PsA6h7CrchQyHQO5EDeR8JLxai6+TVVlpbTFt03U4tt2 -nvpo5X4Zi60zTUzdbkzFqSAhXWJs7/lQ1DYqVcKTGANQAiUFJzJj3rx5cbp+ -xl0NTzxX+TO2Z1CK6OF2ak2HDh0yKLVo0aLIwjUqVfzhihEyjuSaP39+jDE8 -owxGXGDUqFFq+GhUnTx58rpQVfKVn/IhfwY+x6NU3p/58lOfGFXL1uFs3W9z -GPlrc8g4FMuQn21UGTr7RyzKXIf8g7KPOAQZzK0eIw+GCYfvr0DPHcXotMMC -uy904zZiTR4Zd6ovXIW8qkPY79hFW1GUJmu6nHmqNRPTbFmYVDEa2eWDMex8 -d/S82Apr7ItN7tym1WY1Iomf14dgSgBTA/jui/p/kqE6koY+JvqbaKixyhz9 -TGQHF8QKUrRpX0cVn2Ozcx7SoUMHVSqTyhDxMmfOHEUgIoQlUXw+X6x+FgYD -jbMwh5tnobudpp9xFqGMkW9prDLbt2/fFYGjzfpERYJjX/8Zjj/xDPIfexqn -vv0sTj7xTCxOPv5MEk48/oz8ieU9jn7zl58MQILd9dtw9L9/hGNf+ylOfOs3 -MvLTMWr8ZDW+QO/xZ3D8qz/5DNNIxZDrIhAKUxmXeyws95i8Y+2QT0kaw2lK -y00taA0HtJJN8p9Ri1lle5gFIsN0r4VMvNyedWML0rCsxrox7f+UrJQUw2T6 -wx/+gD//+c9q5QVLF3m93od0HDAIx0AdkWBggQgwVs6zB4GAqpa+O3HAhWL8 -mLtzcQgP4XvqMTTOSktLDTOfuZUshHml0Zs1a8awn+4R01SbAwcOqHjf1UlT -R3DxFE7+5A8obt0dF7sOwvmew1A+OAOVQ7NgHzYGTnk4hvKRDfvQ7Di+kL+W -I3U8ipp3xpkvPXnj8KmNaplMnsNHYdmxB0VjpqJkSCYsfUbCOjADziHZ6mw8 -q107mTzL1Q/Lxskf/D8U//dPPqM8MiDwCZlj1OA3GXKrVBTvB9MvD7YZVQuY -vfijH/1IpQYk6AkC7EpChYF7GGXVGKPnGlIqEIycMShHnYPVIw0YcYk7lY2h -Q4eqz7mmnZYTF3rI8QlRQzFud6WhokuoXSuWpk20L6DoyzKxf/g/sDdpD1vj -9rC80Q4lLbqiuENfFPUbiVKZwLaR4+EalQP3qAlwj8yBSz3Gw50+GSUtuxms -iLleWNTXvy61O1+5BdbdH6B8wiwUj85B5eBM2AdnwZ06PpYnk7+pcTrnqPHq -Uk1OmJy4yzhx5WVdtXUThJ6Kn/3sZyq+zvnKaDhziDjN//nPf6J27doq7k7d -Q0yQL0QZP4xxMUXzQd2AVVPG51O5kqJvpFxhV2Pbx7lrI7NVJ4CtaQexEzh/ -6sHW6F3YhASVjduholUPFLXqjqIeQ1HUfxQqR4yFY8Q4RQLP6EnRBLheADTS -/zBgxncgAAc1hlUbUSyzvHTAaNEW0uEaPpYQgHNkZNabk96c9HfRpP+I31Sb -74nKUHj11VdhtVq5RYWP5b2xQoLlIjj9OeU3bNgQXeb+Rudrgrr1a8PK+SqP -Sj7e7ISSNj1RLAr/xb6psMoEuvgJpHRTXUpzgnrz8mHbcwClOTNRJvO/Uibo -CU1lNyelOSnv5klZSz+QebKclAxcxBo3zvbtLOOp3hnbGBxNSkriAoWYTzM1 -k9UESNamZsN3YTWUa7HHC//VDGf/68c3IjKNFXrhUEh05gqlM5/41f+h+L+e -MpVhcwreE1OQETn62S6fbtSHo7dRm2WDvQYNGtSYgteK6F1pCmoTIEHZthf+ -9DpOPvQDXPjSj3D+i0/KRZ6T53icffAHyP/uczJfOlDjrXuFqWd878L/9zKK -v/Tjj+Q1XNeUS1RT7u2XbGjxj6A8Qtrvl4IpeOelgBzS4qUA3vqb8xPMvkRs -We1Cg995ZaSgenDod4yhE9H87340e9HKs0WfuZZ+5rf+akd6Hx8mRuZkvJqT -35trxcOrgvjGylAsV/6lqIom8fjGigC+scCOBjt9aH7QnJv30ty8RszNmKXn -z5/Hc889x9+RGblz505VzVp7pz2/9NJLKnOI757Xt11fGOxKszRFCcjyV5rj -1O//g7y/N8apfzbDmZffxoXXW+Fi/da42KBNTBIuyHOiPLfGhYZtcE7m2cWG -bVEmn1c0bBvLKZxyhSlspOMxklj4wr85jW9casoU/nc13q1vRWpPG4Z2K0J6 -/0pkDnTEInuQJ4mL5eS4MYPd6N/Oipb/vNF5nIyi8wEsmu6ScUswum8ZRvay -IXOAW+2XNcidrE7BE7nkYyuGdS9CmvzO6O/gFcgunhhtnwR578LEkS55Z0dm -fw/GDGIQnqdOwng5dZtMNxosKMGryy/i9c1WvLHNgaa72Amw2U6eo9lOF97a -IY/tdjTd7UfTPYHIsroUc8bfOzM+Ogy2R4XBBkWFwbRJn6QWn7GfEZtHMv2P -UXN6nVm+3kiqoVeb3unoCU+xzCUl145G1ZzwdXWjle5me7NOKJKZVr5mM+zb -dqM0azLKMyapCJU7bSK86ZPhyZgs1+BJnyxnkNfwjJ4I54hxyktU/N4AXBSD -96wAoURAUSF4UBRIvFUUqIPWQoGubzowZTQwLb0aM7K8mD3ejcUzHFg5z4N1 -i4PYsBTYKA/5HYcNS3jWLSsgAKCQvn4wvK7/e1jj3GkP4uQxDzatdMlpnFg+ -O4A1C1hhVxufp5RXxrslPG69vF+3uFr292L5HDeWznJgxVwv1i4MakckqB2T -ZQOwal4Y8yb6MWOMC2OGOEgcYgPjhoST1LWlYMpQIGdwCAsX2XG4wovpBW7k -cJ3b8SDS80MYU6gU+tNQVdDk7mKtsnTR2tIuW+nGIq1Eir7SLdEkyr1DFEOH -qPpgBlz7agTFDA8Yy67q62Xx9a9/HY8++iiTbwzVYe/evfjlL39Jylx3l8cr -kUQzlOsqV3XRqy3gOXOORyIcDMJvscImRnLppNkoFgBY+qfBPjgTbrquU8dz -Ya0819bc2EIaeQf7oAyUdh6Iora9cE7Uiwuvt1SqhVVzhyse3BKoxCuo6CRA -zlDEYvxQTRsPY2p6ADOyXVgw2YHF091YPT8gj5Cas2sWaJN+/DAPwXK9XGmo -KxzhUBh2Wxj5eW7sF4m/Yq5dGOHHslk8hUxLGV9msXGm1fPDWDHHjyUzXKKn -OLBkphsr5wYUOWSfBO4Ui3WLiB7uu3i6RpOxQ0QRGWQXpcSPsYPDop7wkuog -a0AYG5c7tP+Z/AEDIoUOl3mw+owLmbkODDvsxvBjgautNRtdEEafw3702O/C -O8Zas/f9xlqzOBMq9w5UPuI0MEqVMbOG3nK2tiZO0tPTIyYIF9yz5RjffRpf -XaQwh84R94nCGCMlmRktQasN9r0HUbluC4rTcmAZkqnHqMaRJzpL6kZYwt+O -4WNR2Ws4it7thfNvtMXFRm1Rrpkp6jxWjSGRP9Cn4kdcND/kQE6v2kQIXwlP -wpgwIoDJo10i4F1YOJWKig/rF4eQM/zGNJImukYSDIRQeMKD/buEGvOoVYh2 -MUNRIyZR44AQQXGgWpgRUMxYrHOD74UPMWqfeAWZFAWZdYs10BAoc3I86oov -WTAssapdEcGxfpk2J41FXczfy6v0Y1+RWD5HHRjFxap5flE91KKueAWPesgU -lmQJPLK5sOtENYYdD6OHaCbv7HKpGiLNomuIHIyQwwTHvQIOIyWXJo3RdjW6 -HMeePXuwcuVKrmwyOGK0MLwVHEnWVaJwIAhnXj4q125BiTCkbKRYMAPSkwgS -ej9ENbENykTlgNEo7TEM51r3wOkGrVD477dQ/LfGuDAw7VagIll3CeToqJg0 -Mix2jQczx7mQ3s+CFv+4fjS8qX/TUDAMq8WP47kurFvqUEaHaAJJWDozICdc -OjMo+kWI72SzD/Mm2TFnghWzcyqwYIo7We2WIuZNUNtlmg/TszyYlGZFWl8L -0vo4kdrdj9WL7PrfVqxX+TeXV4Wxt8SNScecyD5ix4ijfgw/GpTrGX6Uro8R -okekipnCaspDjvjQeY8drXbY0GBjJepv86DhFgcs5jy/9+Y5M+G4bojv/h41 -eW80WnClyVtbPzZiUOw5ILeSbd8hua3s+w/BceAw38G+ax9sazbDefDIOzpq -1CR97p8oeehJrgKqjZIvq9VFX/4pCv/7KZTKPLVf/zzVXHcJap5SrLM416AO -LrT4J9vvtH0ZtdHmZR7U6p9A56ZXn6SGuULN32ENoyDPI9/yxFH6DOldkFdi -DThRmO9DgWytpT5LxMnjbpw67pH9ncg75MIH77tx/rSvto5Xpb2zeKho7++f -s2HfRaf84T8o4aFc63NAHhTMW4p82HzODV+o2pxpd+lMu0aMwJhzs2bNUv5/ -l8sVmXP0/bNAwo34/q8054bot1Thy2+j4DvP4ejDP8MJLpV54hmuY/n2s7L/ -iSee5Sv1LkE9x6slNQysl4qSbWnQpkYs4OOmlxb2SsTEEcDQ97xo8W8r2r5m -RatXLHj3dUcs2tV3JsuTQ87W9jUHur9TEXGPGYb65TNNqRM/MW/yu/Mmv7Zb -3OihTRc4jU4meDPburCwMOavUTLmRl3fV7/fk1EtCqKvtByVIkuKx03HxSEZ -KO+TCuugDDiHZifBMWyMnIh2pX2g4afqiXON2qhbvjzKT5V4nbd9Xd1QVFJl -SBjjh1uxZY0Vy+faRBVzYpHoXivmhLFybrWYZPKYS9/NSnlOUu/nTwxg5lg3 -xg51IHOAQ259P8YNCclVmtPh3poO0T5dd02frtFYmwVyOBeMB0vuMJuD271e -719ust003JgW9L9U2mDfdxDlE2ejOH2CWiTAaeEaMU4tEohT/pdaaqUAo0Yu -3f9S2n2oPkfof2lj+HKVaIi9zjlST58j6l4e4GV5dzEtq3HhTEApSxuWi4Uz -24ElYsqsnBtSzgzl14gz/Bqimq5bpDlPl80MY9Y4D8YNdSF7kEM5RBmZTTQn -zD02Ya5ijsSrwseMlLJ4yle/+lWjZugvfvELVaWAWRUP6+eg24GlYPjuG/o2 -JvazGqh289/cKTVSHVsLYLF1Oa/zyHFUitVCl2aNtPsR4xkiiXg19WU/jLlW -DmDMtT/ON+uAc5diruo0tuuaSfpNPsCDijLWuda+aDjMAKeYI0c92LjChVXz -HVg2y688AKvna5EFPRDBuRTxEU7wYEq6W3QxBzL6R/SxWHM63R/TKUl1XGOp -JP6wzSubpv3+979nWV7BrFam90tf+pJak8964jJ//ks/lFOJdUbS09NVYV3W -seThBQUFkeH5+ZQpU1Tdb8MLyD5JM2fOlKnGMrxxqhQAV/nxiFj9fmVqP49h -B25GIagc5uTkqJW54XA4erHuzZi56frlctZ6jxbAJsKwlCvmjMDm0Gx2ch4x -TuYIF814Rk6Ac/g4OGS6lr43AEVteuB8w9Yofb0lev4zn1P0emdooiGHxcIP -hcI4c0qseTH+V85zYNF03ek/j178+TLvIo7/FKUgzpsYxMwxHowd4pT56ZRB -Axg3OCzKoteclPfqpIxThTBYPFZ7pz3v379frVd97LHHYgyh98wzz6hG0EVF -RXqnkRTlgudiVS6DZ0ohJy7XuTMJmLU4Nm7cqId0aqkZ+8orr6heI3pnaFVs -iCUcjaX1clwik/jlb8pdV6xYAeOHHgmujeWuPBWX0vMQvubyek58mfTRre1v -htMwSx2boGmuFmu05irzqCRjokzkksxJKM2eon4Xjc7BqT7D0O0/hWj98vXL -zkhNHZmV0droyvmsprNqASvrrF7gwJpFTqxZ7BSZaseSWTbMHFciQtOBCaMq -YasMmpPw5kxCbKk5Cf3rut9ib5xRe55TY+HChWotab169Qyx+JWvfEXd+gsW -LGCFic/rk4o1c4zCEvTXcTKz8iBraXFSchKKzNLmdW01f1m+giUrWKeCP1Ra -ucjNKNXFKl9adWhG5+spRZeuEUNoG7WeWcZr2bJlqt4qecExWD2Dk3LRokXR -xXRuhidxrAEoXd8Nh0LyhfgcJ5vC6NvGgVb/uv4JZ9R2obLKSScP+XuGVBUZ -o1IRA478jD8/NefUJ5pTiXwJy7ohqFjRE/a1feFcx0e/FDjW8iiHvK1c2RPO -7ZkIfjgrlguva99EZ+DSGs5AoxgVFTnesWLKRSQcJ5P+E+mzxSoOTIznHU8R -w8J0sfpnrHxudNGj7sja78a6UObcsjIVO1HIduMQThajuTDVTJvNFimjx3Rc -o2DMrl27jNJ41GQ5Oq+Ahfm45i26NB6nvOzzqSaXcXcyNfVGJ5L6e71kzo4b -nB2aGElG1cFZcHwwF9ZDy+A4ug6+46sQOrke1ac3obpwk5gJhZtkEgVPrIPr -8GK4PpgF++7JqNo/BcFDM9RsSb4JEsl3gL7C6XSdGxJJK1OQqG4wKnRf+MIX -8L//+7+s/c9pYXR6oqFmFJgV3dCoO8vSbEY9WpkEKfrdzGQN3vyUNpwA8lGk -PjixyzIKXMVJCRVdlZsVWChxOKSMcb1lbM0JcNdOgHr6BECu3NGHliLor4Kr -tBDOU+/DLhOh6vhqBE+ulzv87Ba5TpzdCpzZcunB9+e2yeutCJ/aiKojS+E6 -tECd2bVnMgIHpqH68CzOD5o6N89uqqdPC5YyZeMgLq/6zne+o+oRip70kH7D -Ulhw1lxWtN6oLs85IDev0V2e2gaTI6nHEfQUK6dOnTL8kPyY1gzTnQoKCozN -FA3U9Hge0bHMSXGfTAqRDYdnwnFoiUo84Y/SRoM+VFWcgeviMZkgG1CVvw6B -grVKUnCOJHBeqJmyTc2O8OnNCOavjswK596pUbNiDmcGz3ZzvQns5HfixInI -nUNHF9v1rV+/XgWYuHiAHnX610R/0guBXuqWfnlfmqhu6UZ6CtcjUIfi5nbt -2lE+1ejcZfTdSktLM2fEfTIj4qJnRKStRzgcQpW1BK6iY3Ac3wjn8Q3ajChU -M4KzgEfKrKhrvNdlxhalY7kPL4Fzv4y7Zwp8+6cidGiGslb8N2c21Fblbdn1 -xPghw+lhZgoCLXpqQaxbIdM75ktXuIWjms9FN/8Ws9vIqKfnjioWJ0PLli2x -Y8eOGKNvCucPvW38TK7kWp2ZHJt33tBk8Jw8HTNbP1afCGoa1L6OyWApD5iT -QZ8MLuf7n2YyAIjkJNMxEhIdyl12Gq5Tu3VjYnUyTQdW/jnJubEOfrEvnAfn -w7Z3Fiw7cmDfPgZV5WeMW91XXvhJbvVkpb2w5iqDMn/729/w0EMPqducJQ/P -nz//5SiV5WN6U4sZbljfousop6/hytq5c2eM0dqejqVJkyYpSRLVSYNLSDit -9KkV3WGRbdI4u+jxYjPjRGU3yzX5/ahYtQEnUr6F81/4YR2jmsRDP0DBd38L -e9Ma1SSMKWDNOy63IEdg8LcKfVrbr1seFF1wxajutn/XL8FPI/9DKx5cWIWv -Lw/WUdUZ4vDIAhsave9n1ZSY6Ckw86iVh8TM1M/v9/kx4g61SrZaNshV+GP+ -E/lb+FFe1PNjWiVfmgJWy1aZAtqxeo/k650CtoOLUKVcHzw8UZ3aHwip6nn/ -v73zALOrKvf+cfpMZghYEQt2ERQRFK8FpFhQsQKPolf0fmK59OolKCAhhBYI -EDAJJYYaDQgmlAiEJlVCT6UTAkkmU8+0ZIYk63t/a6//Pmt2zrTMgORezvOc -SWbN2nuVt5f1rq72Vtf68hLXtHRRpWt6aZGhqP2X/9l3sWtetsQ1v7TENby4 -0DU+96jraG34bZhE3vSrwVze18/lyeWBJklnJr2Ge0f32Wcfn15jg2wVcHUo -lySX+/uuKH4u5yuhz8SvVOutbdQrWD33i+IDxnUFn4ci8SmpVnFHR8egbkyu -dvMXLXTz7/qnW3zwcW7xAYe6Z/f9lXvRUP+Vn5GCc7h7+eeH27ba/6ji8PPD -fAWHzDHLGk81ZZ5qlu9/kHvyH7fZaxddGa6ZnT//SXfcr+uNWPojnHB/sRHO -/fcucAsWznc8/l3/jgq3ZMGTbsajS92vb1/pDrxjlfvPO1vc//tnW4n71f2d -1e5X93XY87++t939mpuejJh++dA6f8tTTSCoXzy03p1/73O8J3flG+Ym3yUb -f5PvopncBKybfJ9csHigm3xTmpp/lVt5/9X29HzrGiBkTHPBosVu4aLFRpL2 -vxL/31L7ucQ46kLfrXCR7yK36MHbBnuRL+7ZGy4Z726adpr/97KJvXM2E5cs -1TaN2efeFylIg72dt85TgBxHhCCVGEA74Q4oA1mhmy4PPPBAoyrrbaMjemTM -eJIpQY6UBD5BZg92Gcpbuf9ZU7DXOrtc+xMLXQtlEP403TVPmOJaVAbh3Esr -fAWEKv8r5TebTjzLvXL4iQkBHXCYq/9JoQRKRUbutD/1rMkdhht64GPVyjU5 -b0x+nx8J86jkpIx7dGWHu3xJh7tgfps7e1GPO//p9Vx0a1sx2V91+xwy/nx/ -+H+dO+nRjuTw/92t7hf3dOrwf1VGSWOOmum/U0njDllm8eMwl6Eqackdssmz -G6GkrbMHx4fHu1Y+MyjZgju2c97l/oJY/p2VTeFMjsqEiEWacKbbXSdNmlT0 -dtc5c+YkAZDRPpAIzkMDAcd9sgwGA84pVCt0N9xaWNlIFUQERnuxjJjNZJMZ -dbYvfto133a3W3Hexa7+nItc8ynn+hL1IRctOWJbQi6aLdhX/zj1fLf8d+Pc -y79S9Y+DCtU/Sl8LQ3zfgPtkwtR3reN0i7v5ea7bavW3ok5YxFmc857pfU79 -meSc+h+jc+r+mucHurN3ov5vM1RGwGrXtasb7VsKqZT+N11hBQNGIBSM2TKP -ukgBhIQ9E4cQoos944RMEk2wnMuD0IivFuVqPj5YDWPHjvX0RdybDzF0ooBY -E8USPLcI81pvM+xuaXUt8x5z9dP/4pafNdk1nDzRtZ6arWGR5D37GhZnT3X5 -8ZNc/f+c6l4+4kSf9xwpVyWhiEWgCD/QlcOlih8HqtDx65tf6HAXPpl35y/o -dGcs9MevjSrO1wHsan/42t9CF24KPh6q6K1r5XSl5pskMXIkIV8OqYsgKcgr -ksBoJiPKkDi9K6uPIJ0uh0RBMhs6vnZy//3394Z6eu1kmS8mp2sn77//ftWT -mzp1qs/CIl1EFynERJC4eKsSUm3Nu/zDj7umuf/0yf8qvtB25mSlPHaS90+t -8DMmu+Y/nOmWH3aCe4mc/5+ZTrT/wW6pGSGG8MOWAD8NuM5545Xt3e6h5e3u -0kXtbmIoNXC24XqFv3Cxxl+2OMnQ/Nxw2eKJj3a6Ix7scL80Bejn93S5H9+z -xl21uFUesTexejhYXZ5Gw7beemtvnqJvywrGZia2ts022/h/SboQlpOeJGeo -2dPKoCAXg6sP48sFheoQBu0EFObNm5f1ImERmNxQVgdHyOD/2BldXV06URwn -G8rRVdCD/ulWnn9JtVsxaVoJaYI2oeWTLnUvTfiTe+bEM9wLh9mrXnhp+BrN -Ado8+2eVaTSPBI3mwvmtxqinLMhzMGVhm5u6IO/+9GSLG/+vBnf83a+4G57N -vzZ4W+bxtvmVHVxPfkdwbpT9+AxyPL+Ddf2c625/rVC3zOUfmObc3OM9uhrm -GYbceZLH3pNCLt+F+G+Gg7395PIpoYErYrbccku34447eqWE1FlFfFFmUDPg -tdTHpd/111+feD5r/JVVoDHq+ZVXXulVdLLs0GmktptRrIvxkAPEjBUTwzhA -30EWmI3s0VtpSkZBSkcCcUFzIgdk1l900UUJQ7efpHlgX3AkUuImTuZ7T2hb -b7oCyL7OU5X9LOE8OkHrpF6HvxjCSHrYCO5r2I+CX5d4qi/VbYIo8bnXEodf -fvazbvnzX+Zb6hqW7Zrj5y7W1X9tH/lZ5tteeW4P19pwiOtqPdQj5qjXBL8r -XOsj17jGG453DbOPd61zTnJthpVJUt0tJ9tUmm8+0bX880LX/egVxHt7J9Vt -BLJvkFR30amRtya5p+it/mDFHnvs4V2em222mc8W4ua0Cy64wHPU2bNnexcj -CE3AF+5KWnlVVZV/Zu+998YvI1OSKu9kl4PUIC9KDaapEl7tdaGoQ41PrCNW -zN/Ulz5wa+iFNAwzbxU8IHkDpA8Z5GU+6bzU15Rnwvl8vleOHVdSch3LE8PF -Yf9592uCqpWGqp92ja/sa/h3vGuuP8U1rjjL5Zsmua78ZLCoa4pxnc7JqDyr -p7jO1rNd66qx1ulI17TiEEOwQzzSlYBuVa8J1iYqYFfzctcWUhjyT97o1iy6 -ya199jbSGErsxx3lPuOtiv/6oFUSpCXr7c9J1puhtGFz9QiwbrwsXb29K9IL -sPZIw95zzz1dRUVFVUgRra2t9ZnZt9xyS3oZGO76uXPn+kv/xowZ4/kwGG9I -k14GhhOGw4R4VPj7CSec4JOHSIswRUK4hnOS8ifTpk0zrjJ9+nRrw32PMpQE -igo4KfX6jYyTtR4nm1fs69Z2He0xorv9aMOKP7iWVb83TDrT/j3X8HOKIeZU -t27NxcbZ11xUagg6FVfSmotocz1dU113x0SXbxzrmlcauq48wt5xqGHnYQm6 -lo8wui4OTMVbLO2NroO0tOceTNLSFpGWdlvIQeN7V5JiMMqnopFesP75Ow2H -57rVC5KUtFZTo1c/fJnrfuTyDVPSRkJvFhMknEPFbtKEv/e973lezPk6ztKA -dYjz559//p1hHFQQHVndIrTxu/wp79jEsK00xbZXO48xzDDAgh7UIzdI2/c4 -l284wVDuLGOPE2CLbnXb5IBmOGAStFu7OkG7tR7t/mRoN9445RjXuPwwe/5g -E+2HJfjCFnYcKazL7T8MjHs6ZZAu5Hm96NqffzDN8+pO8rx8MmSZR7fqXnle -qxfe4Doev9bfa0ieV3eS55Xzgh+2QZ5XAdU2GtN+tEmjRMInqu3nEeCFh97q -/JEG3eNMaI7zWNHefKFb0z4l5zmRyaI1U7gJtfsi+0411LjQBOd4Q4mTPRdq -Xnmwgf9g42qHGVr82tDgjmGhwfNBpPgr4FpWuo7li13b4ttd24KbXfeSOW79 -c3MxLgz8tSGZiaTYO3wyU+eT17l2kpnM8lnj5eTlBvIrXNtj1/0fBnm13+Uq -D+5E/hxlu/17L3+a68809WeCa151aaX9MPO8pWG67W9T/TTXsOIC9/KLZ1if -k9zKZce6luZ7hwNYX8o4eDZebW8oSJRFc21y+cW3Uwxm8R2ubcmd1na7a1lw -q6ufd71b+dC1rnXeDLfqkdnDExExFOWq2HSgWFvg5fDcww1sx5moWmMyD0uw -PLIE15lY6/ZG63Dg9XJ4lrdCjImXKYy1zt8tnvBq+39HR0dainjQToMFM4LT -YHwuA6HYxt50IFTYxCNsw8fYxvSk6ZMbAwA/8RMHuav9W6cx6m8KhtwbaGOF -rrgRuDZ51iWnZtF10xQL/9Zd/V8mYt/cy/8Le1lMaTjxoLz77x+wl6Fe6T59 -1CvtYy/L3ISmE9z2nZu5L655j/vSmveM4j/WvHPHu9z+Tbu7MbaFv+v5r1Gb -6o72EvcLBxT3T/q2Snfuyc3umJ83u4P2baBOpTvqZ23u6APa3FEHUAziqJ9R -ufKI/8y7Ew5qdBeOz9v+rnGTx6/N1Q5iz6vctObz3LdX7uB2X/5Rt9vLH3Ff -W7Wt+/qq7dw3Vn3SvttVum/Ub2cDfHXlNu4Xy7/ljm39L3dk+8/cMat/bkaR -QaNqU4XGINQEn+CX651q8njYN3TMttYe9/Sidjf3hlb396tb3N+md7lZV3Jp -xvoqquMbeGZfvd6Xu59+PmXhWkIpq25fWrRqEACqNsJa73rW97glXU+6f7Re -7/7ceL67qPUsN6ljnJu6+kx3yatn2ziX9PDz0lfPced3jHWntfyP+13jL90x -DQVolQKtsk0VWgXd40pfyXAA3WOh/1nj+VJn+3r33FNd7vGH2t3N17a6WVet -cX+/spviY77aWFrQr8bNCUXIKEZGUb9rp/W4yyZ1hIJ+9u84bjlZW94v4N4X -MGSdWR8r1rzsHmv7l7u65SI3pelMd0GnAa37DHfJ2rNL3LS1E0sBmQ1s/3V/ -XnuuB+BFa85yZ+V/705sOsQdveoX7oiWn7qjOn7mju35hae4nAdiDMJNAoIb -yJNtw4M+DNDV5TXxLTJtHPrW7YVYV+pXXQTmTwWCoYbHSy8A7w6Dd97dNLPd -XX9Ft1FlCu9cWShn5e+zmXPNel+N7qop7W7qWe1u0rhWA+tqz0RL+gX1BwKa -QaP1a5e7+e2PulsCjU7Kj3OTu043UE9wl649277nlHlo1wZIT3QX90xwEzr+ -kJBrwy/d0S0HiFzdkWs3cfBuE8QXARFOOlBfg3MMxN5IElq4cGGalcohTtqI -sVh/3ftBqgaZqaRpkLJx2mmn+QM+XLNuGFI+iBEqiyDKszELz/e4Zxd3uDtu -anOzZ7T6OwlmX7WWkmfl/saTUcIZmox3rHdXT+1KKhMampx/cqcxhR53/h87 -MqjxkTBIz7oe99TqBe6W/N/d9KYL3MVtE4wLnOou6j4LLlAGfhgG2X/dtHXn -+K9xdHdu58lufOux7tim/+cOaj7AXb9s900XFT4eKJMESYCkSl2q2kVYluiv -ATEt8ZApEFYaKI1TW+Qvq66YjrJQJYIsCJQnG6Y0jJjP530krq8RidzF+cvS -a1/wP8s9YXv5sSSVHzCM6/LGO65D/brl723uH9dTiavFXXtZo7tqaoObdl5z -ofqW/3w8vC4rEq5o+pOhyBVNk20SVzZPcVe1TOU3d2HDRHf7sz9wPU2fzkJ8 -dfOOBvEkdaaz4VMG8X3c2q6BIH6iPbeNf6p32s3Or7lm+zH/ilGe2Kgtr3A8 -2VoAE1rmgKtOXEC0isuTDUNcnjQXA2qSp7Klr6LDYQwVFIH2yYjBnUMYFSAz -DDwgRK/88Jxr0vAUn2R4smjI4yXvhbSYRYsWZWtV/etf/8otS2XQ+vSUR03I -4neukHdSAPl24Qn+usET9kBT/Rmus/ETQfsq8/Bd+eJn3LJndnGvPL8LOSW7 -VbtVy75if1u5dBfX+MqPXWfr4e7VjiNK4lSSDeFdZr+fau/5tKtf+mUSVEp4 -V1V4V8Oyr7gVL3zVtTcfQsg0864R0KUfCLr09FSX/ljAfur7EYwE1KQhFSok -JVl5hMGBD7lHcfWklpYWn8xH2Dw9qFLmQ+OgAGAze0lVzVDWp0yZ4iEKpEN9 -T5/kQcIro5Nykh1dp4XAIP5WOOKTsQBc748A3VR/OgCN2GqlZ6v1Sz/vmlYc -41pXjXONK850+cbziHGz3V1TK0jE4M6trqkG3XNcawOJGkf5HIx2n4NxeBLU -pnvHkT5GBazK+4Q+lURXmGUyzzWvmm6TutTeS1D9fBtjMu/qmloeDdrTSUjz -NJvd8Tbw4T6k2dlyaIIMlSPFF3rQ2h/ppbV/LEBRSccghgFZ7J/qrWpeuXJl -pfixURJFgX70ox95MZ8CyoZaunRpmpAcbo1JXwObsNek0iVTj6hYJkUGzJ/q -E8y1QXru7LrbDw1hJVISjrVNJax0RkhrmNxvWsOrPr58rmtrOs2eARhKawjA -KCsC8oPD0teu7XYdbQtdW8tNBvaLDXUmutVt5xOvJJjNIGlAm8EY9NWuP9nL -Tw8oRx6F0n6EcpUxyvnvyKkEAj/5LCqMEyWX63QGCV7G1nWaAi7PCYyC7piI -eBJtoF2ECh/SHngrCiP5vXot9UhUcM3Y+7DAXpqCfU3bYXF+QaWHf5JfMMa1 -1I+N8wuSSLJJXMBiAIm+Ic/A/vVE2QRofu8alx9h7zkMPEh5f64sQCPFhMP8 -NFFpu93qzkWuvfURT/8tqy6wkc/1bzRkYPCpHvP438WBB4B2+cZTXPPKo0I2 -zSGFbJp0rBTyIwH4wuG0Cy+8sOjhNNPMNg+Levnllz3nphkLgQ9MgMdNRdDT -HL1RgRij7xEE7oaZAsD3SIMLMB7nU5fam88z+IZMgTKfQlLn6Wx99yVuvf0L -YLvy54QH2OlD/U53tx/u1q0u0PSRKSjXu7XGytvzD7vWxstcS8M0e55BJgHK -cj9ErceZ9d0Xe3wCyvCPfEOBmXe1Hmb6YchLGS7wPhq2mrygIlVJ4kO3s2bN -Gh0olN4oUkhkdDMgwup02J2K3HFhEw4X0n7DDTcUq1KykUCsDkAsxP4jJr0y -YdKr2y6w73mmjRv3JFGofZJ9L/Dis8N4ZdOKk1z9y0e5+mW/dqteOdpW8Wru -WD8+9eq6zVSA9G42WF1i/c+loJ+9p8q/g3d15SfaeCe7huV/cCuWHuSWv3iA -wfeeXkAZcs0NAWVwxTSSMzm1vojrPffc4488YJPJMkJ1AmCqJsZjM2bMiN8m -PW3mzJlxQQ30Zc5j8CU90fnO6Y9t+WFr6epa7epfGee6UuW3N5yi6H6ZB1Jn -69Fu+bKr3ar6h6vNyJ5n0Gmof9g1rnqUJle/4kHXsOo+e2/HsX6ICj/E6tWv -2neN6+xsdc2NdJ3X++lH/Ld+xTzX1HCPkcZSP8sT/CvK/CtaX1ooSPRb+SEY -PfpGxo9A00dphz5AQ7oo5RtQZJSPT7oofg4+/QBaoPnrX//aX1UHrxNj/qQ/ -PsGPHCUYnnFPLzrWrWnerih0dEJjdf6/3VOL/2KS+DnjcwsXPZWjBsDT/n28 -6X/C+6gJsHDhU75H2m/h0/Zd7Hv4wf/g/1vm5lvjon8NumDAAzMnutmXjHc3 -Xnqa/7dgcWjfcRkWKQ4QV0+67rrrtO/cXU6GOWU10BDQFCjDqnSSuBaT7WaW -ZUE9trnZGjOYDnzRQzKsq2/Tofimex7eckeGC245SG4ufO157Eqf69xt3zXF -lPK+T45LvJrFrRNYVKjGmIN/gKz3339/TmcBJaRjGa9T5SD3rbfeOoJSemR2 -qU9NFd0ShAEDonPEKuHIeh577DFpqtAqSzWTJtU+oVvcmGFnZcfqgHKmNqR0 -VV5sKvCms1Eo6DpGumzZMq2HpHgdOrVdUWo9lhrLZGNsg7RMRBL7dNZZZ6V+ -gPjYqumEejFZ8zIVh2vLvY4bVe79WBzPYvKQEM4heSTAHelB8CQMXW2ZkVh6 -Guzee++VtwwXCZTFI9OnT9euqWZ1qPtWGg2gctW9XB5h61Tp5N+6df34FROX -ao0/ScTS5FPk6A8bhICMfIpJwGiUZ9aSxOyKjsbB+/ED8gjoaMvPyedMoryG -wG/IEPfdd19aVr+I35AoBX7Df+vu9fLKmay8vpdXTk551AY0DlbCrqj8Df8H -w+bMmROOFFR7Zidbmy9Skr5QKhUSCjd8JO9VpfLse+Xsj13vbBvhvjcEwr1q -MpI0t9kF2ah4Frrc3Xff7akSpgUWAG58EnWhj+4QgouhkiEz0L+4ZLIi9EEa -wCqLvadY1Orfui8b8DCpLrocgd8UvJXPPaGeDfsVq43xxlpdsZSCTXqGXU2f -8PUCRvmfpf4MduKxfF1m2K8wKXeNK05xLa9s7drqt7PvJ+27PdHCeuou8vvy -5z/j2hr/G9ek90nVvtbCJU7H6peVm2nftdi1Nk52y5473kz6o92qlw92zSuP -sPke4/INx1baj2OM5vMNv3P5Rg6VHGPLPdS1N3lPa+kG5ytHiNufk+H2MTSw -CItw2h18l0rX093oOtoXuHzTX11rw1TXlZ9EwABHlqkn67un4d26NHiSE3cl -buvTbW2/dw3Lj3Ctqw52HS2H4iYrciJvhHjzlTFvHgQ17OQbqUi1yrvK8823 -+OhIW9NE795Zu3pycJdz6B1XeU0vnyw70Jk/M/hkj/Q+2RCh8Wss+bfR+c5h -ZevXrzVsfNpGZ2V/tpVN8bGfns4L0yBAaeSYlOcwcUwCwlNdi6FnE+iZrMx7 -Drta/YqK5L6+Fqv5gm+s8Ocp1qxe6drzjxt9XWXIxWGriZUsCe3CQEaEozN/ -nk32dAPJSW7lS0e55Ut/4xpfOcDlW24b6Qn3wcR2CV3Wrm0wslloyLWYu9Ds -Z4X9vsR1djxlvy2x/y9yXR3zjLzqhz6x4fGqwmdjrs3ZKGYy9CFj8u4ZMnkP -fbw+89FQXzATODUklQb1hTb8mjWZts7OzqL5aCM/w0QFrfKlEChShn8FIzFc -0uUTIEzJkmFMfRo08BkzZsRZVZidFBTByYMFiHLKVWBUibU1qYQz5iQJG5Rm -YBB0VHRVnMY9PT3Fqv6N/Ipl5eFlYrXK3cEUw6DQ/9kNW7lMYZZGiDiTPMT+ -UMFQ5gsmC29RZhBFTqLuqqYe32GIxaO7DeluoIgvGeyDRwx9Jzw1lEDvb4HY -iyTT4MuVjUY+A8VdmAIxz6gmTE57Am/Ac8LfDW2VTKNL3NhZ9oaIOQYxRi75 -N+wuw4AhUuy5ygrHBcNQIINoOqYhz9BPz6TO6deVO8m9QsIHPihmCb7H7hXw -SZ53nOOFi7zK0jJ+pJ1E6SYkIrJJYMGjjz4qJGFPCDcr3cQ71O2jkj04Bx5+ -+GG5XQitkJfEpEhWsK3u5XaBnRbxFG8kAsHNHr/Ke3xnXzI+m3ohj1xIjhDb -iN1shh1x6oXoChyKUy+oBaetVoRWPuTeaRplHnlw1THE7NmzB+GuG/ri+/RN -4mtlUlw2FaUbqMIjQIycuOA0vqQlS5akle3jdAOcQaIHAGevkZsbLwFsmcEM -3q/nKocQW0+q+Cm2/re//U1FM+Pyln3cnDLy0y8WXY7iLEWjy8mNeDAqESA8 -T8tA1MGgQgm4QUSTN1zGSMdjM/Xck+BTnRc25ELhzUbS6e4neEsoy+GvoMZX -ixiGcYipwIMQB7rp4L777svFYSjknq+C39XltZUH/SnlUv3uf7tviG28T233 -R21AKdtPbdf6n0Cy07UsXTBgcLUsK/82Jp5a6VUjajmBBchv+C4KAwcJVDIf -sUcOMVsOmcAbIX+2nOeRpvwNzpfqUoXgKgIYCFAK1gjkfu/FK/O0AkDvvfde -PMT3Rs1Ug+MCr0wzOhspsZlmnIlE7K35vpAiSzOVgEhQVBtxXdqov/638PiC -RUvc4ofmDj6oeo6bdXESVOXf/oOqtuZ+g6qVfjEoSqiQCqoiGwsSd5TXmlR9 -XSW9Yncx/+JGpYZpeYTX6BvhPL6X7g8GksWZD/D47b7QBghIQI3bcL/CF+M2 -riQMl+EaXidtIEsIvqf9qF6mcjl/GyTHUwQWmYyZo+8GsrlwA5aRe8rC4wSn -KALLxqPiw/xU/TXZ2Zr0EXaVEBOMEkhwnTeCGWFtEq2YMq87wGFM2c0k+pHd -THzi2c0kupLdTDA8u5ls+lA3s08Zj1RWoNZIPA7URvFUyXh4GEspXKRa5sP1 -uknPAKDK+PFVA1AZH1ZCfbhiBuAmu4NcQgWSwShNQSgWaDV9UeFIcAjqhfhT -1tg7glsa2sgCw3oylpkrVhx4E92x5PJfKRqktMbJ5VhY0hgVadXeIQEUWrTF -yFYj45HX8YiRrZo56EATFGxUHxecxfp7Q+wgVxrcdCylVeFbd57EDt5N1dWT -VHQ1+XnHiS7/j5PD1YMz4ktr8XHdeOkGgV6l+6MYYUmi1MDAEQyKwppSp0Av -OgfEyn6h4CKZ2STkAK4MHkHlf/bZZ1M9CmkOp8TEQwcDTUs5fRbQmfhykh6W -LDY2auUpwnbGHnBerUjaAAQgdU5XSSdtWKhxP1I+1FZXpK1Yv7hNwNWztra0 -rTZqAyPjfpx6Ik0g7jdQm56NEU39kOeo3nG/uC3uRx5C3AaM1FZXpC3uB9XF -/dDp1VYbtQnBi7XVDbEfrIrjInG/mLBqo36EgeNnUc/UVlukLe6H9yHbr1gb -nozss2pTP/Qk7Na4X9xWrF9/z+LjEINQv5iRxP3QTuJ+A7XpWbTdbD+Uceg6 -7he3xf2Q63211Y1QP5/aGrXFjLOun360iZnWFWkr1q+/Z9Gxs/1oC7cb9eqn -tmL94jZMrOyzauuvXywoivVTGwfvwqmq9Nm4baB+Ejy1g2yLn1VJy9pBtg32 -WfWLBWPcb11SA7toW91G9FNCRe0g2wb77GD7yf3X3bzMNd9+tmuYM9Y13GiC -/dZxLn/bqa7ttvH+33unHU8I/NZTTYnmb423nunauGX14elu/eNXJvUoVZky -9utO3TBhKXH44EKV/5/buUqQ8zY7lAC80fSsCbPjXBhKgmIHsir5PxquKRGp -5g8Xpy38vQxt1V7L9Rc4x7OVoGFcqHMS/sFE77VhEKz025jY5YCKiURtMdFJ -s4sBUKxNoYdYMKutNmrTEWf1w1hGKYj79dWGkpEdIyv8UWnVpn6ElrL9aENZ -ittwtuKLjZ+N2+J+gDXuhxBWWyyY8XDGbSiAaquL2rJKW9ymfsS+pMj1J/zp -l1XkMKqy/eK2uJ8UtFi4FmvLKmNxm/qhI2eVsbgt7pdVsuI2PUt4IKtkFRP+ -9MsqVH21SaGKhUhWyYKpZhWluC3ul1WU4ra6AfplFaq4Tf1wCGUVoGLCv1g/ -2rLKTtxWrF/cllWAcERlFSDaskpM3FasX9wmhaWuSFt//YoJf/pl2zDGsspJ -3DZQv6wyMVBb/GxWwRioLX42K9Tjtv6EP/2yikPcVtdPP1y/2X60ZZWEgdri -Z7NCPW4bbD/lsa7ON7r2Fc+4lsV3ubYFc9zqxXOo2e/+fvkkXCAv3lXu1r9w -F77PF+9ya5/+h+ucP8u1zbvatZoG0PXQn13Po5fTMTlLhf1v2oA8pJFnVPm3 -wAXZgVMZFx9GPoY5GdvKv8VggR6pJEAYC2OeRHGTD+n9ceAGTnhrt7ZrrrnG -2uiDk4XIQLGYl+Q8vge1aW8ee+yxDeQ3bVlZjY6gttjYycpqdIRibVn5jY6g -tliXkPyOlTnJ79oB2rLyu5icp03yO9YlsjKdtqz8RkfIyu+4Le6XldXAPivT -acvKb3SErPymLSu/47ZYl8g6WIrJ+bgt1iWysjpui/tlZTV6Q7G2rPyO22Jd -Iiur47a4X1Z+x22xLpGV1cXkPG1ZWd1XW1Z+Q2tZ+Q1NZmV13Bb3y8rluK1u -gH5Zp0bcVkym9yfn++qXlfNxW7F+cVtWziNbs3Ketqycj9uK9YvbisnvrJzv -q19WphdrQxZm5XfcNlC/rEwfqC1+NivTB2rrT37HbQP1y8rvuK2un37odtl+ -tGVl+kBt8bNZ+R23DbZfEqpILrNe29niOhuXubbnH3LX/flct8Zkfc9Tt/hb -B5IrUO5Krj+pSy4k4E6KF+7irorkTopHZpjUv8x1zbusYPvPv9pL/RsKHv+v -hFno3C2/Fbt95E1p/KY07qvtTWn8pjTO9ntTGr8pjTd1aZy0VbtZ11/rJXHH -iw+7VrO8uxbfkpXEuezVUOutnfv1Op+4zuUfuty1PTjNrTYxHF14p5MWiFSJ -zy2KtMViNis+acuKylikxmI2KypjkRq3ZcVnLFJjMZt1UMfis5hIjduy4jMW -qbGYzTqoi4lU2gYjPuO2uF9WVBYTqbQNRnzSlhWfcVssZouJ1Kz4jNv6E59x -W9wvKyqLiU/asuIzbotFZVYExm1xv6wIjNti8ZkVgcVEJW1ZEdhX22BEICIm -KwLjttdTBPYl2v4dIhDWnBWBtGUj4HFbsX6vpwiEXWfFWNw2UL+sGBuoLX62 -PzE2HNE2UL+NFW0EB7L9aAufXv36axvss0Mbo8bNtjnHn56OZrd61XOu7el/ -uk6J3Odvr+AmxhIu4EPocg/oM3Pc6gWz3LVTx7/F5R+cXpCsSC2yxQ1zTLLy -s9QfsyODl99qozYKj/BbXZG2ofZjzGJtuLzjZ+O24fSL2yiiFT9LKQy11RZp -G2y/jXmWY1zZfmor1k9tZE9nn43bBupHlmy2X39tg3027keKZNyPEwn9tdWN -UD+Softqqxvhfv09q8uR4360UTwv209txfoN59n++nH6jBBaX211I9xvY54l -BJntp7Zi/Ybz7Os9Bhw+26+/ttfj2YH6ITX7aqvrpx/nxrL94rZi/Ybz7NDG -KPNt9j99S9yNN91szTfYr7NmGuu+bIqb9Zdp1e7GmVx7fuPMy9wN9r32yovN -VDXpm0uv9EYdQZ3hQNHm/mfiOQ7tNuCGbXUj3O/NMd4c43/jGHyy/eK2wfYb -zrMD9RPtF2urG+F+b47x+ozxRp/fG32MstC2dp3RtFnXa9dxJMp+S86k9X3o -fekb8u/jfGuZ9/ByDosT1w888MAevrnKOwU5r82xeBK9OXSP+o1TNzhxks/o -ft5e4fbdd1/7Yy79kgduj+/q/1zrXXu8/f3vf7/bYost3De/+U1/Ro+88O9/ -//vuE5/4hNtxxx39EVtV6vafuuyoibs8cQXImTIjTIITkpWVle7rX/+622WX -XfxEjj/++KTIVHKFzpe//GXfvNdee+F7T0/6EzLkrquamhr/OKelx4ahmJB8 -3n4O46NJrQqdcOrKYaY2tpoBOfb2F99W6QfCecoHjOMkfkVFBY763JfCZFgX -h0KZ6Kc+9Sl2L1S1TOqOsEZ2y8Y8OQyFv3y77bZDC95wjsvD2DgrcXxzePkb -3/iG++AHP+i++tWvghq5+vAiMgNHjRrlq5H+LbQh3diwn/70p2GOSSnqd7zj -HX6OhlY6wsvVUjT99re/TfcPoNbV1fn7wvx8To3m9lzoRA4CjvXkt8IY3G7H -EcRPf/rT5bzZ/si7OAtKp+XhASzXkpISlpa7PrQR+9hqq618cuMXwyuJNZSV -lfk5/vWvf1WtC3blLW95i9tss83ArJNDMwunmPzmm2/u31bA+HjylT66w+5z -SgL/hYrQf+QjH7F5MOsqD7T/+I//8OdPsW3xbrM46lbYOK+EIQkIvf3tb3ef -/exnwSetRSAYM2ZMuhaICoJiLaeffrrWwk5qiTNnzhwbmomAvOtd73I77LCD -PO3ulGgtz4eRiCB961vf8rMuCz+33nprXw4qnNdZFV4J/kK9jDQLmzF5A16s -D3zgA/j907mCcuXl5b7d6FBHeDFk2HfeYNR7SngDKac0HXfccbkNJvpC2HTI -mc0EOGDsbrvt5p1PUMsWoQ8cjJAO4TPOlrC7bATlyZL7Jyv8Kgjn0Ie9A0U6 -Ojq+GeYSPNThhcm0iWjQnYheuppyHzQg6MVIvKm+vj51kMavqQ39AQNBN44J -8qqmpqbwt+QUM+8AHPl8flSR19SFrsQh2C1Qxv7+wT4nXu5DDnBOzt7wZkqK -vDX8jVABa2dU2B3l2rYJfyPUw97xHCukaJ1q97GKd7/73RjSOS8kSvDMvzc8 -CQR4G0/yhtbW1nDev9YfNoLZAjn4GmtmJN7IFhMAY28gJ6OJkkD/rFcLE/9m -sZo8EwTAHwkTjO8f2yxqk+9cmwPbhY8yJO8xVp2eUWc6bBx/YxkgmQgO5Hnn -O9/p+RKnoPmMjRD22fAOYrZURmC5sF57JlfiSktL7R0f+9jH/FZQW8lQoS4A -GNwks4Rz25/73Ofce9/7Xj8MzARRJYLmOBehMeCSLGdrT1tUG4BGeC1EBRlS -agA2jezl74hqDnPzL4XJuMGBaaIRhPCRxxsgRH+Y2JZbbumqqqo8nxk9erT7 -+Mc/7i+chA0XSvqN8hDmBg7eiaSjAozmQfk8dABy0ME11dGAITLfQhXxUr+t -9KM8R2XAHrCE8hzMiX85mK510pcxqc7Fugz76gK5IwRJfQcKO++8s9t7773h -7boRC9nMATY0Eu00u4wcZ0e4k0Dly1jdfvvt57bddlsvOdgJGNwnP/lJt+ee -e3rXku1cRRiZzTz77LPdHnvs4UcG3nfddVdNeBtO6e9973seFWpra72e9KEP -fchtv/327tvf/rZnq4bmFaE70U3qxbGO97znPX6isEGTOV72IFsMHcrD4CA3 -4QQ0LwZHPzJuKXZDPAxVAD5iwKkIewyZsFnUJ0MAgEvATjCkNAM4A/7cfvvt -2mOIHgnNJjAYb7711lu1xxAqGIhuw5TB6i984Qvua1/7mn/TY489Fgi1Oq2z -ZvLf7y9CBL2DZ4G8id7ACGs8gQJxsEHYBkaAafRFEUkLHVb6dEgWwEJYJKWL -wgUVAcTVXuJBXOyqdpetY6oQSaHySbXXENgovSfeJNqvvvrq0LfSx+NpZ3oc -smBzdXVjdVgO7I/N5W+o5VoOBMwy0VeNQWg5SBJWCu7zZYcZAlZYEcAMz6+u -rva7bctMpMq7PXlBPiiFwGunnXbyJzxD1oTnrtwjjAqvGbAigMOHlTIj2kXi -zBhAQH6XX355mEK1V4CZHtIKooG4hCMQnhFgSJut9pwe0YKK8L73vc+zGYgN -4oSDGkSCflXq2aAi/oIeAgUo8X6QBkWbMSFQEAKlWyUKYXGsD5Zke1HCQqyZ -baGJnTTOps0mB4HewI4doSYQcAcfqgMVwKCA/+677+6ZN8X/jBGVhD/D54R+ -TBIt1zRgSTTod5999vHs9ktf+pIvBaPjN8wV2jemZPN/61vfan/BIIDesMTC -saeAbW/zIgR4qXKRMBMWCcEFxdvXvisGRzAQccERoGQHtvDsCnSjH33YJAwe -PjAa+KqoxmboPvzhD3tWBovT/FSqn7I2cJ7f/OY3uQ3E59OhE2KXjib3cokq -UOO++MUv+r0jWAmyUByLPQWB3/a2t3kgNzY2quosuIeYMnwKeFPuRRksF5yC -3RrrzUnT+OEPf5hm9Wjv8cWzj0ZC4R2bedxC///MZz7jv+AiOAa+ojvDuFgf -bD1k6xALTB6v9ujJVirsyjayTcgfEAdbTBqzrvxFqtoKS4OGzm6DjxzmigrM -AlAG5i4iyVIUddoOPPDAXnoh1W7BdnQNW1DYhHJPfN/5znf8okEITGNptahQ -EHiyXfys9MKINDZ9YB48a/pCeGel3xTeyVisFOKG0GfMmJEWNmM5zBP9HgRD -MlM0hhQqWB/jAH+uvxJw6BdcECkQeR52S4+q8G4K1dAP85BqYbyTdzMG78AC -Q1KC8GVBFqLBQoxycWBuwsRU+Q6xwFiIdVMJdQQOsR1MnJRXEW8On1SLZAqm -C3oeZdtXESCDBkhRLmYFqRrbywnoiH6YDqRsjyg/A4rMbgKYR5k+eqhsH1yB -jacvyhwik00A41Xtl40AEAbEUeExZsS+C6HxVMAMEAYEuPkd+MIQUsslqQ7A -VkOShtiaGHoVWGcmcSocoQHtMvoUkgxdCpYh7EC9gD7oAyZQSgiTDGUcdgbr -pP2yyy5L/QlIP5g1pfJMj9AUsKvZ3sIFLJWeBDUFKBmmAiSplCeIwd/R51ho -ap6UeZyAgZJIEmkbHNXWG5F58FQMG7QNiWfkIn8HDwxacqpAZWydsZEA+wr/ -CiQ5LJaEST7GdkRgICVsAnbBB4xDeTPulNNE4coQLzLMcKE8wBc1BkatySIQ -eA0AxPwB20ALCj0ZfEV6LBfcTVhasrOQC1ZPQSZv7mOWoIdeDwrtuuuunoRg -7/BPyIhqFDjUVLECWWUyRJNHnNCEGLQu2mU0FlRE3sz2sD5ghC2nqnWY6UHX -TZkcC4IWgAjbTfVX4Qezg6YKt6sneaZItgJVV/h9VLVRPuSm2jglwQFEFU1S -OFFKwEQWBc+D/xmf0ZvJkgUPkuIZCTSR6UBT9ZERFKCYyfwUmsggKBY9bdWq -Vcnr3uo5rLaahUBrIDIfRqYdVQrbBrqBAVC5AHmEBQIdmSIqDCXTikfYr5Cj -606OhPVTAQ5ISZirhgYTYBDQj6pQsldMBQmMVmd7GmC0hRcaP/jBD9LnwSyW -gtLEuMAQewoaxHXCe9B+6Asjxs2QCLcKj7jgOn/DYGWZaaX3xMaRJwZuCvqE -NODUtcIOhfPlKiiJiEONxu4yU7smLIp91KRBZchbdAx3pN2U+pQnwWghd1xu -Nqma0IwXUY4xQxzd5ss8cTXQDPfD443gwLFvBCjVEuBpEmApfza9ozS8BR8L -DA7GJ1cg/BPV+IEHHtAKUbgYDC3G2KqehihRmHg5iwfhmAP6g+G0Fgs18HSh -/nPiZoUqwQZjHaoNyW5vs8026ZQ///nPe0CnsZlcUi4OCjINJFXvIVQFHtgs -jCVmgvqpytnaUCBLP8axFQhcMDtkH38CmjhQRoeFgoMoksIblClej4t8ypQp -KlEIg4McxMxuuummdMFIG9qRifZqTQbrgUdgs/a4evNy+DoIbEgu/x7mr2jA -5itSFDbxNdNRdgO8AYSi+aMf/ajff1XoQXRD0GyWPaJxwQO6A3+DhQZAxGoA -o6/RoZldlpC67bbb1Bt/tsY1JiOfKInKsTQxGAZ6GO0xRu1MCa0M9ocMx4cK -DGEMMB05J0BG4Kq5YyaJUAztpdDCe1m9JmronT6CkUA7Cp7xEZUjjokGzQr+ -bHqN32hDOfnskyrMySOolWyaHgsWnmgbnwtMD8ZknETN3BKsJ2xe2kCoAPyh -eb/99kv0pjqv/Kk3Ego2hJRjbGx0UAvNTZtgA4WVjkqRni92D8+QJ4VCFTLX -/b9moabSDk1HnlHNWHSLE8bU/9jpiqmjqeHF0yazbg1t2r8WidIg2Wy4LOrG -mkHTKxQpTt4A6HC1pDdFJKVopfjBtLISaEmADYihfnwJVDQ3N0t5Q5QyZ8jQ -wCq8wYEZyxyzp1LTi+WiQ/E32/HKaBekRiM78FtWRZwNwazgEfIfdkMoTK/F -IATL4aUGPE0QCaCZmHCQCQt9AGpbTgoeDmxgYkJnJhTFZegq3maqkqrWs4FC -WtMAJI2RZ7iUtQwTJ6l5iF9FXnQsTKOc1HYXjhn5pBOiP+Z3kMaxYUI1sARA -SRu/54KFKo4aoy34hc81Ga5ah07SD0oEeg190aaMoNPACJIK5Z2/2TiyRLRd -gSo2D6NCCMh5mmH7qCrCdBgnzjHNysyFVGlHDYEwaDe1UYBCiQK5KKmvuBF+ -D7phPtlC5HwNFrTfflMyizF40zBUaJWoqBRo6IOQrx7BAoKHgEuG1eL7EpLA -xFZfjMHbW8TgZXiDBYawxRi82d9VAYzwI/Ee1gUQbBFCHXy9ko58jYBy8knD -jthx1P1cCGClLuuCRcyfTPbKIoY5iY3wNcMhRcYQuEQRToUeNovgasK2NgwO -2eKZ02vwmafu9VKPVzoEJBchJo662/+LMW7TUYVmGDCSbMbEhUpYYmjGNPOF -FWjFkvQggtGjSDM2RtENqLCjwTGnaf/ud78LiQpJWJ1yHZCDscjEdhHETEHJ -smZIw/ZMrBk7FRMwJlokZ9iE9K0QG44s8Vo+MV9eHN6A7ILVa0EA3WhBu4bh -IHliqosmJzbB12xbsTgkLJPB0jelqiJavcYAixcvXpyyZB6BqaAF8MEaAGeN -rFLLXoCGoRpbiIt1axJ77723JoGfHkmDB9Z2QdgCw4Svg91mfhbjyiaHxZWx -PsSVDYm0q1h5GvKHP/yhwsCYO2hLBaCUecEtIrSxNQ0UfPFis6jEi6F9HBeF -N1R793vo5reGRyXZIMQkBTnZYlanHBtWSY6L+C4UpyUapxwE3xWwoN/CfTfl -frOCU8GbcLjXxUyx/mkH9iZDZXdAELjSE2gnXSFmHKl0N3zeOL5L9EjNMhU0 -gGQDvj9rlxzcOL7Lgvvmu5VhZbBBWcggDgYSwxtQU7mtPApNuRAKKvdnQPQ3 -9oblCOtQUzSkvUOPoJcLlZAwlO7WDqAt0w4jnD9/vpgvsXiASo321IdY7v1J -ylHhjVzIIqgMjcvyYsHwiSee0ArEMuFzqW+rLMVwcMn0IKEZ7m8psjxBpE4L -Q0iJVxtz6ovBYqtuHINVaK9AiaXeNy7ZpsexfmlD9ocjsO6P/m8xgy33yK/9 -A0p33nlnSrUgjWQk/+Kd0CZA0bLr+ULt4jccL2VFt99+e64/JqvQF2xLTm5o -OJha4q+ooOIEZlcNwF+ZGGYfQDMq0r4h8eiJ/39ozDXW6rD0BHYbP10xO6xD -4zL32D3UOiVdgTLG9wbgtLA9HRdP3jTKLwnFSW4pCJcPwkh0QUAJgu2L45Jn -IY4bGwtG2EPguEAmvmEsZhkmcAQaXCpqvuKKK8RsMWXxYPGbugrNkXsGaM1l -KMy2gOx8jTj0bvkewGuj9teez1Z5YSa+g73NBxaF19J0Bulo4IYwElyaNm1a -yobBJXIchsBq423BuIBQxZFw9+uRU045RVdT4igHD7A3GQUewqaDZ4Yrepos -A73ZtCph0NC4Lm5ymoiBGZ/QYvCRDJ7rYoLLV8+kly9fnq4x9tmaZj7yXBel -TYUTNCF2EF+T3Ab77LNPyn2lbYC+suZj7rso8AjsHTEBvvjYDTfibdYkZ86c -qZEhVDx/wm3koTgRs2TyZ555Zr+8VzFZVkGgOw5VkZ0sK8yU+T4YrkYk7E1T -nIElmxz30sZxW+xkzRn3z0svvZTTPXSoCSAPhgbJDvb3nOImGGZRNbMsm90i -vIKQCmox8MYOsW1JfVrERfj85S9/Sdvw1YVPTmpJfyyWKJIUYbPZhsFiZRjy -HTdunIBBOBZ6otlk+NtDM6Fz9TYuPDR2WhItDAVQxGmKTMqvCSzpEeNarwdP -FTGxXPx0fPAZodpMmjRJPBWTEqNKeiVYLp4a+5UHxVPL4rg4OV3yUJM1JhsD -UBWuOq3xIRB5l5DL6Ey8huViuKIBGH/VCBJPfM8999yN4a3lqT+QZhwUBYdz -gWAHx2CV6cGXmAor0/7hRyOGyt/4F01D2DJ8LqtR2D9Wj5Oa/TKApwSId18E -qPXF0bMbQvmIDblsuc9tVT++uOh1pRvsRxQJ7PCWSH4gVnRqgegmnkVxPYxE -NLuDDjqoXz4rHR2jQSVwRAa4rODf9DcG0wefTXZnCz8i4XCIFteg3Cpoz/xO -OzCUW4i8BX6nHbKJUweGwouTJFjtA9KO5AR/Ly8ZcUlIi5xASANRUgjEJWci -AA0+HtOBdCiDPISQ/JzrQyHeLDSzbLwvGM325+QNZZ7SQzknsj3iHCx80zan -5ExHLgmaEiCiexrB6Z99i+VA6YbDw2DfKIERvxQbgX2L6bA3ENvbwiNy0vGd -MGHCxvFw5KeMVHBs3rx5RXm40dXQeHhJQGjAhzlNYli5/1nqUU6Xcgisg+P1 -IiGQQO5XnPE4ijQicSiZOWXR1ov94SeF/cVMn6D6EJh+7EBLw5KjPF2I6TMD -RTcQOfIK87bJkyenmM/MUOcQBLZAebF1UosvgbiArCURLenOXNgPSClUGpxg -kMcaD89XvvIV34zZCsYZVAUWcfvByIbeQxuaCIthaJByLujkONxGTixocFRU -4kgERs1MFA9B85NOrhfH4U9cVn1JBNKH1A9NmrM3kghyIIiLk19eTCJAJrFE -wD9AvgDn3gYjEQhHogLwm8ZmqdKn+fKufsVCqdeEQiQuVxu2hiWp7pm2Zigs -v9LTjoxQIIU5wEJsYwzCRnGm7pADC+3hBgLC5GlgEPGB70NMJsJ1LAyowrVp -Xrp0qaDbhx8EKATVN6c30A3NhDwJg1iCaaN7eRtgdbh4UVIAhvK/9X9ydjkM -wBEJTuXEKm9fwoBcaNrZPUOGYQgDUjI1U9spkRG+LzXjFUAY6JwVGymdku/U -qVNzG6/VQzN6Ak+YcCsWOSYdNk4iQBwhOJdLMvuqfNghNseGIg3KPNVvMK3k -9CcrwC6JswuUbwuQyS4YqiBIw4ZlaSp0aFZlbjxu6g1aSRCgyYmhfec739HL -sTLJqOKRuXPnyvcihOIL5yZqAgEFgirlP/Y0y2DaYI1h0dDiignyjvJrByHg -KhAqL8QugQrJo4hkQG4AIYDyqYFNyRT24q2U8yUk+o2gEBDM4YzY9jE/gBOD -0SSsmSiSN4jaa5on2VdZIbDQ/z855KQYJF+ShmyC0s7JJNGfJk6cOFgRABBN -me9TBBhOpCKAJCLyFPlNDhn4OeRgLD7NAAcbwydV4fuwEhiOTCnsTrKAUcno -AtzJg8djy+s4bANawijhp/QnKhNHi4cmMlDU5TXgKc67YRIYYho+JCfhwBUS -Mjkto1RUXBZ8cFSasqQcWx1zQFHBqxpPrKjMqO6FoKhdMHQSC8nLxLYssOLR -PmNQ/hPoAbUVbxzgxdsXLqr2zymtj/2Ksbs/oaG4CjthBsgwhIZcSXyNIYpl -6+w8XxOUbwtvImFLblLGJqGkmLyw9RbDpMipTlK43mLKaXzuNU5uIVeumLww -gtQAsRPZ5ieSxnxHDpOcVBZSlNCYkRlsZTELwhit3kpsJZIZcZ6w9F54b5yH -rYCWzT9lQzpNRFTfwDBUmTFu3DhNiK3XMv/4xz8qhSBO4EOFDXUovM9fZit9 -RODazNiCM1gIcSFqvQ7SAUGxbHHaCnH5HfYqKkVHZwHFRIjZ1rEIUVKXEbbS -iDnNTE4fehaGsXhmyEcZQGpgych2Sp0c5T5QqimA+QWA9y81VHuBvxkX0dTl -Je0lNap7LZRJcJgWTxLGEMI59nrHYoPoPZ8NxUZvhh52KifWGBc2sfaNkxl1 -vYaAkeFwAbZ4V+AgJHXBSomJkMBBApPQjX6oI+hO4AfeBSxpTo5LnmBhq3a1 -pGYf3n04OPxkr732SjET2sAfhiJt09cGDi1XRSECNHYbRAeVY90SzsdH2QJs -BUzDdAGdl2KnVEhF0ysqHcrT015gOKic8tgSXijSYIsVWzGdKT5YpeRAEJzi -C4MRA/LHg3wm4IYhBvBiaXcNhcWnYHfxOTO4Sl0ALOfToDMy0+gHi8DWSEoJ -JKgg6ZvsvuslJ4i7RHYFh2c0jL1G2039H7ED08g1MfBLUACBKBuTlRMgkW24 -BlC6bHD0Z6MFgD+yGWJ6NawR/wf3JQCRLoXEzORSPf6Gd7As8xoW+8QTT8T8 -X9GE/vi/QU8TgvKEOmnEoMynUmue/qjwhtO/5ppryqNxxfWRP4yrbWNp0llM -DFREO83saYZtgjXFOP0VV1yhqeIc0goM2ooeyd5ijwx5BuDsCCjlSZlZrvXG -PjQDdLFgLEpnzNSVxsfX7LyKzM5hVJrNp22Q2QIBXXfddTpSxnRUIFxviP1B -yjApxtPxzsvdwZf05M0zs+Br1vlI8HQtCp2DYTEA8VpwAkZgMaxP7QQ4K0Dg -OGdVIFyQBGHonOvLRSRuA/3zatQA+79wg1nyFrSkNCWuTzYOlomNm1Eh0JGb -JeRLEaw6TbRiNSpgxaFM2gjEFcgpSU/EJe0yyo9C0Pvss4+8Qshumsw26+VH -w+LhNy2NNFQpPsZURVwo9GK7cOxC7YayVGfEv2s7Iwau1DDozrSGfhl4knwk -97UxnzjdQ8fn0J3hSaJeDBHxK3DAuEhOIgvDVssgr8PwJGXc4BK6IHZRNkUR -Vhy5UTR0UNi0YvQ6nXoxohXnixVMbOCYA4lxsxsmQ2OdW6Yf8pwyG1nuzXfM -mDGaU+yBNVYodBLeMFXjXUIRuCKbgK4l9kObJJ9p4fEBC2C4IeMu78W4QXGq -R+gsKKgVYhdpZBY3MBEIwYqEeWQWf8PXYvIiRTnUHPlfDNO1INQ0PbLrrrtq -8sxSGGcamnZFJwj5HnnkkeI1MReHHRXORRYOjQW9IL4WABs/eUHSVbEHyNjU -cjVTsURczKarZlwnYlQvvPBCHKGRe5wvBwo0T9BfPB6mYLid7j2T0TM4cXHQ -yXmHz0OYGDKlUptNsDBNLiV5TryGY6kpq49zOElA5FOM1cckynfs2LEpq1ci -JV+zE0eC1UMp+AIgZexgOBU6LlRGO7hhRlXKDNFMA5sNfq4Kj7JsCyyA1HYO -7ZkCKnUtw/WFAQACYoShaDOVKAfi9sHvNwv0QDOBc0whGYXwrttuu81wfs6c -OdZHqU18FFTEHinAtsYrnTrby5RUaIwoF1oxnnlrKw/dATe8QR/CjJxbRXpL -/NgQnhnnkhtesHShCJ3YpnIB3XbbbbdeB4dIeXeRkEBfk6plBngyg819tlpU -Zc7PAsGBnCG8IeZC+gkKJbYk02BYYzba1vhsmKkhfQiOzcKgWHIMAKVLh4R7 -wRA0ANxLzgO2RdpCqqklhBRbAwbAEFuq8pyISeENZisYhleQBWgEt1mgJmWJ -I5NguWj9Bh/RAp4KiSveAHaJqVGJgQmhzhjYNSm4KpoOj5A+YFpLynVZj4IS -YAM2FntQ0GGTkntgl4ACxhjzHx3+HB9AAiZ4ONPaO+UeZFJQGB3/q/iODtzx -N2bIuX9hDPIAsiBMogUSrIV38B7DOsV0MduwXbQvQewkfx7tZ6C5Y9WR2sKu -4uVFYsMicJbygdXAToI6lXJP9iB2LnAwKs6xUADH8Lw8bG18DgjCA3LgtqFR -SgIQOWpWyHPIKvzs27x580rDOuOUKLaLEyG2Zdpp9DzYlLgw6d9iRkIbw4V0 -99FeZSFiN8M1SgI9sKUQH8iJ00bQQ6EnmQV6uPXWW9MD6fgASIsOmrOEVZwO -h+As6DIVPkAan0zHm2GvFWai2IoS2R5mSBYg7mztPAF8vX6vvfaSmanEVhMn -KTrh+YP/u0hkyQUSVAm/kGIiCwCrhoqAPzr6Gwilv5GFOlKhCrP10vljdOFk -c6mSnhT/DAAMammFnwuuaQAHgENtSKnTGVlVFcDNyDgKcfTDLiSISfzhd7Wr -PgU7ye+wzZdeeqmPgIXKNwJKCK+srCwNTAaE8/vMXojccQfbPsm3Ax7KQ8xW -UnVC0BdyMRkDg2hKhSoQmvaooqNMlyAchY0qgg4PfunYYHz6SClcxjligwgi -gr/a0kRDaJ3QB5Qqp1YyYrWXi8JgeIckL0kThIVM9chVhpmES317zQTwSvIb -TfUrwUq9bgyJkYyrTebp+AgulMuM4KH33XefKJFFUJIqFwxGqo7YQt4aBgSF -QCt2z4hWR92ZHlBF3om9wiJgDdgtiHYwEdGBIwjoy3iCcLVcMXe0MgidMKDN -SESE00UZRigghaJTSV0Xutvs0mJViFRCE3jJmRruEFyPBqXU/6qT6Lwl2b+a -VIwBScQ0q0XVwJQFOQPuaAUwfL1CghIvRpxiwONpzZ2EVcBTA7fyFXdVjZA9 -BuvwzCBAYUeEw9AzcL/utNNOOdUmDuIthSrkg3ZPmkJUeBWyCOSeU2kaOKM+ -CFM4ELhUMCIqvFomM5Av/zf2Hmd8wYdBFPTTQgJuudf743R6KrcpMTzkJ6XD -41PH5iDKfs899yhiEBfEIHbIB0sTI4kFFgq++UIuXl/lNew78pFNNIspxbRw -bsq/PcFcH03zKwdFiFmSVYCSF7QyvZ5wbfxBxtHFRG+g2yqvgOqDNkOmF/oE -Wnt6rLPC64VRtTOvyJvkFh4zCZ7cfvvt08UxQZg4Eh3JymYg8Bk96TPKa9XQ -N0mO+C5gz9ijVA3RwST+NUmdiy1fdExmmQYDk3Q5/P1Qsv0rHsSbcsEDovKy -GyZ09c6sMd4m6cjkpJLwPeSQQ0ZMOsa5XBAo8VKXSseKXvVKsKFRXUziiKv1 -IQmRgvhZGQFuJM6m3/Wv/MD6nW22be03dJ/UR9V5FXgnDBmtHR8++XKoYKIE -Igf0weqEsYPZqrsDJRhjTI08MJysAsCEOk8IF7Ep8wor17QWcRtmp61HNcXK -AdfwP8MbC0WBazzxIWnhTORawg7AO/Fk+K2purIf4YHgEbyPVzMT/F+IIjgN -9GrUoJkQ3pL6JIMOA4nNQNxy7EQWHQiA5yLI035dgdU+k1NH/0TowBw0gKNS -c0qlgQE6yS3wIhRFFTpUqQPkiD37jjAirwbeSDXbnpowIpoEkgNC50+o6LAy -IsQwANu14FIo9QBB/SSXtjLMAk8kOww7QwFjp5kNQ4FLtJnEE34QhETPIUkD -IYgdgSuZacDDiRhqOIQ+3BGn/+aBPuKwPrkfsDfTMPUIaEouECU6NCQ8Gwgw -DFvO/rASlGM0HDNxcyoTRTSe2QMD+oEABHQmTJiQU/E6FFR4EbjIe0RUrJYl -iXUEiadzHghSHoXCMZWEiril+GBlmaqQcMnRnrjiD4wHuw8tCBRFtEBgspGx -gcEQjBVVg4bA8J+zUpg32LLLLruIWYNggB6FBLoFlJhHhCmTzXuHd8SgTEAZ -MHTAK9MKi53I6trkslIv3vFn4LVC2CrJFxWTDyuNA8rAEAUFAEghhC5Qfrba -aqsUD9hYrAgIXPWdwRXp+yhYkB5kiCTGB1lI4Bjl0ZgKrhAKZIvgge9qfmwp -gsqkSYo0JEMwb9aOy5UxWC8f9gmnuvQTuC0IES4/9vsA8ymUgC31ziwkfyIV -EoxgXnAW5gHS4WkFpLIvAa0Rvrgzwk7HkeTsiqtfKE0Z8pKMQKVFu1eqMDqm -HA58C6UrR1a0oVUop1/COj65ZNqiwodFRVqV17pAIoBMeqtihgDLuFwJjTac -3EAoEnRDc4qCgX2EpXAAKFBkgr8m0AsqFjoQCAgSs1sm3HSkjA0Cx/DCqnwx -v4csMekqUJ32xTSRzQNrQTFGavIUfh8UNVRP7GUVumFesHyUaTgdbN/YvPQa -hWQgRhtQh13kzAe/TZLJw9tHtAlQCo2M4deE6WHLgfAQAotjH1AxEe7vCnDU -sf5zzjkntUBYFr4qUiD44JuDibBJLJV32rtVsgguiGVtJoUxXbPZcslVocGT -kVPOLIYhLr1wCbW3umHOvBKdgUC42VvSizIZwlLtASCAZIcYxQyTlINg0GKm -kSIhTwGGC1KFhRcOkSQ1tnCk6lAQHgR4OYXvJAhZFdYgGwjceBfKp/IAgzgQ -hSDwALVhaOpYYxPk7jf8l0+Ok6tgDqsAc+iCUEPICXzIQVxp8D42Az8e7kF4 -5qiAXfA09g07li/Kk/FenQkAXxAHeNtkAkARDAfrxgpkcwyEW4Q/Ix2IGaE7 -YTGjhs2bN0+RZY7asnRUUxuoOsyVnecpUAQ9gH+xvzlPIQWOXAPmKtkC7YFK -TIS1wYON0GTfUUMfAYpKTTeKvGk4tDUwVNtHMUkMJ5IyRVkAVIoze9AXb2WP -RNvwyoLoKk+L40h1RQscSd6qeK34KO2GuH3wUflQQXGaTOVIXXBojkEV7Cug -I26BTJNxbK/4cGiGLFUgzAbbLkwb6pZPBoWQg1XiUjAYpbUb9vbLpZJzufhW -aUapQq15X5g+8hWMwykvACpzlo00qvtOcb6wbXg7dJnN0zwsPKI8e9Q/4+x7 -hmY5xlmWSqNsWHuqrFcg3HiorqtAX4lzRZD1aeXmkcEPSU4YE+SjjxJp2QMT -Nkr5Ax4cWheHhXFD4uyqXPoZnFK4ka7YOYiuuAoP+INumikNBfmzAMMGcYY+ -sC0uyWAa1YfDajHPEPA043EAXAIlc1FxUTRvLKTRYZ5KF+CmsAHwDYyQRg5G -IPaEb8Jq6sIK3xQTxQtvhD4AvhXLCxa+6egCtGHsdo/QjBahIzzy6cRXFqgU -D1qhoucY2kTBVc4lPqDD3hgnTOMoI4lx+FtCoS//QUzikYSbmpUujFNZblJI -+DAMhpkx3BTj4iozEcYxOhYO0aE4kwyVHLIyqMcJSphs7KdRnRR6hA5mFyqX -fNpxZV7DwpyQASexjlgDA8D1ofA3nENyhqCHIWAFZmCmPGcsR6I+ymhBwvAc -e24II1cCfA43FHZLcOp79hKhaC5O9JRxycKxV94fNgidCJ8LOoFct1C4tFy4 -GfJ1GIga18ebO3euEBVJDE8nvUNu+xhRl4RXI3Rk2UA96FcqkYzCI9cfAOGs -vVaB7hWvIouovHO//fbrhahxrVSuYBSiMi67rQ+UrUQWe4cQFd0Xwo4NOnYD -L74QNbayjP+URzNCRMTOS0bBZmaXjGVKCmPd8DRneIWlaNMgL5SDqUoCA2qv -sDHGUmCFUktOGpgIOnwo2gRmiNUP58SkF4yZDkADnjBbSqxtHqFRLrg8haKM -gwgWkNGfUHaLoSjLxxOGJylkBgUULfduBvozJ2VfxHqmLLxA+nB2YSuxnSFi -K+4uwo+gjhkSu4dmQIm7isWo+kN8899T4dVYBEpOY8Ikp6nYO6Ypqq28rJC0 -6edCQGRvqNufckohLDNmRoUsk6QYh1QsiIBD90J+zB6UbIwP9v4nP/lJqlPS -Li8kanEhZy25J0opJyyFj44oIxWSg1XIigovEeOwPyzZiK4sJFThGVK0RViu -gxNcZyF0Vm1rQ7tUyMCiQTW8wHjz4otviLKFT4p+TJEID0vR1XoIeIBJyuKn -Qhu2lY4qi8GC8uHiHSyfuAAb2garDlfbpVOgu6awRXg1Q4WYQVAAqvzvOr0E -CuJ0wJdGm22NXodTOVyGkfJZZadnMBc0lHorzD0izAB3goq57RbadMCBosB+ -vvEVoU+HPUTXglJAMBgGRMSD2IEgENYwlinQkOiH27INJp7ErsBHOCAmouGC -boJhmjSRhGLGvvgg3ARDDcP8W9/6lnyL+NhQhYkdoL7h+8I423PPPdOQIOBA -XLKdqDC4KRkFPczknLY1FBv14yX8wvOV9Mg7/A9tlMwYTGDsv3CJU6pY8Tc+ -iFtdboAotSnYO41D5pIEpJCLmcb/cNvBP/VlyuLFxntFD2KbttspPej8CSCL -KxXTV5omhTT/EDYS6MGZcD2n2QkJd+BViiFw4u2zYQhIABWe27nkLIWD4Ewk -52Bv3y+5lFcJzzqPEhAyXL9Z6fEeqINAWqEwc3aYIrYkz0H+iuXGiJjcQlnr -D2syFlIDnRG9B0SD6fIvjk2YK34m43ZaKmoXdhGvR50kn77E560kudm4v/E/ -mwxNNv69nrphPDTDkiE3XK8YcQh2VoRnCklAfIR/iWDwDH35P5wBpYChsRjQ -EkFf/k/GA6YlQEvDye/0wyI9cMgBL1CMjYfdw+fAaPwh8DKd9ob1swpWx3BM -EVOeIDgH5MaMGZMsttrPjiZdockMMBN4lFlSblOoRwwe5ZHkTKGenNdIEpVR -BL3wkJiCnTshwJOdwbmNcmLsU44giIRXGlHldg7oIX8cq4ILgE4IcdBDvI4h -iJxB00Yool9l8tPpY+F1eAhhT8goGXzK8J8VXod8w6XJK6Wxx9c6v+D/nzhN -4ZmhKIp30Jni/+WAVeikiEBEInIDlUTXCKPgQVyk9E+OhkVmAQQzmGLdnlHQ -yMAGglJ6DfvIhvAaP7Xx0TSLfd4g17jn3vL/ATx7cSY=\ -\>"],ExpressionUUID->"29ba4025-a724-4b44-b8ee-472f23dfb963"] + CellLabel->"Out[18]=",ExpressionUUID->"29ba4025-a724-4b44-b8ee-472f23dfb963"] }, Open ]], Cell[CellGroupData[{ @@ -18642,10 +15918,14 @@ Cell[BoxData[ GraphicsBox[{ Thickness[0.007925186241876684], StyleBox[{ - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4trfVgXnKkwddBTlv+Rs03GA8adP4K8y89Zw 2KiXt5gxxtTBY3+trMVzdQeHpkfHZ3CbOGxQfdI8b626A6//+impEsYOElOv cGY0IfgZ+R9aT15RdfjzrfTBnEQTh78g+qOqAw9I3sLUgQEM1BzOgMAaMzj/ @@ -18683,10 +15963,15 @@ z3N38AD5/7m6w85bXX9T3d0dqj8BA+yWBiR8TrpB9CfpOqCnfwDwgU/u 34.112500000000004`, 18.523399999999995`}, {37.6641, 26.857799999999994`}, {41.1875, 18.523399999999995`}, { 34.112500000000004`, 18.523399999999995`}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJx1lHlIFFEcx9cDzdQKShQkRHA912PbHY11d/vZYbrHzKJBIpKZeVSmRlph aqSJoEUqlgcmhkUFmhKaGGiRiG0eKVl/aGLIliKBaWaKqc3b13tDSg8ew2fm ze/8vp/7qYyoJCuRSGTB7xP8tuQ3FEz1VY9HwIPJ7h11hSroHCtZSyqOhOPO @@ -18746,10 +16031,12 @@ Ms2aEOpwS7om0cjUFKJ+W6hD4Zru2xkFZg4mxkDAHObw91vpgzmG5g4F8ezn JCMRfJh7YXyOnwvSNx8KczhQK2uRfsXMYcKCH4bPHoVBzBE2c/Cqbtb34Qp3 uCEE9IiaKcT9YuEOjSxH+w3DTRzQwwcAo1iD6g== "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGYCYoHmA6cW3o10WHJ/H9+cZlsHGH+L+Y9DKVF2 DokCEZZbJCId9LVWCl9wweR/2hCQPet9BJyfBgLHcPNr121LqmeMgJsP48Ps jxDffpHBKcIhHETn2TpcO5pr0pAe4fAfBOJtHYQ+OZ5Pq4xw6A0uUZkub+uw @@ -18936,10 +16223,13 @@ ZQrn8/qvn5L6wtDBXbWUaZZAkIOpzd6gaYz6Ds2BnnMbZgVC3PtH20HcI+CP hH6gw6nDTmsz7TQdYnOP/tt0OMBh+gT+KjNvDYc/MUCBT/5wvu6EBT8M/RB8 WHjNWaS880+6hgMsPJ9naX+bvhfBh4UvAEEooEk= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4k8bArJn/Q5xsG96dHzGbxuHkBKV6f8ZQh14 /NdPSeWwcVB90jzvLFOow5L7+/jmJFvD+f3BQIX6VnC+jqL8l5xtOnD+9An8 VWbeGg4Kjh+Tz/wMcdjhALTghrrDtaO5Jg3LQxw2gBSuVXeYCQKBIQ4SU69w @@ -19044,10 +16334,13 @@ ZQrn8/qvn5L6wtDBXbWUaZZAkIOpzd6gaYz6Ds2BnnMbZgVC3PtH20HcI+CP hH6gw6nDTmsz7TQdYnOP/tt0OMBh+gT+KjNvDYc/MUCBT/5wvu6EBT8M/RB8 WHjNWaS880+6hgMsPJ9naX+bvhfBh4UvAEEooEk= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4k8bArJn/Q5xsG96dHzGbxuHkBKV6f8ZQh14 /NdPSeWwcVB90jzvLFOow5L7+/jmJFvD+f3BQIX6VnC+jqL8l5xtOnD+9An8 VWbeGg4Kjh+Tz/wMcdjhALTghrrDtaO5Jg3LQxw2gBSuVXeYCQKBIQ4SU69w @@ -19187,10 +16480,13 @@ LznbdOD86RP4q8y8NSD+0PFz2OEANOCGusMeUPi3+zpsAEXYWnWIubd9HCRA v35K6gJ/ON8dFL8CAXD9IG8bVwXAzYfxYfYvnmTF6KsSAHcf2L4l/nD3w/IP zH8wPsz/6PkLANlbdmY= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4gO1shbpHiEO9k2Pjs/4beOg4Pgx+YxviAOP //opqRw2Dp82BGTP8g9xWHJ/H9+cZGs4vz+4RGW6vhWcr6Mo/yVnmw6cP30C f5WZt4bDG959BjPdQhx2OAAtuKHusGSSFaPvl2CHDapPmuetVXdITwOCecEO @@ -19275,10 +16571,13 @@ oGkPVeDhB+OD1e+yh/NngsBLB4dfb18fsHys6uAOdO6sB47w+ENPHwATHPX/ 18.8875}, {46.185900000000004`, 19.0266}, {38.8313, 19.0266}, { 38.074999999999996`, 17.1531}, {38.215599999999995`, 17.0125}, { 45.4875, 17.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB -nQAGXgI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYCYu8T7LazYz0d9LVWCl9wsXO4JV2TaDTVw2GD Xt5iRh87B9bFk6wYSxF8BhDY4O6wxfzHoZQoBH/J/X18c5ptHcDm+Xo4hItv v8iQZ+sAEjb+5OFQ+9uq4FyErUPb8vBTRiyeDjz+66ekSiDx3VRLmV5Zwfk6 @@ -19291,10 +16590,15 @@ PjQ+Y3OP/tt0PAAe32B3SwXC0wM4fDIC4ekFxoelpxfb1zM/XxMAT4/ofLB5 kxD8zxsCsmcV4+aDzW/xh5sP48Psz49nPycpGAB339WjuSYNyQj376+VtUjP QfgPzof6H8Y/Dwrvam2HNaD4kfeC24eevwBWc2Q8 "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lGlIlEEYx1dXSiOLyNJIM8nN+2p3tdbd5bE0Owz1PdJOKTOP8ogsyDu1 PiiRSWqKmpRBUaZoKgXZIUKWWoJ+2ej2KoxSzAy7dt5pZkhxYNj3t+87zzPP //nPOBxM5mLkMpnMxDj3G6epcdoHjEV31YVD7Zu2RZV5OtiX2PG7Uc5BhHVr @@ -19316,10 +16620,13 @@ mp+cR+n7QD1+v0QEldI4eD3W2yDAHb+px4d26/F5KWSM62cs3W9rGBM9SLzm /IwXTfE8NHgmXTUJ0WM9bHmaX9J5lKPc35GoyqlnTO5Tsp7c3yTfzPv8Lzzn b+8= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGYC4jMgsCHcYcn9fXxzmm0dYPwt5j8OpUTZOTwR kT359HWYg77WSuELLph81SfN884eQvBnggFu/oaHL6duuhIKNx/Gh9nf4/WK xUQ0zCFcfPtFhjxbB86fC9I3W4U5/AeBeFsHV9VSplk+YQ69wSUq0+VtIe5J @@ -19334,6 +16641,7 @@ PyWVw8bheNm++VL7IyH+nGPtcO1orklDeQTEf0d0HCYs+GH4TCzcoWBN9+2M CTYOBfHs5yRFwyHq19g4BMiJZfkKhzuIT73CmXEIwS/ZKvr79D0EH2yeCTS9 a4TD3Q9JX+Fw/6HnDwAE5mf7 "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, @@ -19354,10 +16662,13 @@ r6g6+CQJRFimRDv8/Vb6YM5HVbh5DGCgBk0vCD44vcTEwPng+J0bA9f/5ILS 7Z9ssXDzYXyY/aDkJbYxBu4+/gjLLSfiYuDuh+UfmP9gfJj/0fMXAEE5gZE= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYCYvY1MlEp6QkO9k2Pjs/4beOgbsixRiYrwYHH f/2UVA4bh/hdnjxM2QkOS+7v45uTbA3n9weXqEzXt4LzdRTlv+Rs04Hzp0/g rzLz1nC4oHT7Z11agsMOB6AFN9QdLvsmCUTYJjhsUH3SPG+tukN6GhAIJThI @@ -19446,10 +16757,13 @@ pj1UgYcfjF8PUt9uC+f/B4H59g6/3r4+YPlY1QFkLMNxB3j8oacPALPw7Cs= 18.8875}, {43.9859, 19.0266}, {36.6313, 19.0266}, { 35.87499999999999, 17.1531}, {36.0156, 17.0125}, { 43.287499999999994`, 17.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB -nQAGXgI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4o16eYsZXTwc9LVWCl9wsXNwaHp0fEa1u8MG kLiPnUMO588F6dEIfhoITHNz2GL+41BKFIK/5P4+vjnNtg5g80zcHcLFt19k yLN1cFUtZZp1w92h9rdVwbkIW4c3vPsMZr5yd+DxXz8lVQKJ7wZU+MoKztdR @@ -19462,10 +16776,15 @@ ofE5YcEPw2dWAfD4Bvu3NwCeHv6DwO0AeHqB8WHpSfr1IzMphQB4ekTng81j RfB9TrDbzj7rj5MPdne2H9x8GB9mPzg9cfjD3SfwyfF82lp/uPvB4b/fH+4/ OB/qfxj/PCi8q7UdhED6WT3h9qHnLwD+dV7x "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlI1EEUx9cUyuiiS81Cjda81muPYt1dnl1aJvX77VASlWSZdqlRSeTa oUaghRaZJRZCRQWpq2ZW0EEltF6ZWX+YkaXmkdBlVlTa7+3PmQGjB/PHh5l5 b95733lecclivKNCoXCQ1kZpjZGWee+8gmFPAS69uTepKNMIecU/Qt6nCrDW @@ -19487,10 +16806,13 @@ Xow3snqdxXs2A8xG/VhG9HzBAOmlN+MOHSEwD/t9gPN3zP9FGOMg7LeTXr7/ c7bPtwLOtB7UX091mWN3mwjWwKSLDitN0IH1yBVZfPu8iuU87mdxQuVcznSe 0vt0ftN4o+f5X37FhfM= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGZigAKVcIcl9/fxzWm2dYDxt5j/OJQSZecg5hHw RyI+zEFfa6XwBRdMfoT49osMZgj+GRDgwc1/IiJ78ql7KNx8GB9m/4FaWYv0 jlCHcJC5ebYONjpXZj1bG+rwHwTibR0qIlaYnt0f6tAbXKIyXd7WQQLknuuh @@ -19525,10 +16847,13 @@ ATfUHfafWui67XCUwwZQhK1Vd3j+e+XHS7lRDhJTr3BmNCH4GfkfWk9eUXWo n+rcnXM9yuHvt9IHcz6qws1jAAM1aHpB8MHp5QKCD45fgRi4fnGWMD7dqhi4 +TA+zH5bYPLyVImBu8+lO+f574sI98PyD8x/MD7M/+j5CwChu3BM "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4oWu2z7/VUhwsG96dHzGbxuH/aeAIsoJDjz+ 66ekctg4fA9+vHS2SoLDkvv7+OYkW8P5/cElKtP1reB8HUX5LznbdOD86RP4 q8y8NRyy95RMlgCav8MBaMENdYfr54Aq3sY7bFB90jxvrbrDfxCYHu8gMfUK @@ -19718,10 +17043,13 @@ ZQrn8/qvn5L6wtDBXbWUaZZAkIOpzd6gaYz6Ds2BnnMbZgVC3PtH20HcI+CP hH6gw6nDTmsz7TQdYnOP/tt0OMBh+gT+KjNvDYc/MUCBT/5wvu6EBT8M/RB8 WHjNWaS880+6hgMsPJ9naX+bvhfBh4UvAEEooEk= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4k8bArJn/Q5xsG96dHzGbxuHkBKV6f8ZQh14 /NdPSeWwcVB90jzvLFOow5L7+/jmJFvD+f3BQIX6VnC+jqL8l5xtOnD+9An8 VWbeGg4Kjh+Tz/wMcdjhALTghrrDtaO5Jg3LQxw2gBSuVXeYCQKBIQ4SU69w @@ -19826,10 +17154,13 @@ ZQrn8/qvn5L6wtDBXbWUaZZAkIOpzd6gaYz6Ds2BnnMbZgVC3PtH20HcI+CP hH6gw6nDTmsz7TQdYnOP/tt0OMBh+gT+KjNvDYc/MUCBT/5wvu6EBT8M/RB8 WHjNWaS880+6hgMsPJ9naX+bvhfBh4UvAEEooEk= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4k8bArJn/Q5xsG96dHzGbxuHkBKV6f8ZQh14 /NdPSeWwcVB90jzvLFOow5L7+/jmJFvD+f3BQIX6VnC+jqL8l5xtOnD+9An8 VWbeGg4Kjh+Tz/wMcdjhALTghrrDtaO5Jg3LQxw2gBSuVXeYCQKBIQ4SU69w @@ -19969,10 +17300,13 @@ LznbdOD86RP4q8y8NSD+0PFz2OEANOCGusMeUPi3+zpsAEXYWnWIubd9HCRA v35K6gJ/ON8dFL8CAXD9IG8bVwXAzYfxYfYvnmTF6KsSAHcf2L4l/nD3w/IP zH8wPsz/6PkLANlbdmY= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4gO1shbpHiEO9k2Pjs/4beOg4Pgx+YxviAOP //opqRw2Dp82BGTP8g9xWHJ/H9+cZGs4vz+4RGW6vhWcr6Mo/yVnmw6cP30C f5WZt4bDG959BjPdQhx2OAAtuKHusGSSFaPvl2CHDapPmuetVXdITwOCecEO @@ -20057,10 +17391,13 @@ oGkPVeDhB+OD1e+yh/NngsBLB4dfb18fsHys6uAOdO6sB47w+ENPHwATHPX/ 18.8875}, {46.185900000000004`, 19.0266}, {38.8313, 19.0266}, { 38.074999999999996`, 17.1531}, {38.215599999999995`, 17.0125}, { 45.4875, 17.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB -nQAGXgI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYCYu8T7LazYz0d9LVWCl9wsXO4JV2TaDTVw2GD Xt5iRh87B9bFk6wYSxF8BhDY4O6wxfzHoZQoBH/J/X18c5ptHcDm+Xo4hItv v8iQZ+sAEjb+5OFQ+9uq4FyErUPb8vBTRiyeDjz+66ekSiDx3VRLmV5Zwfk6 @@ -20073,10 +17410,15 @@ PjQ+Y3OP/tt0PAAe32B3SwXC0wM4fDIC4ekFxoelpxfb1zM/XxMAT4/ofLB5 kxD8zxsCsmcV4+aDzW/xh5sP48Psz49nPycpGAB339WjuSYNyQj376+VtUjP QfgPzof6H8Y/Dwrvam2HNaD4kfeC24eevwBWc2Q8 "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lGlIlEEYx1dXSiOLyNJIM8nN+2p3tdbd5bE0Owz1PdJOKTOP8ogsyDu1 PiiRSWqKmpRBUaZoKgXZIUKWWoJ+2ej2KoxSzAy7dt5pZkhxYNj3t+87zzPP //nPOBxM5mLkMpnMxDj3G6epcdoHjEV31YVD7Zu2RZV5OtiX2PG7Uc5BhHVr @@ -20098,10 +17440,13 @@ mp+cR+n7QD1+v0QEldI4eD3W2yDAHb+px4d26/F5KWSM62cs3W9rGBM9SLzm /IwXTfE8NHgmXTUJ0WM9bHmaX9J5lKPc35GoyqlnTO5Tsp7c3yTfzPv8Lzzn b+8= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGYC4jMgsCHcYcn9fXxzmm0dYPwt5j8OpUTZOTwR kT359HWYg77WSuELLph81SfN884eQvBnggFu/oaHL6duuhIKNx/Gh9nf4/WK xUQ0zCFcfPtFhjxbB86fC9I3W4U5/AeBeFsHV9VSplk+YQ69wSUq0+VtIe5J @@ -20137,10 +17482,13 @@ r6g6+CQJRFimRDv8/Vb6YM5HVbh5DGCgBk0vCD44vcTEwPng+J0bA9f/5ILS 7Z9ssXDzYXyY/aDkJbYxBu4+/gjLLSfiYuDuh+UfmP9gfJj/0fMXAEE5gZE= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYCYvY1MlEp6QkO9k2Pjs/4beOgbsixRiYrwYHH f/2UVA4bh/hdnjxM2QkOS+7v45uTbA3n9weXqEzXt4LzdRTlv+Rs04Hzp0/g rzLz1nC4oHT7Z11agsMOB6AFN9QdLvsmCUTYJjhsUH3SPG+tukN6GhAIJThI @@ -20229,10 +17577,13 @@ pj1UgYcfjF8PUt9uC+f/B4H59g6/3r4+YPlY1QFkLMNxB3j8oacPALPw7Cs= 18.8875}, {43.9859, 19.0266}, {36.6313, 19.0266}, { 35.87499999999999, 17.1531}, {36.0156, 17.0125}, { 43.287499999999994`, 17.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB -nQAGXgI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4o16eYsZXTwc9LVWCl9wsXNwaHp0fEa1u8MG kLiPnUMO588F6dEIfhoITHNz2GL+41BKFIK/5P4+vjnNtg5g80zcHcLFt19k yLN1cFUtZZp1w92h9rdVwbkIW4c3vPsMZr5yd+DxXz8lVQKJ7wZU+MoKztdR @@ -20245,10 +17596,15 @@ ofE5YcEPw2dWAfD4Bvu3NwCeHv6DwO0AeHqB8WHpSfr1IzMphQB4ekTng81j RfB9TrDbzj7rj5MPdne2H9x8GB9mPzg9cfjD3SfwyfF82lp/uPvB4b/fH+4/ OB/qfxj/PCi8q7UdhED6WT3h9qHnLwD+dV7x "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlI1EEUx9cUyuiiS81Cjda81muPYt1dnl1aJvX77VASlWSZdqlRSeTa oUaghRaZJRZCRQWpq2ZW0EEltF6ZWX+YkaXmkdBlVlTa7+3PmQGjB/PHh5l5 b95733lecclivKNCoXCQ1kZpjZGWee+8gmFPAS69uTepKNMIecU/Qt6nCrDW @@ -20270,10 +17626,13 @@ Xow3snqdxXs2A8xG/VhG9HzBAOmlN+MOHSEwD/t9gPN3zP9FGOMg7LeTXr7/ c7bPtwLOtB7UX091mWN3mwjWwKSLDitN0IH1yBVZfPu8iuU87mdxQuVcznSe 0vt0ftN4o+f5X37FhfM= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGZigAKVcIcl9/fxzWm2dYDxt5j/OJQSZecg5hHw RyI+zEFfa6XwBRdMfoT49osMZgj+GRDgwc1/IiJ78ql7KNx8GB9m/4FaWYv0 jlCHcJC5ebYONjpXZj1bG+rwHwTibR0qIlaYnt0f6tAbXKIyXd7WQQLknuuh @@ -20308,10 +17667,13 @@ ATfUHfafWui67XCUwwZQhK1Vd3j+e+XHS7lRDhJTr3BmNCH4GfkfWk9eUXWo n+rcnXM9yuHvt9IHcz6qws1jAAM1aHpB8MHp5QKCD45fgRi4fnGWMD7dqhi4 +TA+zH5bYPLyVImBu8+lO+f574sI98PyD8x/MD7M/+j5CwChu3BM "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4oWu2z7/VUhwsG96dHzGbxuH/aeAIsoJDjz+ 66ekctg4fA9+vHS2SoLDkvv7+OYkW8P5/cElKtP1reB8HUX5LznbdOD86RP4 q8y8NRyy95RMlgCav8MBaMENdYfr54Aq3sY7bFB90jxvrbrDfxCYHu8gMfUK @@ -20501,10 +17863,13 @@ ZQrn8/qvn5L6wtDBXbWUaZZAkIOpzd6gaYz6Ds2BnnMbZgVC3PtH20HcI+CP hH6gw6nDTmsz7TQdYnOP/tt0OMBh+gT+KjNvDYc/MUCBT/5wvu6EBT8M/RB8 WHjNWaS880+6hgMsPJ9naX+bvhfBh4UvAEEooEk= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4k8bArJn/Q5xsG96dHzGbxuHkBKV6f8ZQh14 /NdPSeWwcVB90jzvLFOow5L7+/jmJFvD+f3BQIX6VnC+jqL8l5xtOnD+9An8 VWbeGg4Kjh+Tz/wMcdjhALTghrrDtaO5Jg3LQxw2gBSuVXeYCQKBIQ4SU69w @@ -20609,10 +17974,13 @@ ZQrn8/qvn5L6wtDBXbWUaZZAkIOpzd6gaYz6Ds2BnnMbZgVC3PtH20HcI+CP hH6gw6nDTmsz7TQdYnOP/tt0OMBh+gT+KjNvDYc/MUCBT/5wvu6EBT8M/RB8 WHjNWaS880+6hgMsPJ9naX+bvhfBh4UvAEEooEk= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4k8bArJn/Q5xsG96dHzGbxuHkBKV6f8ZQh14 /NdPSeWwcVB90jzvLFOow5L7+/jmJFvD+f3BQIX6VnC+jqL8l5xtOnD+9An8 VWbeGg4Kjh+Tz/wMcdjhALTghrrDtaO5Jg3LQxw2gBSuVXeYCQKBIQ4SU69w @@ -20671,6 +18039,7 @@ dgTcfypA72fJIPyLnl4BJQE8rQ== GraphicsBox[{ Thickness[0.009433072351664937], StyleBox[{ + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -20751,10 +18120,13 @@ LznbdOD86RP4q8y8NSD+0PFz2OEANOCGusMeUPi3+zpsAEXYWnWIubd9HCRA v35K6gJ/ON8dFL8CAXD9IG8bVwXAzYfxYfYvnmTF6KsSAHcf2L4l/nD3w/IP zH8wPsz/6PkLANlbdmY= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4gO1shbpHiEO9k2Pjs/4beOg4Pgx+YxviAOP //opqRw2Dp82BGTP8g9xWHJ/H9+cZGs4vz+4RGW6vhWcr6Mo/yVnmw6cP30C f5WZt4bDG959BjPdQhx2OAAtuKHusGSSFaPvl2CHDapPmuetVXdITwOCecEO @@ -20839,10 +18211,13 @@ oGkPVeDhB+OD1e+yh/NngsBLB4dfb18fsHys6uAOdO6sB47w+ENPHwATHPX/ 18.8875}, {46.185900000000004`, 19.0266}, {38.8313, 19.0266}, { 38.074999999999996`, 17.1531}, {38.215599999999995`, 17.0125}, { 45.4875, 17.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB -nQAGXgI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYCYu8T7LazYz0d9LVWCl9wsXO4JV2TaDTVw2GD Xt5iRh87B9bFk6wYSxF8BhDY4O6wxfzHoZQoBH/J/X18c5ptHcDm+Xo4hItv v8iQZ+sAEjb+5OFQ+9uq4FyErUPb8vBTRiyeDjz+66ekSiDx3VRLmV5Zwfk6 @@ -20855,10 +18230,15 @@ PjQ+Y3OP/tt0PAAe32B3SwXC0wM4fDIC4ekFxoelpxfb1zM/XxMAT4/ofLB5 kxD8zxsCsmcV4+aDzW/xh5sP48Psz49nPycpGAB339WjuSYNyQj376+VtUjP QfgPzof6H8Y/Dwrvam2HNaD4kfeC24eevwBWc2Q8 "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lGlIlEEYx1dXSiOLyNJIM8nN+2p3tdbd5bE0Owz1PdJOKTOP8ogsyDu1 PiiRSWqKmpRBUaZoKgXZIUKWWoJ+2ej2KoxSzAy7dt5pZkhxYNj3t+87zzPP //nPOBxM5mLkMpnMxDj3G6epcdoHjEV31YVD7Zu2RZV5OtiX2PG7Uc5BhHVr @@ -20880,10 +18260,13 @@ mp+cR+n7QD1+v0QEldI4eD3W2yDAHb+px4d26/F5KWSM62cs3W9rGBM9SLzm /IwXTfE8NHgmXTUJ0WM9bHmaX9J5lKPc35GoyqlnTO5Tsp7c3yTfzPv8Lzzn b+8= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGYC4jMgsCHcYcn9fXxzmm0dYPwt5j8OpUTZOTwR kT359HWYg77WSuELLph81SfN884eQvBnggFu/oaHL6duuhIKNx/Gh9nf4/WK xUQ0zCFcfPtFhjxbB86fC9I3W4U5/AeBeFsHV9VSplk+YQ69wSUq0+VtIe5J @@ -20919,10 +18302,13 @@ r6g6+CQJRFimRDv8/Vb6YM5HVbh5DGCgBk0vCD44vcTEwPng+J0bA9f/5ILS 7Z9ssXDzYXyY/aDkJbYxBu4+/gjLLSfiYuDuh+UfmP9gfJj/0fMXAEE5gZE= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYCYvY1MlEp6QkO9k2Pjs/4beOgbsixRiYrwYHH f/2UVA4bh/hdnjxM2QkOS+7v45uTbA3n9weXqEzXt4LzdRTlv+Rs04Hzp0/g rzLz1nC4oHT7Z11agsMOB6AFN9QdLvsmCUTYJjhsUH3SPG+tukN6GhAIJThI @@ -21011,10 +18397,13 @@ pj1UgYcfjF8PUt9uC+f/B4H59g6/3r4+YPlY1QFkLMNxB3j8oacPALPw7Cs= 18.8875}, {43.9859, 19.0266}, {36.6313, 19.0266}, { 35.87499999999999, 17.1531}, {36.0156, 17.0125}, { 43.287499999999994`, 17.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB -nQAGXgI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4o16eYsZXTwc9LVWCl9wsXNwaHp0fEa1u8MG kLiPnUMO588F6dEIfhoITHNz2GL+41BKFIK/5P4+vjnNtg5g80zcHcLFt19k yLN1cFUtZZp1w92h9rdVwbkIW4c3vPsMZr5yd+DxXz8lVQKJ7wZU+MoKztdR @@ -21027,10 +18416,15 @@ ofE5YcEPw2dWAfD4Bvu3NwCeHv6DwO0AeHqB8WHpSfr1IzMphQB4ekTng81j RfB9TrDbzj7rj5MPdne2H9x8GB9mPzg9cfjD3SfwyfF82lp/uPvB4b/fH+4/ OB/qfxj/PCi8q7UdhED6WT3h9qHnLwD+dV7x "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlI1EEUx9cUyuiiS81Cjda81muPYt1dnl1aJvX77VASlWSZdqlRSeTa oUaghRaZJRZCRQWpq2ZW0EEltF6ZWX+YkaXmkdBlVlTa7+3PmQGjB/PHh5l5 b95733lecclivKNCoXCQ1kZpjZGWee+8gmFPAS69uTepKNMIecU/Qt6nCrDW @@ -21052,10 +18446,13 @@ Xow3snqdxXs2A8xG/VhG9HzBAOmlN+MOHSEwD/t9gPN3zP9FGOMg7LeTXr7/ c7bPtwLOtB7UX091mWN3mwjWwKSLDitN0IH1yBVZfPu8iuU87mdxQuVcznSe 0vt0ftN4o+f5X37FhfM= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGZigAKVcIcl9/fxzWm2dYDxt5j/OJQSZecg5hHw RyI+zEFfa6XwBRdMfoT49osMZgj+GRDgwc1/IiJ78ql7KNx8GB9m/4FaWYv0 jlCHcJC5ebYONjpXZj1bG+rwHwTibR0qIlaYnt0f6tAbXKIyXd7WQQLknuuh @@ -21090,10 +18487,13 @@ ATfUHfafWui67XCUwwZQhK1Vd3j+e+XHS7lRDhJTr3BmNCH4GfkfWk9eUXWo n+rcnXM9yuHvt9IHcz6qws1jAAM1aHpB8MHp5QKCD45fgRi4fnGWMD7dqhi4 +TA+zH5bYPLyVImBu8+lO+f574sI98PyD8x/MD7M/+j5CwChu3BM "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4oWu2z7/VUhwsG96dHzGbxuH/aeAIsoJDjz+ 66ekctg4fA9+vHS2SoLDkvv7+OYkW8P5/cElKtP1reB8HUX5LznbdOD86RP4 q8y8NRyy95RMlgCav8MBaMENdYfr54Aq3sY7bFB90jxvrbrDfxCYHu8gMfUK @@ -21206,10 +18606,11 @@ M5wPTjdldnC+GshfXqYOB7r3NZkoy8P9B47PkwZwPnp6BQDQJSyc 27.657799999999995`}, {6.40156, 31.80309999999999}, {6.40156, 39.675000000000004`}, {10.212499999999999`, 44.02969999999999}, { 17.121899999999993`, 44.02969999999999}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIIaxWaBsBiifAY3NCJVnRmMTo55Uc0g1nxbuIcZ8 -AJ0vAkM= - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4rv7+OYY3/JzmG+jc2XWN2cHGN9VtZRp1gxX B5bFk6wYv/o5hJSoTP9/wtXBvunR8Rmv/SH8G64OMblH/23KDoDwXyD4F/Pj 2c91ujlM+cYWP2OJH4RficlvXx5+yigEwQeb88MXJz89DQieecPNh/Fh9oPd @@ -21222,10 +18623,14 @@ iLplUP11xg4SU69wZhS5wMO7DuQ/D1eH/bWyFukqBg43pWsSjY66OaSC0kmb HoR/1wPOFwD5j9UbzofFL0w/j//6KakZvg5/v5U+mCNo5NAKSq8pfg4ab3n3 GXCawPOLbWXEClNdczjfxBgILls7oOcvAK/Yh8g= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJx1lH0slVEcx6+X9fJHmq00lVJjrTTc63pJ9/Lz8iii3Pvc55kSVpHyElZW MhG1VqxMebshUeMPymtqbdYqS96WWJq0JKT0R2JSSPc8xznPxpzt7Lmf+5zn 9zu/7/d3zpajMeowA4lEoqebwbqpr5t7LOP1td3+oDljkTs3wkC6z3dDOafC @@ -21269,10 +18674,11 @@ OpWIulAoju6hyXsw1fNQTTh4PLas0oUhnOlQ2NFTwOBolnvlyvsI7PaxadzW wwi+XY6Asfts+82dLJx4nb0RmL7HLRxY4b18VAp8kAW/tlVyJQZzOIPo/9/v Kv8DmS23cQ== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYCYvY1MlEp2vEOJsZA0OzqAOYbxzuwLJ5kxXjW xWGt+8MqEbN4h4v58eznAhF8sPpsZzifAQQUTOH8bq9XLCYXDR0SBCIst2jE O0yfwF9lVm3o4GPe6ZiwNg7CjzZ0OAMCOlC+NYIPNv+zvkONyDr3h6fiHIq3 @@ -21499,10 +18905,12 @@ HbhDrlW5Au4+dPd7PKwSWbe73EHe8WPyGV1Hh3nvlx/z/ongV4usc3+oVuFg zpXD+SGPl84+0oPgszUCQzCh3IHLTbWUaZUJnB+jAHTAHCs4/0jb8vBTi+wh 5jcg3IfufgBaUrIc "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIAaxQYAJSjNCxZiR+AxobFxqkMWJYZNqPrXcQIl6 -YtwAANeLAk0= - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJrIGYC4glva+xNz1Q6dHu9YjE56eggwRLGp3us0mG+ jc6VWfccHf6DwOJKhwjx7RcZ8hwddnnyMGk3Vjr8jsk9+k/J0eH89+DHS2Mr HVSfNM87y4TgnwGBHAeH2UcUNhSVIfjpE4EWTkTwg3bItb6eXOnwJHHhNRN3 @@ -21601,10 +19009,12 @@ AqQ/yd4B7L6pdQ4siydZMc51cGBtnOrcvanOQd7xY/IZXUeHFJB7LiH4MPfC +L5JQAW/6hz+g8BzB4j9bPUOO291/U0Nd3CQ0b+rwiZaD9HnA7VPst7hK0iB qJ0DevgAABW/jbw= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZiR+AxksEk1hxj1lJhJLb2UuBMA -8t8CMw== - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGYCYpmoFOv7Yg0OMQqOH5P3WDnMPqKwocitweE/ CFx3cAi33HKizKPBQfiT4/m0vw4OjglPLyj5NDj8jsk9+k/I0WFxgS3X9UAE 35uHSbs9DJMfXKIy/f8KR4ePl3yTBKwR/N7peULNgg0O4eLbLzL8s3Z4shTo @@ -21738,10 +19148,12 @@ dHyGth2cPxMEKi3g/PrfVgXnVhg7nF7ouu3z9mYHA62VwheWGDh0OiY8vTAH wXfpznn+uxrBl4kChmBqswOXm2op0yoTOD9GAeiAOVZw/pG25eGnFtlDzC9F uA/d/QDb8rmX "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa -jwDSKwJB - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4hl5Qs0HqlscTIyB4LO+Q9m++VL6E1ocZoKA pIFD73SgAiT+h+XHvM2nIfhTnbtzns/Czd9TMlmCZRPCfBh/+gT+KjNrQwcH 07hdnkug/GhDh5vnvgc/ntHiID0vTvN0AZQ/HcrfgOA/SVx4zSTeBM73uTgx @@ -23763,10 +21175,14 @@ Cell[BoxData[ GraphicsBox[{ Thickness[0.009221689413500551], StyleBox[{ - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4sX39/HNKTZyeFW8VfT3aw0HGH/OIuWdf9RV HaZP4K8yizZyCLglXZN4ScUhWsHxY7KNoYOpzd6gaQtVHM6AQI6Bw5T21qjL NQj+WiEdvnQ+ZQfvE+y2s1sNHfhjA+4bqStD5G2MHEyMQUDZgdtNtZSpyhjO @@ -23804,10 +21220,15 @@ cxIuDgGghHIJGl/fnaHyqg4HQOHT4wyJjzpNB/T0DwAfozX+ 29.321899999999996`, 16.0125}, {32.349999999999994`, 23.117199999999997`}, {35.35309999999999, 16.0125}, { 29.321899999999996`, 16.0125}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJx1lAlIVFEUhkcrTZyUTLFob5xcUeeNOguWx8DxzXuBZtGuZqZjBWmklGW2 UZFBSWguiWkGFigZFGV7DaapuaQWqWS0kKQSZZllYe++272Xig5chg/u/Oee 85935m9MjUmaoFAobKQTJx1b6TSjWB8Blf28/3iCAd4klD8N+hABJ5anexRE @@ -23868,10 +21289,12 @@ VgIV+hpB+EuDHLjdVEuZoowddt7q+pv6HKr+n7HDhocvp24yCIbzYe6F8Tl/ Lkjf3BXs8CRx4TWT9cYORy5rp0ouC3bYYv7jUAqXsUNs7tF/m44HO3R7vWIx cTRySE8DgkvBDv9BoN/QAT18AEtKitQ= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 -AJgXAjc= - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJjIGYC4gkLfhg+0wtzWP7CQ+9/oqUDjK/+lnefgaSV w5ru2xkM7aEO14U+OZ5nw+Q/EZE9+TQZwT8DAg64+SElKtP/zwiBmw/jw+wH m3c+xKEvGCjhb+nAAAIfQhwW39/HN8fZ0sHEGAj+hzhEKzh+TOaxdJDwCPgj @@ -24054,7 +21477,6 @@ xy1jbjmHhJAg9QUr1Rw+LFqvcHaGogN6+gcA1YRbzw== 6.8328099999999985`, 15.712499999999999`}, {8.835939999999999, 10.975000000000001`}, {4.8140600000000004`, 10.975000000000001`}}}], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, @@ -24181,6 +21603,7 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -24232,10 +21655,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -24249,10 +21675,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -24284,10 +21715,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -24567,10 +22003,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -24731,10 +22171,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -24820,7 +22263,6 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, @@ -25038,7 +22480,6 @@ heCbgBXaw/ng8HloCwnnRYYOMvPiNE9fsHHwB9nPbOggAeIzWDukpgHBM31I uPFYORzdtaOXbYIOnN/MC3SYqwac777m6HKGDEWH/uASlen9Ng47g60i/rdL wsMPxi/eKvr79DkEf+etrr+p6Y4Qc9ZIQcLjMyJ+0dMHAFaNBVU= "]], - FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -25177,10 +22618,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -25194,10 +22638,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -25229,10 +22678,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -25512,10 +22966,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -25676,10 +23134,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -26102,9 +23563,9 @@ FiT8o2wg4bBZHRKefVYO3Taeu9IeKTugpzcAiL0TkA== FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { - 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, - 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, - 1, 0}, {0, 1, 0}}}, CompressedData[" + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, + {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGI7IGYC4r35NW9nmio4yCx/4aEnr+cA47Nwdsknn9N3 SE8DgjAFh7/fSh/MKTRw4I8NuG+0XMHBtjJihamvocOMmUBgKePwJHHhNZPz hg7RqhEy52IkHZJj77gx/zB0iAHx74jC+eqfVF7OOskB588C6Zf8Zg+iZlYa @@ -26122,10 +23583,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -26139,10 +23603,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -26174,10 +23643,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -26200,6 +23674,7 @@ LA8HBhBIkIfYt8nD4Y6m7Jr/kxUc6kDxegCqnk3RQQVkn5aXwxbzH4dSuHQd 61.37969999999999, 11.2609}, {57.19999999999999, 11.2609}, { 56.7703, 10.1969}, {56.849999999999994`, 10.117199999999997`}, { 60.98279999999999, 10.117199999999997`}}}], + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -26456,10 +23931,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -26620,10 +24099,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -27014,7 +24496,6 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { 0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -27066,10 +24547,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -27083,10 +24567,14 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -27118,10 +24606,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -27137,6 +24630,7 @@ wU9JSHoLQvC7vV6xmCR6QOx5I+UgDEqvuR4O913jHWd9lHYAKZtZ6QG3H2ze LA8HBhBIkIfYt8nD4Y6m7Jr/kxUc6kDxegCqnk3RQQVkn5aXwxbzH4dSuHQd 9oDSn7uXg46i/Jecb7qQ/BLv5fDnW+mDORv14OkV5n708gcAzJQMFA== "]], + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, {{{60.98279999999999, 10.117199999999997`}, {61.459399999999995`, 11.1828}, { @@ -27172,6 +24666,7 @@ XYemQM+5DdcQ/GtHc00aroc4+F6cGPMvWd/h04aA7Fm3QxwMtFYKX3AxcFBw vmf6kHCLCXI4umtHL9sEHTi/mdd//RRXDTjffc3R5QwZipD4+RvksDPYKuJ/ uyQ8/GD8kBKV6f8dQuD8H2zxM3x6QyDmrJFyuAoKj8uI+ERPHwCBRArw "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -27399,10 +24894,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -27563,10 +25062,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -28009,10 +25511,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -28026,10 +25531,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -28061,10 +25571,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -28344,10 +25859,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -28508,10 +26027,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -28954,10 +26476,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -28971,10 +26496,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -29006,10 +26536,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -29289,10 +26824,14 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -29405,6 +26944,7 @@ DOeD/X3GEM4HW1tl4CA+9QpnxiJDh4z8D60nr+hBwpEZyjfRdkhNA4Jn+hD9 PpoOR3ft6GWboAPnN/P6r5/iqgHnu685upwhQ9HB/xYwwIL0HHYGW0X8b5eE hx+M38hytN/Q3ATOBxmTmmEKMWeNFCQ8Gs3g8YeePgCkff/U "]], + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, @@ -29452,10 +26992,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -29878,9 +27421,9 @@ FiT8o2wg4bBZHRKefVYO3Taeu9IeKTugpzcAiL0TkA== FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, { - 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, - {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, - 0}, {0, 1, 0}}}, CompressedData[" + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGI7IGYC4r35NW9nmio4yCx/4aEnr+cA47Nwdsknn9N3 SE8DgjAFh7/fSh/MKTRw4I8NuG+0XMHBtjJihamvocOMmUBgKePwJHHhNZPz hg7RqhEy52IkHZJj77gx/zB0iAHx74jC+eqfVF7OOskB588C6Zf8Zg+iZlYa @@ -29898,10 +27441,13 @@ x+sVyxRtOD8VFKxsenA+OH1GGED5vPD84AHyX4UInA8O549icP4ZEPCRdIhW cPyYrGMISR/M0g79wSUq099DzZORddhi/uNQyioDh15QeF6QhejPNYCkv/+y kPz5Tt8hBJR+EuUw8i+MDwB42qid "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4jmLlHf+ea7lYN/06PiM1wYO/8FAy6Hb6xWL SaKBQ/1vq4JzHNoOi+/v45vDjODXgugVenA+f2zAfSNzRTh/R7BVxP90WYh5 97UcUtOA4JmMQ0JIkPqCTE2HVgV21TNbZBx+vX19wPKxuoNI5aSSsy0I/pu2 @@ -29915,10 +27461,15 @@ KCBu6KHKX9aE881s9gZNa0Twt5j/OJRySh1uPjhcO1Th9odzirUbxyvD3eu+ 5uhyhg5luH88QPwZynD/wviw8MjM/9B6cooKKn+LCjw8p7S3Rl3eowIPb11Q ehBThcdHzacNAdm/EHz0/AQAI1aJTA== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lHlIFFEcxzUrjVJBjcRc3RV1XbWa2V1ndne0fla0UpJiQVIqlMd2a2ig oVGaZhl5ZN75h0JaWImoJKQdYodXRVJhgVGBFF3eUaTte2/nDSg+eAwf5s33 O7/j/RQHkqMSbaysrKzNO868l5i3VmNeqRrI+mtIGdSxkIQWp4V98tCx+EAW @@ -29950,10 +27501,15 @@ dnaYMRMIdurB+ZPbW6Muy2jA+Q9c4x1nXVR0cAXZ98HJwcQYBGQchEHu2eoI 53/eEJA9K94BzgfTn+0czoDAHCU4fzMoXLM04fw3xVtFf3vrQ9SZOMDdh+5+ AJyIsZ0= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, + 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJPIGYC4v21shbpLV4O/LEB943MFR1g/B3BVhH/02Ud 2peHnzKq8XL4su/j1vRvMg5TvrHFz5DxcmhVYFc9s0XGYcetrr+p1z0dRCon lZxtQfDftOV2G82WcmBZPMmK0dTLIUY1QubcHimH5S889P4XejmcAQMph4qI @@ -30233,10 +27789,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIlIIaxWZDYzATYDFA+A4VqSNVLqpmkupNUe4nRS4ld -AKjmAn0= - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, { + 1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, + 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, { + 0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lH1IU2EUxjcd2igTNFN0axrYppvbrpqpKB2Ltrs7TFGhYRNbMmek5h+G BnNhpYIWmqzwC11IWVBYoShSRoglfpUoWVZMzEyiDzUxa6jtvfO+o8ID7x8/ 7nbe5znnuTfo5JkUvSuLxWLbT6L9uNhPYMJi1vB7Jfy4n3y64ZMcfmvz+tf3 @@ -30397,10 +27956,13 @@ gYPPCXbb2aIuDhHi2y8y9Bk4SEy9wpnh5OKg/pZ3n0GmgUOP1ysWk0wXh8I1 884GuTicAQMFB1fVUqZZN5wdYlQjZM7VyDnMt9G5MivO2WFHsFXE/3RZh9rf VgXnKpzgfHB4SCP4sPDaDuK3yzrAwlP9k8rLWS8RfFj4AgAcQqMh "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, + 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, { + 0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, + 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pvSNYlGuh4O9k2Pjs94beBgDAYeDt1er1hM Eg0chD85nk8z9XBYfH8f3xxmBL/2t1XBuRV6cD5/bMB9I3NFOH9HsFXE/3RZ iHnaHg6paUDwTMbB5wS77eyz7g6tCuyqZ7bIOGzQy1vMmOPuIFI5qeRsC4L/ @@ -30674,10 +28236,11 @@ bJaA+w8cn6KI9ImeXgFzzyhM 21.315600000000003`}, {5.12031, 24.478099999999998`}, {5.12031, 30.482799999999994`}, {8.026560000000002, 33.8047}, {13.2969, 33.8047}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIpIIaxWaBsBiifAY3NCJVnRmMTo55Uc0g1nxbuIcZ8 -AJ0vAkM= - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4k8bArJnLXd3OAMCa+wcYPzb0jWJRlMdHDbq 5S1m3OPusPyFh97/nQ4O/0Gg3MNBd8KCH4bHHBw2gOR1PB3e8O4zmHkJwb8J 0u/r6DDPRufKrDp3h+ASlen/HTD5PV6vWEwcEfzKiBWmZ3+74eSv6b6dwZDu @@ -30691,10 +28254,14 @@ MQhEOzgc37Wjl01A00EYFF+1jg47HIAO3aEOcZeYM5wPjt/dLnA+LH5h+sH8 XjeHBxHi2y8y6EDCy9fdwdRmb9A0Rn14fgG796khnP/3W+mDOYWmDuj5CwCX 4pMB "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJNIAaxQYAJSjNCxZiR+PjEcakhlU2JOcToxeVmSvTS -wl+U2EWMmQB8+QKp - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJx1lHtMjWEcx0sNB5kJzcxtY2vOkUOpt3L5njZR57y979FMf0Q7ciqJGG2k xhBbYWVZFzEtFJOSch9zS4yQynVzGZWWKZfUunmf5z3P826ZZ3v++Gzv+7t9 v89v+prE5XYXJycnZ+WuVu4Q5b6alGKb9yQEbW43jXl1QNTdF3p7VihmZ57o @@ -30738,10 +28305,11 @@ FCHf7AN2UAMbi3+dop0lYtFIej8RkM50DY/FDJuHQYKLh764Ku/EYp1ZMUFp 5VTqYw3g8act13KfooB9JEN6f9YNfzcgbc+uE6lvqKSXXyJeDRQqz8zQ/96v g/8BCWu+dw== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJpIIaxWaBsBigfRjNjEcelhlT1lIgT4wZa24UsDgC4 -FwI/ - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIzIGYC4pjco/82nQ93OAMCLQ4OCo4fk89cDXdYcn8f 35zP9g6VEStMz14Pd/iyISB7ljmCnxB7x435hi2cf1u6JtEo1ADOP3HYaW3m PG2HmSBwNtxhg17eYkYZbYdPIHPywx22mP84lPJKy6F23baket5whxkgdTsR @@ -31001,10 +28569,12 @@ DlvMfxxKuWXjAA7/CUA+SP8fewdYfIC8c/aWgwN6/AAAZ3PDuQ== 21.251599999999996`}, {325.90799999999996`, 21.795299999999997`}, { 326.611, 22.881299999999996`}, {328.11300000000006`, 23.646900000000002`}, {329.645, 23.646900000000002`}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa -jwDSKwJB - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4qAdcq2v08scniYuvGZyXsPhRNm++VLtZQ7/ wUDDQaj5wKmFSPw/Kz9e8p2A4P+sy9pTMh03H2h64I5dCPNh/BkzgWCnlsOm ue+XH1ta5rDF/MehlFdaDmkgMKXMYcoE/iozbm0HRu12sZuTyhzWqz5pnpeL @@ -31028,10 +28598,12 @@ DnUHCZYwPl27cji/RmSd+8MeBD+gd3qe0NFyBxbOLvnkPj04f9kLD73/giZw ZIkgBJ8BBBQQ/JYDpxa6/itz0FGU/5LzTR/OP1Ara5HeYgLnzwSBSAuI+8QQ 7kN3PwCzCL39 "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa -jwDSKwJB - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4h1yra8Dl1U4PE1ceM3kvIaD/l0VtsajFQ7/ wUDDoeKlmiHHMQQ/SSDCcss5BD/+6QWl21dx81teB+6Q+4kwH8afMRMIdmo5 SLCE8ek+qXDYYv7jUMorLYczIHCpwmHKBP4qM25th/SJb2vsL1Y4rFd90jwv @@ -31052,10 +28624,12 @@ Dzh+35vD+WB9laYO6PkLACZnt4U= 400.44399999999996`, 19.526600000000002`}, {400.603, 19.367199999999997`}, {408.90799999999996`, 19.367199999999997`}}}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIAaxQYAJSjNCxZiR+PjEcakhVT2p5tDTLlLNBADS -cwJB - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYCYvkNRRkTV1c6pKcBwTkHhwlva+xNTyD4RxSA Ci4i+M8vKN3+eaXSIfHwZe3UhQh+8VbR36fVEHzfixNj/jXrw/nPs7S/Ta/V dvhTl7Wn5HKlw5QJ/FVm3NoO690fVokcqnTYYv7jUMorLQf/3ul5QkD3zJgJ @@ -31070,10 +28644,12 @@ beY6K3h8HGxbHn5qkgWcv/NW19/U7Y4O898vP+b9u9LB/NrRXJMbjg7u24AG Pql0eMO7z2DmJEeHEwtdt30GpuflLzz0/hc6OsDyU3CJyvT/Dgg+LP8AAFSN w2Q= "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJ5IIaxWaBsBigfRjMjqWHGooZa6kkVp5Z7aO0vXOoB -MK4CWQ== - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGIHIGYCYh/zTseEzGqHE4ed1mbW6TnMl9K/qxJX7fBl 562uv6UGDh48TNrtEdUOy1946P03NHQQv3nue7B/tcPBtuXhpw4ZOXwPfrx0 tl61Q8Ga7tsZChYOKdb3/Xu1qx2mT+CvMltt4QA0ja1Rs9rhK8g8VUs4/9OG @@ -31210,10 +28786,12 @@ bv+sA7qgwWGL+Y9DKa+0HKbnCTUfKG2AuMNH2wE9vQEArFEdtg== Yt4IPsy9MH50/6GvGlENDkfaloefYrJyADn3UFyDw9edt7r+qlo6eJsDTUxp cEiOvePGLGEBUQ8MjxkT+KvMtM0d0MMHADTcg4E= "]}], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa -jwDSKwJB - "], CompressedData[" + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}}}, CompressedData[" 1:eJxTTMoPSmVmYGBgBGJzIGYC4v5DXzVi3jU4PE1ceM3kvIbD6YWu2z7/bXD4 DwYaDu+XH/M2/4fgp1jf9+9laoTzHy+dfUSBDTcfaHr/IfFGuPkw/oyZQLBT y8HeNG6XJ2+jwxbzH4dSXmk5gIRnsjQ6TJnAX2XGre3w/PfKj5eYGx3Wqz5p @@ -31278,10 +28856,14 @@ k6c3OTgCrZ9hbQ7ng9U9NoLzwe7J03NIsb7v39vV5JCR/6H15BVNB2btdrGb pQj+GRCIQfD5dTfNfe/d5KCjKP8l55s+nH+gVtYivcUEzp8JApEWEHsjEO5D dz8A6Bi23Q== "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGJtIAaxQYAJSjNCxZiR+PjEcakhVT2p5gxm9ww2u4ix -FwCf5QKP - "], CompressedData[" + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, + 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, + 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" 1:eJx1lF1IlEEUhjcVsTQKg4ywwJL4aEHb1F13t/CYJZpEkiBmFlYWtkV5Eabi T85cmJSY1KJ2YYhBCRVBkmURYfgT/ai1KOFGYNq2QpRaWlnZzCznOxg48F08 zMc57/vOzIk4dGrPEX+DwbBIfJni8xPfC7keMhgKnUzsS7ZCft3n0oQu4vap @@ -31350,2919 +28932,13 @@ vv/jlrG3Etz94PA3k3RAjx8AVVPCmg== 3.781959507406663*^9, 3.78195951476969*^9}, 3.7819595563022633`*^9, { 3.782037403103711*^9, 3.782037415730201*^9}, 3.782063255840281*^9, 3.78257902990991*^9}, - CellLabel->"Out[36]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ -eJyM3Qe4ZUlVPvw73be7pxNBQQHRmWEI5qwg5qyoiJgQAyIGUERElFFQwIiI -iiOoiKKoo5gxYBxmVAwgjoKKGZVkRMWE2fOtX+1691ln087/6+fp6bnn7lN7 -1YrvWrWq6sMe+MgHf9pnP/CRD3nQA6/8wEc88OEPfsiDPu/KD/icR9RHJy87 -Ojr1J0dHl33VlUf+f3d0lP/8n39e5j8388D/z99/7/jn5O4f/uEfdr/zO7+z -+8u//Mv6yWfHu9e+9rW7v/qrv9r99V//9e6///u/f3E+6uOXvOQluz/7sz9b -H/2P//iP8Vh93f/n0f/5n//Z/eEf/qG/66M10u5v//Zvx6P/8i//8kvz0T/9 -0z8do/7nf/7n0Yn56P/+7//u/u7v/m48+o//+I959FWvetWg9Z/+6Z/mqCd3 -r3nNawatr371q4/yXP3/7rd/+7cRtr693jie+5u/+RvUhVAf/+7v/u7u5S9/ -+frov//7v49H/S2qHrIw7Lrxz6ndN3/zN++uvPLK3enTp3dv/MZvvPuBH/iB -le4XvehFu4c97GG7N3uzN9v98i//8i+Mj8/vfuqnfmr3Vm/1VruzZ8/uXv/1 -X3/3VV/1VYNDQxwve9nui7/4i3dv//Zvv3va0552lO+g/73f+713Fy5c2F28 -eHH3qZ/6qYPZ/vzzP//z7qu/+qt37/me77n73M/93PmdC4NdH/mRH7m79a1v -vbv88st3H/zBHzzm6w/uP/3pT999yId8yO6+972vn28cXzs95Po5n/M5uzd8 -wzfcnTp1apBSbM6kfuzHfmx3//vff/eO7/iO5JdvkdHXfd3X7d7kTd5kfAtP -fvInfzLf+rVf+7XdZ37mZ+7e4i3eYvfCF77wFyb3fuiHfmj35m/+5rszZ86M -91177bUr92jCox71qN1bv/Vb4+rk+/eMf87sfuRHfmT3fu/3frsf/dEfHX/v -fOc7j3cS/IkpTTR56TXXXHN04/wembzHe7zH7ju+4zt2P/dzP7d73/d9393x -8TGdW5XoG77hG3Yf8REf4ftHN8zvYdwHfMAH7L72a792d8MNN+w+5VM+hWXu -fvAHf3D9ns/f+Z3fmUDW75XGDHZ9wRd8wfj9Yx7zmPG9r/zKr1y/Z6YYw5Ly -PbQ/+tGP3n3iJ37i7vrrr999y7d8yxDiR33UR63fK8Xfvfu7v/vuJ37iJ9b5 -fdd3fdcQdH2Ga7s3eqM3Gvr3r//6rytf/uu//mt3v/vdb/ekJz1p/d6v/uqv -DgW67rrrdj/zMz+zu8c97jEU7U/+5E/W91HUT/iETxg/PXgRx3fPX9GnBz/4 -wWMKec0P//APj6nW0OsQv/iLv7h7yEMWWWaqj33sYwdr8odNm+pTn/rU9Xuv -fOUrdx/3cR/HGNfvPfOZzxxsyR/GS4nKNtbvoatYtvuLv/iL+b2Tu1/4hV8Y -7/RTaMVGalHPr99FJ3r99Nz52Ste8Yrdp3/6p4/n8t3P+qzP2r3e670e37N+ -9wlPeMLu27/92w++i75P+7RPG34o3/22b/u23cmTJ3e/8Ru/sX4X+x/5yEce -8OjzP//zd89//vPXufr/yy67bPesZz1r/R4Pi0eXEA9X8NCHPvRgyn/8x388 -JFxkrkPcdNNNK2tCNtfEi5UFHGjQFVdcwboOXC+W1e9WVhuL6+rv/fAP//Ch -aazrRHvHwx/+cD52/S7RPvvZzz74Ln9wm9vcBivX97KSX//1Xz+gmYhZav/u -93//9w+XW/Ss333GM54xPu/fLRVe2Z/v/sEf/MFQ5fI663df8IIX7L70S7/0 -4LtiBY+Dvnz37//+70dkKMtfv8vNl6u+lKiET0a2D4CL5nCsn/EZn7EO8b3f -+7277/7u7z54PafBYezD18nhJN/t3d7tYDq0J6SH3V/0RV+0+/mf//mD53x2 -29veVtBdP0Mfdajos373G7/xG4cm9+/S/jjWfMYasaeC+fpdFrZlNyeN3YJp -5sFx/tZv/dbBfP/8z/98dUj5LkdNRUot1u9WJB0Bo39X9PRdKtcDxt3vfvfd -B37gB67ffe5zn7uq0oGoLg6t/aAP+qAxfQ4qQZz/Fdh/5Vd+ZURTU/zYj/3Y -Aapu9MAJyn50bvfSl7508MQfUZ8nKIvmrHe/93u/N5x0zXl8pwK6gP1hH/Zh -u9///d8f4/rDx2PVl33ZlxHTcFCssD5fvnb5MAb+7Td/8zdHyPAnHH7gAx94 -QhiftiqC75XiIrc54j8mgFH+gIjc7Lu+67sOPQY/2BH/wi3mu//2b/82lI8i -gGr+mCzbF5WQYxY/+7M/O9xW2clRZvqABzxgCJyA+Rp/zAqy+PEf//HxPVP4 -mI/5GNw4wAbnd9/zPd8zgA1shgp/gC4YTWC5293uNmZVjFkBVuGzIbfHPe5x -Y4b+EMEd7nCHwai73vWuA6lUfF0BVpnZkIfYzkP4A6e+0zu90/jOne50pxF7 -cbZUK5NDPEhQ1rz6dKpjMr52xzvecfemb/qmA+PVs8vXFhTM//lq+cVFZ0/v -Hv/4x49vUTgTo5CljJnXN33TN+3uc5/7DG9qBH94PKp2/vz58RWYpTzoygtu -oExg9zVf8zXDe/lDWoLciRMnxnfglUJvR5+5sP4HJpHPe97zBkyYQv+1+TFM -zYie8pSn4FQ+phYV5QER7nT5+NSIJDRKEEVLMefoV+fv4CmosfDTABhwTYaj -pT7/zu/8Tm4qH/MaT3ziE4c6lMV9VleW48FSYI5xlarlSyZAIL5YdpWPQTEB -jJoUbMvHYum9733vEaYrhuZjBkm1P/uzP5sCPn+6lEc84hG7Bz3oQeZ49Pz5 -KO58/Md//MCeZVGf24k8OWR+4403jqCQUZBgShxxRoHexFFaX9IOHYUuxuBM -tZiZj6Vf1EVmU5aZgXkdcFAgz2dmIOJ42SMOaaPGPNJuAJXlM5aRuB9HT5qQ -en+Oo/ulX/qlg+d4NCrUn6O5vOjevyxBwlx3w8nt1rhvkrvm6Pkt/KNFeY42 -T5+0jsfcIPH+Xv4NHO3PUZgJV9fnWH0wyINflz3Pec5zOOay1iUyc9Lf+q3f -OuLbjfM5xkb42+egwcru1ufEMQrkieW54/GcKXFExaIbpnzl0TwpL1qPnGpP -F6wfzCvzzrxYOqhcsjwYGA/44rLh0FBRYyRPaD0zaWXHXHNn1Rd+4ReORGs7 -J4ZbjunoIYesAl0kuBW+a1j/PTkgRLQmw7IVftwTp+dzYIosEsoKmZV/js/6 -eHyehLePJwzf6la34t/W5255y1uOJL0saX1O8HzLt3xLv1ueOzG+sgww/6xq -x0tsJ8PpCnf95TDWuXPnXmcygtXXf/3Xb3mE9WBLfa2G9d+TIy+tPPRgWC6V -bXvi9HwOUubTKmSsPCKye97znkQ1nzsez0lUPvmTP5nlZUj5hdBWBrC+GogV -Nvcp75IICPIwTp6jmT5TAcqrQSLq2UmkMVLy8pbrczgkHd9OxWdPfvKTtxyS -hs5ovNonB0gbOod49uQXeQ54ZJj9OdGG7+rPwTFiWc91+ImtP/LMxE0H/iig -Nc8Bfay1v1eaKRfp71VG4RC2RiY29Of4Me5697r+iJvbske4iNvMsALplj2m -PcHR+hww4dn+HHftuX0BZXG5ykp92lzOxL8rewQlEag/x/CkVv29YvaWPZea -h5C8ZQ8QITa/DnuOR8GMcokkRVpCJQjHPVGiwmT5+Pu+7/uGutKR0p18bK4K -KMJx0ZiPSR7WomEVvRJbeQrjV4BbAzkwDfDyFjWrzz0kkgqIKVLQIvL0HAiI -DDsTAzxCjFhQA4UDAdV7zh8P+zYRnr0C2s09Kgkk+BkE+qMTZK6PCvH8PZor -tHRVmvnS+qif4XR/K5rm0UtNC2jguuDN0oxwwMvz6Cav9it5YNerF7/4xWvO -G32RPMwq6aovBOfz/hzJgCD9Oa8GXLtbAIN++qd/+uC9nokdRe+VaPKOPKfW -+kd/9EcHz+GxWNuf496i43mvuDuzvQM4k2B6oPeXD7cAk4r09J/TlZLO/z8x -82mhBkDbv+nUqD0zm/bVyqgF4lNjGJ/5HX9fej79+qlByfu///uP3x9+7/T6 -PX85wk/6pE/ah6IzI59QrrvmmmtWav1bFC/BYaJsWUwPTXCazz7v8z5vPndm -nWX+GlO6XE5y/R7lgSErtqzjN+4chT3v8z7vs4kzF8YzkoAtZ/3c2SOcVf59 -EM0uDNh+i1vcYpQ0pHj+lYNtP4OHChreOL8m/Ct29Ucgiu1n4FARk6+hfSKr -9RHgRN7dP/P2woo3TnFIfwAov+6PFN4p1tQnZbE+sxLxNm/zNhzRDVPvuGGY -Sm6Zr3pMSlufnRzfPrl7gzd4g6CslbH85qVYA7r1z0DA8j6Zo3g5gdn6CJSJ -Fdt5F7zYoAshTCYC0p6YALjB4fFXLQicVyvIW/0sHPhdnvmSL/mS4ZL6Z5BA -ZXY3TvawEaWd/ohKGyWt/18oODlyDxbcAy7nBo/sKT05nITn+mccjNCmyJfv -cni8QbF8fQ6++eiP/ui5IrB8Jrnxnu544C9Rp3PI+JNrB7MvF75ySD4rUPSp -oh+O6Z8pehYe28hFmPeEn1LOw6RkpvkMTk5hPhTLNlHcn1M3sYbSP+sV33wX -xVxtf06oK+h+8Bk958hkofnuC1/4wuE8+3MgjQyzfyYAWmRQIct3RWAerj8H -+iivCj+9Oi487HaHFX0JfV+wwOnAqYwHp2xzL/MHb/pz5pCFknymnhZYuEGg -qsex5RPt9VtRMZctGGcLKRjkuWuvvXYlM5/BBRSsfxdgmetF63NQ1FYEUf5e -bOgV8zwHZKeIn8+gVAbWRaW8ErHkOaiI22CwEYEcabuQkXU1iy95zlgpVGQ8 -JWjYrc9XUNmqtWohaNs/4xQytw0qYLdTLKNsCZDw1uLWuia81PpT/49jh2in -VMYfJRPoQRitNKa/3Gj7r14cMOjLv/zL16+CWQDAe73Xew3YBb77AzJh4t6m -Lg5B0e384d14/Ld7u7cbwGXC/sFYWVjBsPnds8OmVEDyx8+g1tVXXz0U8VWv -etXKNHHg0K7OjjFxbNrREDKlU0cQ8SGKfF88OBTY5cMwshAK5ik2vsu7vMvw -GyXIfBULyPF15HVhVKNxBOCUDCnjUQHmgBPUE3ZSAanodOP8GkuRxmCQr3FM -Uk0LGJiPGBUjDqegU74m+xHO8QayklayezLwdV/jkylnAcQbp4gEjLvc5S6C -69Bj5Sk2TfcRyo1B4Nyv0sQewF0cr1F6RjE3xFZ9F8VcEJGpP5i4BYqa7Bpg -AD9lDWylzN7lnb6PDp+hTdmkQSlpmAo6Tx/mmKGZAvdmKXUSC0trN3EJIVIM -hJwany3VYr5RBaJ05cb5seUGgqNWNejx/BgrFAZnlMrTGAuukVEpWp6GVFWF -jV/OLU9Te/w01+JZKCFwT7K4VjikJrRMQf3lL395njaPr/iKrxixsVKLG+cU -8dGvFA7zKMbwq0p1RWnIoEwGJrqiNEQzZIjVFEsCk4XfN/45NZiOJ3gDZhWf -5nLA0nZCoX0u7Kr1F++yWkBpiVtGSWZUKb+DJbhCvzMFq2D5HTXDWL/joZQu -8ztWTW2QY9pKWiGHB6BC5ogc/1/eaVl4X5us+ARdLQVWyx/o7zo5gDnrvemm -m46e1xir6acQ+fqcEiKfUKJfn6NP6noFhuun5TkLSOySb0wjFE2izUuRcXnO -YpOgasU6z2E4/1u/W5+DiH3XcmneC/dYE/NE6IOs+dCKDutzuMSQKwFZn5NR -KAiWdI7miszSUnVu6I0FRsNQTvFdLFNnlJzA/KWZvzgfF2QUTAUXQcfjZuTr -qJZJFCeWx88PkVx11VVjnVfE9bg3qkT63OOiOsZlQYx+KtyYLCfNc9FXJs8b -+Y70zWJUvsOGZLyakiAClgAUGlttyHcoAYCcqQgSt7/97Uf9S8mR2QuOsmQM -kwWVQ8njAJKZW+sUwE1FYECKdIyuFHr+zEOPRK/lzmWLq7liirVaka7cw52n -OjNTA8ru/eV1ywU9dY7EBcmUyxLWkZQYOFnZ00te8pJlpDPDEHHAzDjTiiLD -SHD5KfOr1M4iGvdVhhTnwMXTRgyoiJkRKbM1O3KTCUJJDIuJZ0TegYwAgOYj -tVMowcj4is0ZUdwxgnCLDoEUqtGvkymTiDnAY8fTITB6jkKTB4nDdFfPMUFt -8yR1VEI/FtnLZNcx/Z6ZgwdhI38nftGQoisCEcspifhNvycaz0hCvF6Pclnr -SJC2t0qqSwoZSaym9vwGgcz+tPc81BWwPMg+NTZFJcsA+obuNDVRDEQXGVFs -2sdU/b+UXINHifcbGxfJrg9LVjj70Ic+dHLv1BCSbN4wrL4EtjoQqWhK69fO -MbhcieDC++UzroD9QPN3muMCWVTduJSA48y4nKtI3McV3mUEJJtxJZIW93Wf -ZlxQmZ8wrukXG9ZxNShm2TDjQipkox8m44qcGgc40GXcsyMcEblxGTX2YmtY -XY74KLylcXReIOnLGmC7ZsWITP8LPNfHUSnx/8TIlRbQzrDiPrzXRUbqfE+5 -hVVkVjzEAMMQXfmBlQUwvCl7cmlIWquzTBLVltv6okh6Ba+aXpUjuN3tbjdU -F6dgR1oPCQmfXivtJ6lvaJpFkevZdWyNbjgqJ8vYVlZZCWUV4MF4fgtI4MGN -zS9YhI8ERQEAo2ucKULTAEXGRiu6lfMACuMaH5iUomvEE134mowNlGll2O32 -lV7vT9px5Rwb5hWFvBPGww984dTRp4VFeY1GZWxAzHv72CKb9tE+tlQLX2m6 -39FwY1usEv7Bf3x59rOfvY4t31WuIIOMzafnfVdNDeRyNAKJiopLxmVpqQvP -NtkMmyqIVs4MCyEJTF1FtIXOBrAh5oiRmGRnhk2D3UYLBTSv6FzBqfiUK+dn -/AMXqJUwfhZ54qMqa3E+ypeWN4LNkJSdO6HsGZLSpJc39iW+q0xq8gwXZuZ9 -QKLFImjWT1c0bglGenwznlyEmeuHznhys7TGZTzTyHJC6FOTMg9utIcWijF7 -pTNlWDwdc2PIE9T4qqbVMizlxgxk8rRMk1VFuwxEaimw9M4NBt5pI2VwTlDN -kHwT98YXlUFkSOCdnwF3MyTWQQ99SDosEpTHXtmnVMszgjsbxeGg6RQAmGG5 -EObXhwXqYtJ91Q4SLnM4cFlW3ystXcezMAo2MauMR3LAza65H1IClbsL5Myz -CNUX60hVqSrj0aysTec5WQTBYFnGY84pzYU+ED0lvGghwcIphJ3x4AmoVW05 -46kWpJqZ8bgXsKqPx5oAPq4s4+nj4UZkRBlP/xFb7z0/8nUIucuDj0gVJvIQ -GHUHarrJeHjlvaUq63hKBikxZjwuUqTs/OPyoSw/veuh2hDzve51LxazDssg -WVAfVkELsO7DUiMpj59CpqJUCs95TmTMumfGE0W5zv4caAm7KApnPCLmqPpz -gCO2dTUUqaMOec76JrWxXJDxOJUP/dAPHWLpz1Hr1772tet4vdDeV4GhZJEm -42lPlVh252qsLAREbeRv24gEjERUT56fqQDhqR0LeU6Rhur08agDjyHC57lk -Bl0eVAaG7fOQYaRvO/NlOonqeQ5WtMdGmJpqE1ROi8FJGVy0VmVWwtLZiGXI -BC9DpuyPq+1kKvNILZ/znOes4/GzIDaNj+sWBrMc3TvfxC11gWW84xHIWSQs -WDScmo8yVGi3pLsO2Tuzu6TBysJG65Ako4xKuuVkM6RchL8DbDOkbgf+add8 -iZQuqzRPnkN6jRlSyFKgDMnFqEPZoJMhBaL0qGdIES6F6zBSroxKmVwYSd4i -DqTZg73PBNOMpzKHlD6eqUCNPQoRoMC+R5fLUrciUOei4AxFsecD/Tk/uMZs -xEbAlvlCR+o00BNExQNq3c8ruCrqrAYekpkp77Yn+fzgKj20OcU42WdFx1Qb -vU/xt5LemYosTWRZUwr5aKQEdHfx2ecGy6E36wB0S+LMTOg+3eRuyjYyrLWe -rfWlz1qt8tpJsq8bFpYVoAUdw/pX9ghbkz6vFXbA2WkKCzvkGNlMEnbAybC3 -2oBATaLGRjozJgbpt6pFxhZYlFD62KabdaqMLft927d925FmzZb/wWZiNG9m -DhYBEVc1thKjrPXmxMjDCdzgp+YFgc24xqcuxgD9SmtXMfKwWQwOv7kCeZZ9 -W1MLr2vuwCvkhsczQ0RyFDnDJmXqw2K/9MFPF+ZvoOqUbxgSB08F5AuPnd8D -/6Q5Kqp5p6CXJcW8U4BU5OvvTDcto807U94heqkZw7Syoyacd3pGyUfVNe+U -4EP3/Z3El+Qj7zQn7IPRLo7PTo86toBBbfwOBims+bj5FdKxNWt50fJfzp3x -7GsgJ0fV3BBdy0wvbduZIkjHHxKVChZL4CzE0kxRYiFW9XcqAGI1zc47aSzs -3wOSqaR5Ne+EyGk80RMl7QbTwOu8k5VwEF190Bic1B0Xiy+Iub4T6xP7804+ -WW6ir9A7wW/VP5W+vDOL+GUV6zsFP1l8FyV/nBjfW1CDpfJOVkaV4Tuqz9Lg -N9D4TRdryUps1jz9ke+IcCCSAFq+s7cKpAFuiTbHw2/IZSxg1WwS6DCG51WB -Xwg6NdLvFKcVsG5961uv1RuF7DQvP2b892zvDRzAECjlMoGh2Zq3rni2GUwg -dTwmD8kQSCGLxDgYmPx3wxctr9IrmhoYr8Sr+je1wcKfR1/cyMpmF1iQaZE3 -01QjtOh7c2SJ9/bbYXLJLWSlkEv1F7KWMhqTUJZDSjZbp1TH6dczYViTz0jo -9DCKIyxM3cMWsU5ZuimvmALiwMQjTFaXEpMiUNCMBdujEYESBEtMha9XUCV6 -Kcc9etLnfRGqd4lVPAeHSEhLQ9DyPs+lhTP0+T5NZkV6K5Q4Qh/rgf845NBH -AUBF9KmBaa0PfcJ8+kQeszED75Vg0xK8YKnluboZzGmsZgAhZMf4ugS6zIJ/ -4R9ClZqPyIoq3OtmYPNTwsVjpjV34xQm9EMwTnostc3vJ3evmhRx1YYTtSpQ -Rs3oQupw0X71CJliqrO0PyqnYa0819HdxrMHySV7BDzj+Dj3lCvDF/UxyRu4 -UyIKX4QetuLr5yctNNaKhDZHkhOqpdpiCU1jM9BIOaTJm6VBSp622x0mDYc5 -0PHIA0kRGhubVfaSRAbAEjLYnNA19+MNz4MMocrPsGv25ocMirwFJ8aGT/fQ -fDmWwhhCUo0XmcgAvWIvk3MjC6a7gMI8NGJwhE1HVo997GNDAeriP3uNY+6w -W5MDjGVqtoTn9Tx+9geEC75L9NZdoGeBj7nAStyA1zM3s3v0HEepOO27oQG5 -/H4XhunSnbnnKsIww9QNQgb9RgZgLzehTlAf6wTRLGxrvgFhQgYmpwmvF/ay -PhIyeDSqiW2lACGD05JTcH4hg5uH/0EC+sKF4wiN5/Ytq1pU1jwQiVjPCPf7 -zrUkpCEju0JIpmWKrFpRDSoJGfJUTob3YN4YG9U0Y6swVlzUEO+62Gua+mE/ -CSS51ttOjR1SSxajrmCvWBbvrJTy/kTkcXwr/txiEgZSJeVMPZRImC7FrM8f -PT9WoITSjPL0pz+9v1RV2U6hu4xHT400AUBipHyFjP8WjZPaawTWvNFyqoBt -oa0kljfm/JDZM7a88XiEWlVKgaM8153nSxUkuUerhcQi/uSlej1U4UtLDqrw -Qi6tK7fw6DkM2+ExDOPF9bZ6eP9mbABui4l5M1PyRl9BgQaevJlCgEnWWWOi -niNZO5fyWn4OJhUHZGTF1qOwWOQiDJlo5Mo8sRaLsRrLa0YXm8KBpqBOXsva -5zr21OvjAV2BCq8sfJg3mqiUXKE0b+Tl5XQ0yV9aVfqcicprgFmIJ2rP28rg -SynXN+rdFV8voUbwsl1aeSMJyRf4f6JgrBVX8kZ4lqQYVYTKRpXlJOhlYHfp -dnN6rD5ktzX74Ttr8LHLYrpY7rBkOBcpl3VixtDzFagqXaTn53NiktyB74qD -QLvytRQvOg1bzoZ1FaoThNffjzWFB9b302ox9LLLLlvfb5VORWDv1JYQziAq -cK3vhwQ07ZQdzfefGVWFAE7FF5LEBuvCJwYdx4MOyGK2id+pDcccZcQhBVBE -sor/hfkcOJPiRl//lVjYdRFSOLp5atWQI7+JlCLpgBTqzzuUxYUUuqi+BwOG -FFBaIV+FN6SYXWohgysnzCAECA6qLQjQCwGXaCF/5jOfeRSZsC/mLhjk7fTS -s7e73e3W3I7SJR+OTMS1VGciEwiZ/uxD7el1BVMjFv3AhAIWx5MEPE9/eUgg -Ro93tRRIsuMvJChnCwlsJCQIkVSoYt6qliwXCdL/Rz3qUa+jltJOpnl1m5qm -k/5+pYS09ub9/JDkgePtOw7FVy5xY6CGVRjhk4VhuKnC0fH8psXU1HeyNGzR -QnXSkraEmGFyGCg2BEdb2hiClETAoF3DE1qcYs9fNClBpLBmeZiS800l31BC -daLjoUTkwFdykGgoQwjsggzsjr/ldUKJCkfOB+rLs1mkCyVcGmclqabjTKV8 -byhh+JS2tycIJmpVmtSs26EiJyGwQpQoIFgwONck5fV9oUL3ZnZAf9FUY4CC -RYInnAjmAe6mEZrQk01rvT1ADZ2GwS+ClqAJEiv0oAnNTuUKi6zepmDS1wQ9 -J3UNTUAiGhRYyJuBCWHWEkMTy0i9MBKDIqSSLIzmUgJRBW80uIDsFcxDDgcV -ofclRa/TMRJ7BomFmhz0RnqvfOUrQwk3kbQwlOTEIaux2aSgvi7dzBbv0vRQ -AllvV72kOkwSXgwlAjAPlB1X8Fu53eNGfPaghRIm6I3KwYIAvsJsAHoaocrO -Qgk72e7VZcFZW1xi+exnPT2kKcTiLquFPSuF7qfqpE6QJAeCeod3eIfRRNZb -B7HKikdNIjrMsx20ExwtC6JJIB4zGUYPRC0socOExa/0c6ZSevHTFfO1ohhU -RS/LDtIkyBlQaUOVfwk1mL9dqaZdVqE6NeKqpcO0lApFrNX63KWoCWPUkkBG -kCOkUAIVZGsqpdEhRbz0WhXWkGLCMe6QYiaYlV4dmg2ZqcJ2UlJrCimeQbYV -3IA/abGKiGaFaAsubVenIVkGDUKEDtOQbHLq6OBW6buQ1Qs3WzrYBcdU2eWq -KzJNoWl29oUlOJ4NvSFFSiYrrHRhFghPDxAnghKu4iF9Kp/QNfawirr0BsGM -ZTYHjfzcEy9e3AwV5LztjuCNUuZ+zKRC5GO8SiZ8AYrKzfSz67bKajKQo3pc -Od/eIwv1CyXliUKIDEky2AmBnMD13d6OnzXpUcQgTBxBD49ZjA48MKU0PAQC -ejEH4qSKvFVqvn0rw0yjxZdM8eAoL5ojluTNIJEAFkgkMFjI6e+kI54tXLi+ -U7rPJ/YVfjgxPWd5pyAqAFq78k5hXZpklTTvtPqghtmbVpR95ZoC1NmmWLCp -7/YmE4Lo78w2IGt93klblCTUQfNOAZjDklXknTJKkErwzjyFjrR/5TlVOX6T -a8k78UheB+UmM+FajJ930nLtAVrOMha7ElfK463vBDC2B/ewZYEfBHzslI6q -qeyCf6CI+FChIeojxzbtLkqshuckKnkdFLxdWkWmcnJnq0IT8WKRKUqm01Ke -KfqOaNTfiXRxsCxvfSfSt41/MMwm4P3AHEhtwKvhAC4E92uILDn1zYxhGM+U -vouz7a1x1nkrpuVYgcfN13Gm/P/cazEUsWaW1wmOSSXyOhPnf6UIeR09ZDdW -tPI6mUkOCnncHMEaMbAdfbVAI8QBg/GGhJTmtn66AJ+sZSTvzMb5vvrGFuJH -8k5AEmjhqIE9gBKQ6y2SoHi6MPqJH6qLOqgiTDnkdt0fS+Fy/uHxk62yBrAl -Z+ryH8WbvI6r8BGTD+nIi05kikLrtgePWxTFmWReBzkgH7xRwmeapSW9WUc0 -713KhpXP99cBWzxFf53vmol8Nq9Tc+frFUVJEYq84YYbojR9I2iGURmmWywo -r4MmoSPOsLdYpZtwWsYS2E6t3VzeClA5D3Y7Q8lAP7CL9exneGr4VZFWRgfP -9DUuEddMMfZL5/MAXFqiCEzne6YpUdqediN9xg01hUVnjocZGpcdlU71/qIs -WX3ZfJ38BoQihPibTFG+kTDXDwURspGV1+E+aAWHl/vuvUdwd0WR9XU8slqj -IdQQqGNex2K2Z4GYRVpMz87XScuQzNJLIvGEQESOHAkzFaxpJnDOAwpueR23 -t22DMkbaoPI6OEKJSgB78YtfnNdhXOw+r5MHcLzKHuStvSivs17IecMDeR1s -kS6pvI6xmR1fVnghr7Pao3hGPnmdTVnyH6ritfpIoyozPB7IjurozaX9UU9q -DMKKSfJPa9wRIFI0LXCxswry+Pkry26WcfyUkro8C9VchdqTSN/rUcjv3jqV -FD/F29EBcqVemTqEkMWu+83PgM0UkvJ+yEFKLZLDhHxPwjXEkyWnsENJX00M -TVFlNCkmSX43S0VpmwwJBJqsLSQwdn6HlVF9PY0hAWkJTv1oKeQqiYYEToHl -bZaJ5Eeq6Xz+/drXpeCEFhJ8Rq90Z8AvSlghQZxLI1Dv84rZRAfVc+Bj0tgs -EaFKGP64+RlKU0cJCZy6YZMlCHtRBNA2ZzeHBEY/d8ivJAiFwjYzq+9EF6BA -yWgXBD1gpJ0Eqi/iYi7GS0BDAnLpIq6FBCTPzfIH0E1ZQarVly7jge/XPkNX -fz+vzAaMySagiEhBepY9WR1tcFQyzCiCbMHirfSuNZ4yM250/7qJWZfkn47A -Si94wQuy+EPxeTXFf9Bne6r8tpwhU9quLptgMOXFOS4PyucbE6No8cfP58ER -rk1JJHRIkWBmTIGJ+8HOr5seLmcSZZdWZ5TMkvDSQwZRUlUeGsPmbv37z6+Y -Pmtwgl9IoQNQFf8jqvYD8y9FCitLTbZnDVagLB2GlKxAGdtfa5nlZ+4/BYQD -1FK0La5nmxlHLieRf2Gy2kCn5rBvZmEu2+5GBA/GRV2Y1PguVUE95tCN8pKh -hpkri0BJRXh4Q+9EKrFXhUOMvlRFI9TQdbrboSWdT4ty1EX+LuZTF7OFpkJK -OKD0W8+FFFookhGT4cTvS5U1QkruApAYhhSake7KkGIpnmdCyjytcNVcTNSa -X+Ss6tJDmwSln51xqfIKD5fw1DsuRVMOPOoCj2IxZ8vbCT/1+9ktl/oOOdFr -ymYE8brMO/s0xUcVCckWc4QwUj7F85SQ0gCAGaoQfGQFrEvhpxTDqDP+9734 -qaXgwcdMCnlrfLaOwstQh1K6UGi5HvsEBFMlxlAIM227Z/wMUJpZWWooJKlA -rr6oaEG68uZ1oYv0crj6R08KPccU4BzLE6gsww+F0iOmgEJ5hsmFQkol0PfG -Gv2Pqnh8c7mfUOitUpx9V+2yl2G7DqatPklueGiykgx5NSkTUY1z1aQw0IKP -kK3vz6dYkrYE4Svm85RGXchrFCb6ojekJDJqQwqZVG/myCuZKgIp/YVMpsB5 -I5PGqVmWhwuZKdVIXQQ6m0/yWgaeHRchE6bIupgayH5H3oI3OCHNCiETEuM9 -K+dcydSlqEQnjQqZ1Ao28Syt1M9R0om8CQomhAMYIFgdecMChxsGj0f8kO0B -Z6XskTdTyjHB0Ui4kP1XIr5SaN0Es0DNUMi2oBu2xGehsCBHKASUoFjEy4DU -xUMhRm3beix4QbPcTMk1FFKN1KlCIYUmwt7DLW0NKJmtPNlPC+9IM5iVtvCJ -o4ejLD5eNefjEcUHawSwLyUtt3RyHk/Ijcj69ptbjof10EOYtPXyUnUfyVN6 -lxzj7GtzAJpUeTZOj6ZtHP7ISTjvCvwhWtLJ/vkBuKUSmBAuxVV2o0bUFuEl -2BDOtdIihz2GcA6NjSomFtfCbLaSHs/01VkTUI/xOGFwBxSTXNUWvbnShNBM -e/g5j1vimKssw8NWDAjN/I+0L4V26l/ubKH5eDCbvnEWNePoiEFoMjdT0gvZ -7DKrfSHbe5FHL/hXvMZzmo3keZL1QvbZYaqyDhVd1Q7YN1csqJCBawsVZ0Yt -R5y3AKTMmWMqi+gKqvsJEPP0LpkA6ZkqKsqxZQKIz+m+mQB/ZvHMm3h0k0SJ -N+EchXnSk570UZPvMKOXwkL+nZvuRigq1xracZDB+jaVgh3Vtba08y2qMhVj -ozPCC5kYsSwwys6Wc45blB2HRBd1p+woENmF6FzHQI4iUhSHVdI1i92C20z+ -R02qVDSKYzhyNTQi5QUbKzWCzXMhHH6gY1YaKk72vkXW1xsGsUdgUAXnA+S7 -GM+7c05ZOwQAQjhEbxyqoDoxV9PHhMoNh/A0iFI+QfwSVirfsHQTwrEAK/i6 -Clt9q4CU01k1IdxnhrBaQEjexlIBROBTiZNjsxduuscvnIRRNJxka1CagFuK -9X8nWMcDRvI26su3u93tTg/0spwiFLeeZFHAScPxifl1/lu45ytq+Lh1+Qad -7CucrEJDneWBj5gEK+aLLPRYIV5f3iMe8YibI5ifozUILtmemgQr/lob0TI1 -oPIJnjFXzRkEiRSlSA6ZvLAC1/Oe97x16REJOt6EmHIl95nWxoELBBx/zkiz -XA233NwiOJXjGZF7hzvcoZMrQhWOnsh+2XSLxwBAv4kMfyU0oRop/HFp9Eo1 -KGQJQg9GQapQbc6MnEJQDJNDvdWlnkdtqRZnkQd13fGOd4xWUBQuVRUlWpHz -6XwWqi2I+Nxn5+eQ0io8Jb92CBtsCPlQuEqxQrgYS3u5Fgkgw8f+ymRuJgFc -bjjRQ8nqEa/pLDzPGbRaXa9ulKK+n9jJcyBLASTUe09O7i+mhnqPpkexPGPU -ml5Zf4abVQ0oQUWuE4te1lhxC1p5rCDq799YXzrae9kSYpXiR62FOtpBS+r3 -URAuDr5R1Ij1IYN9OAU6ZIL5fJcAD7PJtst+bs76qDwIMa0vBGtQyfJNWEsl -09kfd8FCiMjfRrBwLQ/RmR+NRgwrkb/V12Z56QumnPkdYQjewkTbJUM3r517 -TmJblN5SFe6dmTxUikjPfnIGZQm7HHQOeHtJbSU+m5Wn7aU2l9qLxD0JNp/t -65Y37j0+u3xMCNLKjrHcMgmbPPzhD7/L/CqEI1/vlCrdpDGzH3zD4qmPv6qc -2Q7D9vTUiW/Ozw6fZUEBJwEsYoa+BNnRvScXlDDprwVAitFrHTQgx0P1Yi6X -b5NVaBYzARxZ1ELzhVEdE8IgZxyW/eZOKKph7iKnEN+aT3ycXYUh21Csxl2G -IVtuKZogm1730ojvZ30/ZCvpUBRSCtk01jqbHp7Ee+kR9uqnoPxy03LU0Qum -JSz4uHxDqLZSnDJlXyIXFwuQrFRjAIyqUsrF9MNMVcqS1F3dZg46LQdAL1QL -CWa+X3bZXxwKK6BaU2WBmFAtMwZe+POSd+/3kGJw3dFm/hkS89OHTarNBKQC -pSQ11qH7GcG58CxUcyTzOq+VatU6eYqO6+SaLANJVBK/FW1DsqSQ+gnZFRxC -MmdimdEiS0iG4qgHMcYALRTRPo1FKkQJ12BvAecYoBQVUu0GKBTBnN0AGY6h -BMUci5QdfmTE5WiHqPHWOj6ZKMoU81dSkQXrWaA58HJnR3hhh37tNbRMJPQa -ZQN7E+7chs4yWD+AJ8sRSRs8g+yUPpEo1Pf7SBlLTlbJejV/k/68ft0HYWkS -CJexDwoRbHjmnA1MSvX9cBlZuVGkX1qVunHItcLCzeX8gLmxfQCBkAuocnW9 -J8PY9Lafeya/z9HZaRihbxIQvRFYIUmfIHegcAsUYTHbINlOM7bT931F7sx6 -A6K0gyvnT9Ds4JvQzD0qxfFRoTkXgurbC80WtHP6SWgW4OReslZjcPXJsfCJ -FwjN6EV3Vwv08mm7FThdvl6CBwswDuFGYj1P54tpq2V5taW8KHW7ZvbgMBZJ -J7aEbK6VRhjWKja2zNMpRlnJmfUhm/iiuf3AsOQfYbWoo1qlRuD/4Tvxu1/y -yYpEFaEiNAPFOSgxNEtGtNxpXwjNOVGMhRgb/uMcsEueLscLzcSXw2ZCszln -sTc0U3EWCCRIp6XXxl7O9d+PJXq6mDQ0GzurB6GZZcEjblyMBVIHqalki2sW -nZkWb1BOKhaInbn7J8OBvXEiIVeBCXDn0dNJRJv7ypBkU8LcG1yISoDpR0VB -panizgaXZeloubIQZ3C3lPlW7e3cEVCfFi0wpj47uJk0kOSu87N0ksnPcg6p -AsM8dHP8kQ3pMnOdRGYCYmdpJDPhctOTlZlY80ov1D3Hf5fKvfUwFVvuUtJ2 -y/luNHK52j/Mg6IxAALu1wxEwTMPbpNdWrXNPHBwLvePP94LAsqsMw+uGSoF -yTKPSx37BnmkxTrzoCy0wDwonXrvMo/liBvGphrG/2h+h3L4uxwBT3mFk7s1 -ZYazaEyMpR9Pn/lDQArwPQGW/GVTQ2hGn3f2s1b4WXCS3DIPYRLm8y7Gqgvk -lnMk/PG5yoOSOAOXJQux5QhCEvXLilpEwm+kF+nq9hxl7z3xsj9JgLCU6XDn -WWKKWLj87f2IbJWq+O67TguhmtSXlZSviIVwobgBg0gcmbylCnWzkMIaZr6x -TgPHSL9Pg3S5u74sz+5VMPq6NPeeXudMw2Jkzlfrx6yI3pbjM43sdTaVQtGZ -RhYZ0tcPTTP0ev1KCjCQxaVMI3nG/nDg/cGkWnfyXX7FuMBmD8I5lS/T4C0D -9aJcDCkSj3IxaEpFiUQqeU6MHbCVtMytkGPxa+74XOlh2J7rczEmowAKYuzS -alX4/FGjlDvZ9ph5cNvwml3CmYfkJgaWeYjUueBgut9PaQoHL7l3MScyCCCk -J7m+1WRSFgV48pwQkisbGIa71mL3qpb8nMWTngfkypWwgpYo1hTeWqfEDzKM -7odpbPLATElAzFLxPZoWm/rtb3/7g2PRGZTdqpkLi+Db4UJw1TPUgWbK3q67 -7rp1LnIPaaujMOPD+OU0tmUuIiWQ0z/jQKiyBaHMRdFp23ykIJETUe8xafRd -6midIOdS8Lt+ZplizK3mKGRg1QOY8JzcDDaWKpS6ZCqCPitz53qmkm3gnWxW -RSz9TngatD0llfioTnfHltO4Uj+9y/xMIit8nzlzZhWLOp2aijwtYlEDlTxp -5zcNYhPy4DPYBqTPXICOqERUjOhiwZmLZS4iVvvLXED9tN9HLNi3PfANtGAG -fHHmAjoIgf3YF2zneMH3zAWqYcE5zF5lGUQnfos1HG3mQh3S+JW5cNxRicyF -OKmA7eaXukw9c5k3VRzMhcp7h3XszEX+C/L0w1gUDAA9t1dnLun9gF371gf0 -4KVnMxfPgWx9LsxSjOQpMxfpicDVUyOxMN2wmQvvmzNGe5tRqlkxfTTKUstU -17koTiq68PyJNtYx8UZ1kdl7RmIOopzwtkyETalDOOstLplAppKMP8INxVbM -70VkuIrxZBIiNczXJ5ELSHZ7l/zA+RpysTOBjbAlRR+vvte97lU0LvvK20VA -c27LWfZgk4qBXIte1qszIxjesN0rZzeBwJMZyIapeFc90CPUZlZMPb30mZXX -pzHw7uO/54b4pWoiBqRG/Xlp3jfXSRTKfr05CxZixqo4Of+pHH1m4decE5wZ -JyZebO9l4ncVqxlvPhNbhGOKmFlQHMuF/fxiskkX+DKL8+sVXxSGUyBP3XjA -XqALBCUBvfWcytYJKOdU3Or+WBrvANZMhf/aXqkF8itTbI+KQo5werZ9pmQg -VGUqClip3txjCoTN0n2w2xh8O8EFtfCt5ZdvPdURh9INlcgfxJ2piDjZYhTd -om8BHb1CKJrBqP2WrqTKHRqn/tnP3+SuSC9TsWkCgsdhbsFUfLfvtKlInalI -IHCEwHEU0PHVHlkkSpKDPhWeKZvmOia1HqkWl6lQmvRUZSq81/YIYWAKtiS9 -TAXQECXovXdRLkqGtawZ2wtmZyrwAatkgZw2gbILNaBMRaejIkOfCmvExb5+ -KTiond/3vvddpwLRp087UyE9Ab9bvJ9je7F4UD0VUtNk7axesZYNkEwpYSwe -iubfsm3RI6UgmQXvycL0asZMqGva6zILqg9w9zADpeXyv8yCHvE9/UQBzM6e -9emNly2Hy0q3wjhGl8yzAujtLELBpTKb158f69lgCOZS6WvmQJeDiJfxl4Ni -5w6NdS2Wd5JzzfA9Uj+l63UL6lJsYKm52bE31UEs2ABVJTJCcw5+U4AP8ekd -gibKXYd4XwcI1UWf8YxnhHj46xACXxguUuaBmVl9UssjP7+jnmK8uF+xKsup -snxwhUG1vQ05hVyqGbotMhCnNfq+K1dsOFpuIArdgKiAKBZXTvJ/493Lx+oq -/8bhwAL+UF8jllKdmKAX3LTBcNHn5S1kQ9vJpPWscjnJEe8+H1VEYctUqvTn -ZKMTfwHSyoVef0rU7LUPwSQ6ULpjJbnsS1hM+OLIBGFjAXheSDzaKbkBgdb/ -01plKkQrq2QSZKOfis2VMvausazcZBKSVM6R8yrKT05qjUydaYRAqNIbQcg9 -maYlp2JRJiHIHALci4MXBGGZgEr7ww8JSiwldW15GoTCcjIJfm8uG5tsP8g5 -Ja1MwpA8qNSztCeKpFrH40EIlZ2FfshLLYLsXvSiF/3foPbiQE7CBLCNU7Fg -rltYyLWDGM1QdF6Efk6CX7auUdYf+n1sSJAlVoBuOgGGhngQlEeiRuUcQzxz -Ax/MqSBFiKeLh0B2uRmW++EHsnRFM1iBjMnk+BY+7/rrr4/rydkZ3jILZKvr -gXvl0HDZXM365PkraTUW0MPMVfQkZtWM287PeLSU/FIZmSnseNVC/fmxcEaH -zSKqI0gE99I+QNcRjunZlVfOjr2VBlWc9AHcfX5mWvgtZT89GYtDHJfwVZy5 -zXzUOmAwSsilCeJN9/MQq5QKsEj2ENsKRgEDYaW1lep4FAX4RP9uevVYKycR -ojk61T+nRAZiQEF0jDLdplGXU2CjHtBXEt+rJ8Xq0eyV855NmUP2uQ8IRMFk -3rDMPBSnrAoFtfNAWTofojU6FFMwXkErUyjmroR+aXQo9lbDqXaEYuE1ZyaG -YuOZMYbN1HB8lhU45VhRjWjL4kKx2qN4adGrIlkPR0CyhZkYokdylkwUiGJD -n06TjxKLbjkDNlpBhDmcOkpsXQEKYUs5WZfpHc1rnmgEX6g1JuSCjXIMqKEM -pd9qk/WnMBj4zrEJeU7cSG9LyKX/OZAr5HKvAfMhF1OtpXF3c3rjOdMHWJBL -3cqGV3KzliUGlavrB+wFJIdc3p6NQKV5DljXM1NOaCWXV82mlru2aUGXVitC -rinJYcHKeZLKMG2OHYd5cySXtKaLOB6F2xze37AJ0nJe18axKUBtL4EhT9i3 -1y85kGw66J/NP7MH4vQI3AQnAYQTBPjyq6ldMF/GQGNNTqhhNGpJCQL0gCOh -hoXbbjnfxk2CcWywN+vJ7XwWLacOwQGZkQI6X2UVpZ9CwHh6Jn2pGWUvmtmw -KK67soPMiKOhveKMGTEIrkJHR2YEKoJiUFB57MwIeJMySaF67cVMYbjMSPjL -2lc/8U+upBiWRVZ+dQLCNStIp1afEd8gcFjEJQy17vIomRGdF9bFbVgMpuM2 -LIQE72G6rzJjz0JQOa3R92mc5btttx/zr9/HZgxDBVQcMjMykPs6HPBcm21W -STOzvqMvOwCtC8vzRQh6oNyQSgZoJVLwn+xUjCsfnBlhPCdn4ZX5EEAEJUNg -en7q7YBmxJPU/9+9Uc8C+5UY4lDOvommYURupOkzStNiZkRDQXA2iTy5cfJn -CQCUT0AERWCiOWG83vw+DvFUpkWDgYJMy/vFzf3C39IsCpCTTEklKtiWn1dB -cR1Cdp8WLubG+LNtWlsV5AeQyqDUhuQvpapRQetsMnfGBPoyLnKFSWJUPIvE -xXPFpUyKA+ImbJWIUTHh9PSOGZ3w0rBdogpr+W0/0Ss057l+KHzmQYzKDOCM -JXKBodiXeVAOKSUd5xy4PT7ainjmwVSEJH/L9WUe/ArnYMqZB+NOd+9sn48f -v9Q1PFIZyZeI1M8nEswst52ZTCI0jYB0KzUW4WKewX6U7Vdy0yhBtoCKZlns -EPNthkrxWn4TMJw2Ts4i2CKMtXQYxp6djOXZFf3AfgFaRbeEEjVlErJ/5Yty -DLG+S928aMa2NMlesi2eltMdvC+1Oz0ZwVmSoHtowgjZNlTQGQH1BwxdnGRj -PiKP5vWhcsssekEsMvggeeEo/iRMmNvxD5iATOqtAoAJQn5pW5gA11r0UWIo -XxAmXGoVmIu4VFXPbAHTzgFuxcGo4YD0z9Jg54C6vGI6xx0O9MsY4CkcyK0H -/t0DlcW+GHCnkYOfNnaUdM1c0lKJiw5LzvRZORWZl5jevZG7XamArbLvPNPH -Dq5nP/0l1eaaeMr6//SvK7rL/txVHQ6QB/jPPrMP2dcZl5qUvzhw8eLF2IMY -ztb2E1zcVfBXqJ2Ipj13fjhIyi5BxHwz6ndGSA5hbR2b4QSXJ2HsZ6VwUtnz -Hk4kjix9s4sicGwUpN/UwiYtbtWUVjZQcUKX8dxiCo2Hy/0SaO033lLEae8r -D/Aki2GhUz6YdonwQFRQtde3w9fwpikeGYOpiBaVNBxkaXjQLwiFpyyqdXzL -/MTI5Xy3hQdkwC/aI9zPR8OXvlGaXFI/jl+EgXsxuPiw8oCc0iAYvzh3nB94 -LliAbPc8WAIOm7ewRgX1NpcriU0IkjSV2y9xhQukmzWtjE6poXxANZKgoYom -W5cgRCpi9qb5eYbUUb9cPsvwcQkiUE6YRC3J5W5hGbgTTOMSuKItIrqUU6T1 -YqUakTGF7krjwgH+moI7xK988ibdYbFpKQ0j4BVquT/PZxEzb64N43KkHi1r -sclRc4YqlePtqSJnglFkoIJojRmBFTIvTFlrP6AV8AB50Gi1c9ogXcUfzp41 -RTPIjqvVYnpm/PfkKBtlO3I0A8JEhggr/7Gacv/737/32ai4SvSjFlB9AnpY -zoDSGBJuSNiRViyvFy3cwH4zd3J0ro/2ahVcUIcTYARgOHASkFBcCjf4J2JS -mOIDhURaKZSmhi9wOPkq3BB29exYEA83oH2C3XPjzKh3mgq7gpu5Yu/qR63S -7Hk518qSYO3OEvaWKllYYnp80JYlPitaJkvOj0CnYVhjL62Va6nzY31uk8kF -rtlFmXvWxPV5v87gi3+V6bOKaX9B+ML/6AG0EBu++C5Ng//CF3mf78v9WCu6 -BFeItG+eok3dj8JxaeYIX6S520465me8PV+OB1+oD3msG8j2Z1crHnK9yMFm -eb+yuilmO8eFKVxJ29w6M9QEW6gNDB7scc0114Qr2bSjpBOu4L68wlpcuKK+ -AuIwZ0qcPmHdYzEg3NQ5Jrt65za+CmOPsKaQG8rDFT5V5K6Mvd62aAs/YCqm -F5aQvPKjFTkaLfqkmpIrDcCd/W1J50cHmShLEmpG/Am/Yn1ARgiIKHvx5n3f -17wTYOULn279eX9q4tJqgq1KYFhsvLlwtfKFZqBJbSV84aO5wH4Ha+6e7H3W -ojdsXrxY+aKqwXUqN8Sx8IEcCw2XT3GzrFr11ud6MIqOsIQxUDjTwQZhhQiE -I4aX4iTyoiqUm+Z1N2va6WQ4O1liasKkyiSnxaiBoBL5yhIikCxxXDEgBsX4 -euQRzEUe6xoRDTFzVlvHIvow7rBE973mX6LlsKiJugVEzOEQe/nesIShmDLN -th4VX8vVMybumYZqOw1LYEUG132tyJLV6GiJ7xs3ZzJgL2TRNzLkFl0at4nJ -DChbZ7an/OzX/ZbIhDsV1Oo5/z05XGRick4NImUKWdNcd2Qaj6sDRip77nua -vEYE6EcEss3S9ZUTcsWj5QKLo8sn3pm7cQ48okIfve+t1PbFEUiv8ikGpgM/ -NmPxKlfUhg1QsCkrpYVmy4O6NDsb2FDOd+xHlVLCiqQrG+ApkQUiLQ3I9NgE -Mvs97h4FknniEmQ/xnrLibnd6oAT8DjrZGLhBFPyXXg6nOB1sjEknOBBt7GG -t0q3RLwHtRdASoIrJ8S2fLdf34WL9LY4mjVI6QwLZynXX399mCEM8VPkFWaQ -g3UZelFpapjB3c4cf2XG3GN+QHw2EFoI6W1EoHDZ7MoMYCEbOMIMKiVc9fGo -T+r5YQb3TMO7WljsyrGw/VpgIVEBKJwQdjATPWX04YRqqtUL66GxDqoiua+p -rxrJjUnOOxu4ppwwGNepOjMXK8cfbtJz5d1XFih7zUuXVhak1aifqQ1kHx52 -uD+NvbOAtrMOuC8sYHkqzP2EB1Gf3ypntFq9goS1Yjse++FZFmjdvNW9iDYC -Mz875z9PPmpiOzMqDs1rDLZzVDXf9Uwiep5rjzN/8Ht7OYZMYtv+L5qio+xx -nT80wemRV+YvJFoN6Wfne6f4YL6FDvpdIVJudZewQHTlQPrubCn21i3MC+YP -NFdFMxuLYwm026KWpDNqwC5B984GJY6clh82KCX4vjJFaMYWa+sYcHqygVVJ -FK2dhw3UDwTvZ1EATrluosJjpqfqobCzb1RabqagbfPu+rwdsN5yAg7ZckI+ -Jk/tTWw5H0SXUjihh2iz7yFtXTJGPpYjKx8X+TAxAaurBlXLBEIBfh5uWV0K -ZYCVnzIenA2Q4V1mSY4covEiC2BVZbQfTc9dcPu2WI/rUqb6Ib3Md30OJEkP -eLjB1HgkhdtwA3fT5PbOkw3CBWAu4JW+hmywAIM7hEivWlch7ErGFzaIpTm+ -O+OxLirk+rt+24boZ8oZT1CAx1XT8xy1FX2coB82KH+aTt8m2Xe5hQ2qVbJg -4C9sUEDO8nbYAMnxdHO/VMjGFRaybz5aLHN7zrdWEFbX2QCv5hLwPMcbcMa9 -eCa+QXHiW55TvKMNOljyXk6Mwu7ZsFzaQfrSjLLifi49R9F7n0mA43FOTt9r -k4apcMJ34QKljYrc4QQYwL3qIgxFEHwiaT/QGLrfb4veH87Zr38Q0blWfqsr -2PZGNNwBh5Gd9illPckMEosDpxozAAOvKnwWgK0tZK4XjD9GhM3KuR/1taFc -/LIwYln8E/+tToEwZBaqgKTcCNQ3WcbX9LsHsmBzxfwMvqFTFp+79cu5NJyc -a59J3Tp36cnhnQcL/kg+VSyIhQg01MV++QzJSWSFJ3rByqla33vJY+cgvuiF -KYM/yG/+sjcOhhOsZgtBWQff1S1Ekp441U+vpKYqbf3SlVz03a/yUOICTfJc -lmm3/tLnrk/shypve+ylYVI4hY2wQVIB2nQ2kIp0DawqzvfbbGNJec08ReCA -bJWvNIte2T7L3oqMJzTLKp/ylKes46mXQCSC3pn2XtXsbpZEAt11f8kZYY3z -R/KcXC0r62EDGxKA7eYLG1SlIuJNEOWTgEHuuYbr/VNUV67SqyaCaD+XgWBS -Qo15AE3SqX6jvawwq1J9uybOde5yPlCF07L7BUbb+13gyy3+lQIklwo3RBkJ -zpK972lOw1SUgoOT9VDosrd+yBv/yAQDhvi4rPF3689U+q1VW7KVarUq9OgB -eibyhF2aNLZ7jQXq2FrG4xWzFTHPyZhgk84GyrgNHZQsy05hA7EL6NzOdddd -1y95z97/SIW55XzTflPOYfa5ZKlp0exX2wkdfWWek91eLWIszr9Pj1dM7b/3 -zPiuDKmv9LO1fgCS6UkS733ve69s0NuUPvG0HBOxwKHCW/REG6y4poEwbOBd -tqdRcBm5dD5sUBzKlu2+BGW5QyLWu0W2pUN4RSK3XbDbXu9IeXOsfJ6Dvbfb -LGAaVee+zQJsAvkEkbBBOYa2cgTtAH/BwaP7U+aXFruEzn7EDDbwA2GDfptI -tG9sFM4dld0PJtkWxSBBeVu/b8p3xbSuNf3unzynWSdamCnTIgtU/fCOjrvC -Bn0G8kJzLhU41V6t6KzJKmSTPBfU75efx6SOn67YKHt3pTnkv5MNiMcPhA2C -CCW20yLvbcfIrM9hwXb7D3vfbujSwiJgSPP7hq6008Q38HmqYQB6u1KEUqeX -t982lA3yPW7mGP4OH7ZdO5LAFHxCttiXI7v76T2kwrP3uLntf4GCtpFH3JxJ -6coG4M+CnstfwwYxM+eeH8TNpTSZQ5A60vUZ6ffFfQCtF28E0SxHRyOwa7up -3NJGdmL3m5XmmQLrc8qhGS/P8VM5Dias4MYPF6wuDru30isfyiEgNAyWJW1+ -hk+iicTFZ/Rmv9nRuL5DkuJzvio88L2tdoqqSTvDA+/hHBzclbkRvYqE5ZvM -jcZub0NjnPGveU7tIH1KeS86DpenLg5LVjj1fI4bzsZglZkcVS1UkIfaYXiQ -40l7CycdMGZPvYWSRNs8R7WymBCTyGmH/Tnjs3h86cW+wNXwgG5ErfMcvYhX -6Yd1yTf2Z05cXI83ozdKBGlo9w7p9zSDwQv1U3cj9CYTcu8Hz3kHG6Ev4YHS -8vaCNDEwKx39ks20UvRmEHqgDaMnyWTZTy+gL3L03tbMtqCxXv2Rh+U+uuW5 -CyPoQD48XVqhuQDeUYxHg3U0Qa3cTJpDVUGQstsdnhbos+4K0rDVpwWl6FqQ -WGf6UFUQTsiVPB0uxS1ednsDDKAnlnZkxQWJaX1/dNbi+/StDMPA6Jwl/PXo -Fe9Cq8AloBU0uEcbfusJcQ9buvTl/DluuiOWtA5dMT/D/e1tslqOeM0+fRaV -3C7T50EUD5yImfdKkAL385wE7vDMhYtj2gpI6ElblSIniKDImf48qEh87Nt3 -fD5Pcn0dT7hrgZHW5Wj3HvCSUIYHLIfldc0GmrWKdB7YSJHErlcsEmjznLxj -yyuoMBcahweqVjwhVci+LGJXprfWOGkflRNWQKU2y5m0ajtF08l6X28xgrHB -p47jwSDOJdbA4ADifhaZkmfum+9QKTuj+v3MWR7Nc7Q39yzlvRx/8veIirqZ -opWOE1O5OWvWIDhqRhV4yxHHEqC8VEhCgmnHOYQEWrBNnfixHMEULaDNpmn5 -M+PJKMEjVpTxjJU4kufE+cMr75ZFo+3WEPEhKxJpNMRGYuBw0vXtuxLpHEcq -Njo1JHOXiQZghwZl37S09cahbQzwWVKwXomP6PIcT2OBR27U8yArHt2rwE0p -BOQ5sokHyXg0XLa7r0CdX9tfoOR50OKIKZp6LHypWElCXECRuYvPuaaoW+tW -9bKrpNMAk+U21l5O2mI8qWw8ZW8SFTt7ocU7eYCeK8JzeNQxSjJ9rTSZO90S -Y+lS6q3kly1XckZeQCdzTqARF3PKWsYG6be1VeMx975iwk2oe6Mrc4czctBn -LwOEvxmPLLf9JIJfLv3tCaK5d0wpugTWJ/jRBbSQz5TbsNsclqUHhexh9Boz -oiemrPOGDEtbuaKvr00a3v6TDpFAlX6/I5ZsYR3Ty2pMxmNCUZGeEYGn+2sA -l47WXMqR58Dkw+XzC8Pzei8IOHPnAXeysGlBkMeb/cuZPniwPeJvXot7QC5H -mn73kOFVIe2K+ZlYI1uCTLtGW3Hp45FerrHOcyS3TftNNet5fTNcPEHYBCGD -YZpF4ux5wWzr4PEkm4UjNhtP6D8mWec5PY+j5H/4j34hvEbE3PPYVyrpa19p -4eMoRff5/HhsIjPTApbzTHqYFfL2Nr0oSs4fz3NWXmKfy36bZWM4uqGl7P+K -jSfvKUWcczxet5nN7Wv9delFzTSBL+tRdD+LzxRiu6bPZQqNfZrSNeCrdxhK -cbauFeoIIsh4InpSn0yTjXDDSmdsQCjJNHN74tIVuIiSyITC3oGU42f6HNk8 -3G0J8Kr2/tkEcFC84Qe6iyJyzV3qUL2GFXXJc2pnCsPUJeMBajnBadl1tdw+ -Sv0Uf8oVv8v8mG2JFgq3Jb0oK0EKLv12cyVkRQFFi8wQ55ihhufMkGldqupn -hrxaxqM8W8BDybYVfGmEDIRU8hxYbtb70/KW4zQVAHD4pptuuud8lAPz8V5P -F1ukMLoczrXXWJHs63c8QpZSYova0nO1bATD1g9jx7I7MLWMTnY6BPJe3M+6 -c9gKO5gy4d9qKqk4JuPBWuUsY0RJKYZkbOtv0K6RqDflwIn6q/r2fL6lz9G7 -fNaTQ0accn/maFV3i10oPf7sG6wXeJ3g0lUH1lBhzBwpPb+GbqsaDCJzZKB8 -1H6Oxyt2nYda53XiYkpaeZ1Aw1n3a5qRwMGLjZkm1m5XFyRFfEAXOfvKRaZ5 -jvbGz/UF8XQwxt+Ioco+pmm6oNpyCsIaQS7VMTMhwMErJT0a8HAxnWumpVLi -8/XWt+MBtHCGnbT1C0/DmlZXsxLP6cF1ZN4u8+Ly0zATXrNgWyjMIc9RC5/p -FuyJfsJLeKhukHPL09AEkm8nbuPO4cSXuwNMEP+Kn2kVg4bF5YqMR5k4izF5 -Vaqy8lDZ+03PTsmAKChXGALCedUwClgFGq0CZFZao6xM6iTrS91IcMd8XyXN -Ml3vBs1ursye4YEWffbWgRlVnz3kKOEAd4qDkbxytVyI62630igkiLUoe/Wr -X92vGQ+EjOR5J6HNV9r17lAp43MDTZ8Ti6pHD45/kQTuj4tYVHTb/Nn3ML3T -/AzanJtF147BuUjVvrscP8EakVkxIXPHOj5dtaZYkrlz13r4gMp6a4cfqTtl -7lyGVW/qW4/2VW+mZ99Dd6Til3atDCmUShIdfZm506H0VmXuon326EfueLvV -+tky0+S+LB/nHq5MXOCCaCQjFaNz8w3VopqcEtXt54klx4WoM3sAhs0zqAIV -mRUXECvpC0tpgcpzwk8+663A2wP0s3TQZ+8d29nPZcyD2XP3uicU8jJ72qCc -b3fIDTfc0O8KhaKRyipAxX73p4ruvp1gAQ82Wciy2xEsmJJl+MyKF6Mmmory -HA7pCu6+QZKcdafe4BhbyOyz1NZnD9sczn45AkTGRS9KmPF4ALJc3Okv8XgC -mADFSRZJoZK3iBfKqKBG7tcpCJNH+Uo86qVqq8g0SidmPypHA2DfrcEQts6O -A0nH1GbRLIs+li5PD6+5vJ7f2LfTnhv+gYZpLoeMUcyHKwTwOdbpCvtdPScm -wMpDDF9vjvAtLYjHJtb3mcoVdNv0ht7cdpVSCAqk/ixQWY7L8ZkJK5OI5xoq -nEmdw3IsMzA1Za96x9i9XR97nddyIpXOpGRMXyw4LCB04YWCBoBpsSu8yB1l -KDF/yRyLQZ1mWaIrNY8+UB2sA/5rUuGF1NBH3EB4QRvR6vaa8AJsTbE8FKDI -Ti1FZdVYRiUiMDbJhN1H5VD7vbCIsj3vzGzblKbw2PpowgB1fuleZwCY5XW2 -4+X1YpfKG9fudxC+VSqBQVUOZCjxhAG8DmXAtzL7jn0gLYKPwLyNQwFEyovk -UXLMcmr2JMrFcBssN2+WbaL4IY1nGDmRsjcK8XfLnsSFEVKFHCUar8Crg9bK -qWGEWEbr93s/zw25aESGhZi8GSoLQCq8BddQz4QRRIRfXlkBLRIW7tOOEJdI -FDzuvGe+QwFqqvQeRgCBVkQQh8jZfD0MhKHYRgiAdEVj8mqKnRHymCCSaIS6 -nDG27oHiOtA9jBBWMZz0GRxtYBawrbhGIUvT4h7wKI2KpQaZHbNPP30YAWxJ -aq2rtI4XGo83+2sFzw+fj+tglIybd8UI/8pASMW+Jx10YQQXSnI6XU4390Ax -4YJ6T3hhzuLzlheUrVzfygtSzknYQgmlwwu85OzJ6ilPeUp4QcrAkEk2SXN/ -8xizlRdGpiyc80tf+tJ+S24qnvGWkD08R/j4ZKmMdVAOi9m5E7USu9X4VDq5 -xOmRu7ckFb8qLBN2KHcJ8MtNfQs7cJNc90SfX+9COppXxPp/7GAEzgpgw2lj -iKGQFhgNEJTthycEqcIlu40AdegiWBrZ8WW6rjoZnJCKMf8lFMVtKmnRfqas -kp6xU81fst49N3yfkj3vec/bLLURxfbIgLnK16hZ7Bgjbnvb266HMGCE/MER -BDmuBzJiLE41stLIi3P6oM6tJ7M4Rx2LfGfF2pyzRMp0in/kUkloyYHPDubM -q+vXHf4sQ1sBU1WuySkIDHAeG74iJEtOOS7mwiTV60VPKNw0LJ9hllifUxrQ -tL2ICkrfnkECQKK76JrsOR7IQ3rBMuv3uR2E4tMJXkcApjYghtWFcAjwQ56E -prxiOKR6B6DTMhiSt7/lpANIVwQ6moelQ74wvpnbISatLSrCpDzamdQ3XJ2f -1GKaRgIZMXnSSEJSGAmTyHMLXYWHXJYW7RTB5+niqw5ZCxKN6Uc4xBVQABrr -nWpLDBCSDIfoI8HoTyr9zSHSmAvKwRTKT0plJatbTCZxrsScwzQwKNt2iYtj -LZcWJsHyWybNJf8DJuG9Ij6HQ6SiuGUDBbkwyaSytDCYdIJbz5sEEt+87LLL -VtbQYfUTdeOwhp7JKGSYdJbuzvuIJ2tODSfBQYBxPKTQmxPcOCSBicL5yxlV -mI2ZAcgmbKe0/IaZMTef6eKU0Idk7L25mlOYwyfxxjwBaYo0YAfzzkHezG67 -AigAHEKo/U5Otx+ETegT+Lj13IHAHQsYFtfRbQnruc99brTEMLgzDzkb9Ja7 -veX8NUoEBiJlqbxngbQwCbGyB0vZcBTMJIrbaKXJoWS5Mol6bpkE2iSjvzBf -qRwsDZOpSERpXiH58Aeimb0UB0XyNCGEP8SrH6Nf40PPDenOvnhpmZ5QaAmC -TOBqcVrSEAtTiEC+VKVcanwQvvFo6cXUZxHO8JY5pESGTX2cgEadcEjtJ5zh -NDzTOePn4IJ4aSQAiqaQ7npaS6uvblzO3QFxQKwkJwHGS8MTHIkjAfrNQPKi -msvKHgEReLJWwSqFVImhqmXYQz3Nd1bJwh6BysKtYMBPMszolSnn4BGRG3uK -lBNENOsa0YsINMehdS7NJfwDIxMZrGQwroRdZECbC8XzqqfjAa7IXiX8ZS97 -WQ79UQDiORFdo91ifqwQSzkNVgp560mXp+YZ/sXJisBhp37P3GZ2cQokh1+b -My8rE+NdFIEqRuTQS+yxFNCPCBO5QHK14VvMuQorJgApqr6yGXPnbS8250Fq -Wv3OzLsKOQVVQJshL0xx8ea0E48dGdENR9jJ2VHBvmCLcOVvBegwDybjVh2Z -8/znPz+nePH5AqFgxlQtUOQ6nRRijubpVnSfR/EzyCdru8VkIFPkWj1DXzER -tQJk2V8YmMPFFnVaJmFIWEzFJQz0HKSOcRiIkbCd7ZYX54yYDq8AuRfjTk8e -ak0iDyg8POQeUXM0zyrrEFGlJZYZHsoUWZeUq5xSzjfVAC61oG1lBjkFjDPG -db4GgrcCHB5SNHW0hHM+xs76GJiELzyUIVsr5J9InLcW9kXQenV4yAC5NjcI -5XAyRphIdHHyEH9ENbgIyLMWqBJhy1TGArm4jWUn2sJAxuvzMvbJwLNjejkG -PDeP59xDIEDF486THaKAMQFXWcR+/8Xx8NTsFF3l6mLCopyPyKk4dqvpEvtZ -g3HQwpqfKRkVr1nGiMlBQBThWCX+4bmafhGSMzfRJH9eOLf8lzonS44O8kLS -W7wlQv8vsO5PQ1z6IvZb2Bb+KW8ppLhLL/xTQJmnK46cxExyaiL4W/xa+Sfc -K4nin9xYWTb8A5b8Dg+LO+EfCIw0aXO5smAM8Ze1YYS/jLOkF81nPFmtCg8l -VgIAonwFkfgJZJQLid5oahCSOg+hHM6KvMND8ladUV4GKuiitEC2GR5yehDv -nodLsgqKcralJykDoJZHiQJgI0qP5p1z8t+a9J0nW6RBNBnQrdw0TKSglIAr -LM6FiZy2bzDjSluCVWHQKJ0p9jP+uKeshoSDIr0YF8COTiAeQlhFttQiPFaP -rBz0GnAad8JBw4PPohYrhhdxGeQOB61uYgveJZTwVULJ/pC508MjCEtICgAq -MjMbaV7W7+IJ1XxELrC7IFlYqEBMVQTZghiJJsCdqCGayGv23QynRvCRD8fz -9QvQpFzZxhE+0mlNUnguHOMleet/Kf8cPnqlsmJZ1cpHj8Pg6qvho5SbS5eS -iCggiPK2SmkiSnYoI3UTUcB38S4RRRggYbOR3feIogKT3uDF6cxaxnL8P0Xg -f9T2fN2eh7kcOkKAeMbfFDjo8AReEhnwDh94NSi3iA79JOLXluhH6NcitVQt -WAbHwwipV45aIyX0c+JYxhDliCGOyhUbc8AU9eAP0a8GB44JeSxsHo4yYLBc -uWdEKUb0Q/nmn4PLhVPI6Hsa0uMa2AyT5blUovgUijKztvE9liOW5Xg0GEP2 -cKcpC98Bb7g3GsMasgdGKOH/YULzre9dmERA3hI3IWNKfuzyFIxe85rXXJwU -5UhAUUNkFgFQ5XN6KC2zEK5iEGFQGoynWPIe0ZpdExrO+k7NKMKgroZHuJSK -95d3CEpkyX8rXkiJIwxuJ8tWNycMriIWGWEIJ4rZvV1fFSNLYxEGPIkzHL8x -CEJpUDDgfmBJ04STcsQ2r4FWwgAwCKQCQPyNlA7+o/jlpyMLRq3044AX+A62 -07+pLFyOL7IwYTBPBGYj/KUkDr8FAUdYe+H111+/yoJf4WsFQJrN7SgpW4fx -LBD3rGc96+J8XEFRJErxiQtJU5b5mlMBg4hBCErg6GJIcpWteaquOSQ4YoA3 -tjuzzerwGqjlIF12KuYyc4pr1hIxQU1uhyyrxhEDWxWrc6sjratxIwZfta6D -zyXliIG1cIgQpm/xQUIe3a3RIwaPCUmApCBrEggKeglAetrTnraKIRuFsRxh -vCCeEk0if8WniIEJgH5sXVMic/AZFCSf4wdKahED1oaV/cLCFHoiBu4mkbFv -UUyLXD9k9rDp9vx4h+A9L/hclQ+rwbjct+78vbgmyie3U09OBkYBs12NM+H7 -mUPREcRvtpIFBQ0y4H8MQ69TX4QqfQ7QESdSaAYD5Pi9qgw3DOXYMY2HEwO5 -JAqVU4+Fy9U5nhvmziESFZQiNmQ3LivzlUIzfRE1d/p0z5MzkvtRi6mNh/9U -ett3KoTADPtTMM+vaSK/gGf4btLkwEr13SJr32B1YT1IKbev+D3lnhvA1jvm -ceVhD3tYh36YRPfxny0QPTGvecr5oZAsCKzjExOsfJ3nAs/UdATRMBYjLQTS -BqBYnNbpN89nHtSVP01ogGWBKsTrAqJ4yk1kAp74iti2X4JfmpCj+DcXGhjC -4Z7CJcZvz5Th/rMfNsKgTpRWIWneHjKUWYQkOHQpiljgyOG6NDVxmirOtqBB -lFyJEbL3mtcKHhmikMj/YbXgAGfNK+IiCRxHjleDCqSAJBBCFU4U82p1m0iC -L3AODTVnXCyC1zf80bxAuaQaSUA+cD6b5IWoDW9t15HPfcUKpmDYg/Tcpbxy -PUXgrXSyi/Zse44S9V2gIsa85m1d96T6cAaaaoyOFQFUWBH2s2PzAMOeGd+k -5ZilTsMIzaKfcShucdH2yiZ5o8LeSBbKpDJ70TQXbR5c0rWsRgi8Ou96vybK -SozrCmtUnZq/+tWvzu1/TFT2zGgEnd6yAEkASP10RG6CS2d8NXyqlhRVDsQw -Ehk8uhQ1qOnSTydhLeVe67iUOpGgG0SOSukbuzhLuUXvNkWGmV816QAb+V3a -R6UsZomJNl/0C1Aw1NFAYTpAy4upg3BFxpC1xn/7bPUby67K7MHICrFXSzwc -FB2mc9DW4UX4Mo4wnUIKQqCFKE97wnQAIZ1+OV2P6VIJi1pru/OZAZyUgv5f -TBe3rrnmmpXpqMJ090z146tT2enn5MHXmvy35x1WTjiZfvl6JCXbEcZxgh2b -edETvueRvXmdG9VdvCUjCQS+C81kcTTv9SpbC9+BWLzct+cuZQphgBkWY8NH -6Q9vr0M3ygseextlL7eaR1VpiIFyZVSWKRIbtXxFWKdopdyOgLB4svzgM2Yl -bvVOaD+nNaDv2Igi5TluKclcP4oROcRR77tyct5r5W0CtqDLTMBDGK58Tj/j -aHv7KR0E1IWK8gsnxjE4x+sFBVhU0TCMl7tYfuMKTrURRASOql4cneex4WJI -qehLURh+EbIMXvoc3gsj0hKtcxmYU6AEBi53G75wpJJpznLw+cQy/sJx1Pit -RDHfAN+zUhuOk0D6/POc0AktCPMhggRxW7a1thWfGTFCuTu3XTFJTqify2g9 -NXupz0+LIuQotLkJiRQ+1eFrr712XVCDGriA3pbIwTIS1b9wWu2Kx5EklN2F -0zy9OoZhK4XO0xgknphBsax3EeealtLu3stp6dJhjt2XUPblp+W/YkeubInf -4HStmnW2s9IJgle2g6ZQlhpd2G78ea0KFxi20z+6RsH573QO93vHmXGO04pf -59KUC0FMv+NfeIDkRNYgyx1GG9WXOA13HoXz6kyy27KxlfPMUas/f1SaEM5T -CDontSrFiDwt+PBaKtT9lGEoj/xr5JQepR1Q1caln2wSwF1HzvdjMtM718+z -2J79JDHIprTMTQkEBeYbVoM2XPW8FnnM3zPa28NqKqYyqNMlrMZ+5TG5Mh8E -t9C3uTQ8okHxquc0oDXFDzlePas0K6uRYDhTKkVJCPWxjEmANisLchmaOfsK -OJrozA0I7vuhz6x3lPy/4idO9vNZoTmK089r4nqyht9PJMEBu8P7ZZkUUq/X -BjCKD23fw9BzDHWDRr8RkcvZx5VlsQPSVjMqgUQZYXuWNJO2MIf6bLe+cwmc -UW/6FuW2p75Kj+BKfRHdK7MqK+oZjxZLQ/qZYHCnZM+K/elx98PSFwPXPOEJ -T1ifUwGLowhzwehUisNctfPtUTZ0RJ7qp+z1ouI5UCMJAfRHQXiKcJaR5vyU -9MjzjerH4mSxM7pH++ElXkEtoJ9rgsycQBCyWJCIbCNjP2tVYtpPIQVCsUOv -dG90gMGt6GY8zlC2Zs0iz5kip7Zlr/Sr6Fmfo8/SMDX/vqM+wCzszfJwZ6+V -5og17O2nL51o43G4Osv64VkRQzZdpS8SeqP4C4Bafie+apAzDnzQz7RmBMI1 -79NPGYAXNNKda58B8X2LmjgE6zGqfqB1aNvKwr0J/YBNqS7uLjw+HjxGIx9U -dOXRS10Ryd2k2zts1pVAvNxXP4SD2Ig3bFaF2R4VzgI45n6DgHTg8OyS4xEr -FThkEeWSwmHeifQk5AyzAyeSUUhbmtCXzwAiZRS34fW9szi89CXv1sgG4Qi3 -7ShwxfxsPe/CyBaWPCeZUI6oBOLozFRkhTj1BwLv4+VIk5DIAW/PRgB74E5t -E3lOQiRBcbvLlW0qfEC/E8lyPlykQzscBs4O71datpxkT0QpfTjs1UonXJJh -nIEbnYMH1dQ7+TiZs476CZD8CRLynCl6HfsKO7j1nPbVT6BTGij3tZJKslae -hNkaIxyW0mVPdl6Nm/S4k4hzW5eHZAvC/dVMVLmmzH4FFjKyeb7f+EP6FK/f -eCAfzB24IVkur5hFjysHD3fNhLdNF+hTn/rUg/7U7N/uG3I5/b3glqCU9Cuk -y6p50n5kuVgqyHUz1YkoO+ysgPp55q0Xxt6O2dCd27z7eTYk3Q8XACa3SFrU -EBB3LcgxhqDwKK/VsBxMEPby6IcXVy8dynwApS43E/ggMeNJJB31tXCWMLaU -4xgAst9VuBRnVKo6ZyFEGEzBJs8BOepOyh0ZTzbLPPvJFVYhIcstZ/njMtv1 -uVxO0k94YdY5b6SfGrg9elQcs8ywv7/54Kq8IJAwWOoC3vXPOEnD7vV3Ubyt -5wMX57UKB4cCgqOdJMJCEijbz8qSC4kPmSJBp7DcjwNLLMh4pCpx6ceF+p65 -lGLVPPx33JcxlIyy+Svc6nd54hOfeBCG00rcz9fk/Pt+SHPdHt4kdbV4L6xH -iaXVOQIm/OQzRAjP9dPMtwdJUZnc5Nnrg9qhOiRQ3E8M7u23KqP9ORWT7Uk5 -fGEOTMh7ezWhH04ITbvktsMzMGbP46WPhK/rn+FnTvDIdzmF0JK5MRsJWN+X -bT11G1LgC7HfvZbhM77kZILwWdXROng/Ll3FKIcqZb7MSCLX98CSrXKRMmFo -oQe5uyE6KtvLwRhdbtt7nsA+Ot9PRQFWoPB+MAU3lD26eU4GqYRV+rq4yhqV -HuN1dNkiCD53HZVJbA9Dgxq2h3vAdDlhostbYHElSHjcbwgMj/GJPnY0Acpv -D2Zjo8aDWPr++nng1AFSEvx6piQWb8+3Fde3NCtvxsV2v2I8Z/BlPDnl9tBZ -VQ76XW77gMeeC49hWjbVz32hm+FJ6GDLkX/Gl1EGYYWOeS/Z+OmK+VnuG+wH -VwtmgremzPAYitsemCRMgGVa6QNc48/49OJFZwvozdRCjpVKKKqfq6ZqSUX7 -qY+yGAVEK8td1QKX8hxXjV39nNIciViufWHzCZ4gjoIxAVj9XgWxORE/I2P6 -9lgTtRNIgBFnRgJUHE8YTLE9Z82tL/vLdVyrFAZTTkrXT7ilSDH2KLGyAyDX -cQLBbA8DMg85Gvo6zfBEX7NQqQs66ufia7bp46mQkULfq45eZYAe9CjZNuiZ -q0aLfM/OVg6wlzsYNmXqx6MI+ttzRjkT/TV+iqMQaHJKZHgMv6AXP/s1pOTo -vT0FSp25V/RgLPuo8xyHuj2VnqGgxa6Gfjzc9hgu2Ck4rt9RsDVk8uF4e74M -s3nHNuhNHq+fCWTbM9hovgXFPjfBjIF20IQH2xI/eQsg+2u4VxxHnWN8YS3j -lg712/n64cSZNn+bG2T7qX3w1Pa0+hzO2MG9adpjk/HkOtjL6PtxedubzMSH -HFyd56juFtLCeunQ78e557l+uH86QkKzeSVGpGRKpPCOO556qWR7RjvHJ3Xl -JnpCEv7lvdRBGgxn5TMmQvT9HtTEIXWNjm+T0PUKYE4oyXPiTg5O7RcOMp1+ -6zm+oBlO750ywcv9cPati2FO6eXLPLis3Iqcz+DKnGkWPmssUVw336g1V8Gd -d/fZE7rQAqOnqH/F/Cw7CPt79RXiszJiPpNrKw/0i6/6qc+RJTyVE68yX1g9 -uhFaYPXt9QTmutV7MZpboBsd3+TQ9YwnVGzP8OUWE/N7U01knvADz2dLXb6L -d1x3P7MOPpYUd9xn/rmqpR9DnWMiw2eNNHPtdaWFO1INh8l6VxaXzM7zDmtQ -KZGGLzC4UqolhH4wq+/2s43NdRu+bRrZ3qFC1+iH5cEeMrcHogu15NuBhvCd -4zPDU7XKbZOT5ap0oeW7fIlQ3W/FpH9yjh5uVc22i1R0KBdihc/yZ/hc+t7b -d0CdwmUrffRxi82FpYTD8EU+AOcCbx370bUOf/hNpbLOF34zOp7nYNyE0n42 -0/ZqHzouBHUIkxuT+s1cSie5GyPzBQYTo/pZiDC3DfrhswU9oLGHXDFFPOsH -IBtP2PVT/DOIsc21zQ2v9htpFvq2ORs9lXvZtdDhhPzEQmI/jS+3d/ZDecVB -eUHGU9ve9gDxJds8hv5t6yNkCYj38yrVM7bdkvxkTu3rPnt7kLDYY+Gy34Gc -m0TdBZI4OItlB7R4p7XlfoCrNb34q37TDL+hwNhvptpWrkFtCYXcPXxRg9mu -IeBLYk+Pl1l/uLyNJ1ZYO8xn/KS59fHEz8Tufnb69hh5GCJLnpkHe8vR8vlM -vpjcutdXcgVcP5SHv1Ku7pcxZ8Nex1ya5tSwDuDdsleBO2KiubtDLVh9mFvx -/9ivRPWKV7yiJ07bI9N1oQUNZMYQyLaXmVVDScBmnrvUdRwiTS7i6r3R26PC -IZhE0TzHC8XDnJhvR6/arGQn/c5o2TdInh+ckwwkGZmXMIzIRcrZ5COp6pfX -xlIyR2uyUMv+XooLY2xFX9o4rW3QqOFfOVnUE6lk05VU9LVzIFxxJ1PWLzOv -zV6nLMPeKiGQuj31nFIrAvR6r6nKH/rVUDlgq38397H29wKVh+DuzFB8GoSN -aW3GcpX6fgCQZSpOFHCh9P0AIDmPXgVnJYTVgCUH21mdQw4Fz7A6xR/0z5xo -jK/+PVvbB6Bg9EVrX8ST0vWThGE5y639Ah3kbWt1an+5PyHPwYZbzZDXzIuB -Duo3KYT0Q/i3V3bACYc5wvHwH1hN22qcfmNdbs84OznO9WsJVQUgXUrdjxli -INZdXAkVjjPCbf+18B0YfMXkuHGU4EDmeebukKbM35IrH0JLSLW0KMND7Vv/ -gCzJvEaqnvnlSrh+rntutcpzFGR7oB5PnBO78hmkJyKzz3xmQV3U75kVOw7S -C8dzjyxWrjsXF44fHo1zbpBsaVYxO2cYkULOMLJevvYEL2l4Wgi6XuVipqi3 -shPVNWwu2qEr9IBwOG36SRjtcHEeYnuaO4rAC2W9vh0L5f0MdRRv79ADubYe -BwTZwj2k5Q69LmSOTnm6w+9ckBm4Z8lDJwjI1peMstUs/f+4abVLaVTqgctY -A3JQFEsi8+zjNaSCYEoHvStJeE6qFXabo3VLvMutLkoM2E25sBssn4cm9OaH -7SH79GvrQBWGtp0P9F347Tcy0o6g9YynWEnifTymlquy8pziXApVea5314a1 -WKQXT+tePqPUucU17IaQNWUZQyaQY+wgXWgmbgYyjnbT7Gyv7IUnzptYwm7u -g7h403mu5HDiVlugOZUmYlaNqPgZdl/qBjisCKzItA2bBYQultTO+jmc25qv -uuXh7cNLsrBNerwzN3DlOUnB4dXDZ4Yq0CLJWa6MwsZ9l+D5wSJrthbriJD2 -e0ZiLziBP9rixb+wmljQ1VltfBZsweoABJ4f0hWySS6X2EFGpkHK3BRH3kMx -dm21G7LJBZ+ZtilmzSmk5HzoHlMZNC3tF/3J2bcYH1u33XiCDUPcXyV5bkCP -efXj+INtnBrxYblAtB7AcnYEomz+l9LpEsZ1nwF9Uop0p1qe3Z5XTzJzI91U -5PPDj3LRqq1zT+YglVZqV8Ja/s1aR9+/Sev6hQ1SlRwYHDYImtu71fk7bNCp -1suU2xZ6iHBujDg4uD3j5b2czbbLjeUcLtOdGktoRIdXyqzKkOGrNDKtw7q+ -8FXpGCaQdzgfJHyFJLdn5NPy3D+faxNoNjXQ7R0a/GxsYFqZyCUU4Wl6/ns8 -Y1XS4B5/lGXFpB4PlJICHvIcPJTut9DJbKgWOnsJgtl0lea4tumoxCDlhszH -M1SUM1Yut2oVnmajWA6OMG9I2VKpjj5XboWnygkpT3bETC+UoMJT+gsR63XO -DS6+awle0uR95t1avzm9baaZ3mOs7tUj2ScHFTbIE7eVBEnN9opfpBJ/v+LX -Z9TNgk0/tnG7sg1ieC8Rh605SFjioe1of0rOuZE05IgqHs/Cm+eYKRUGMcpk -euc75NSlKxTn6P54AYU8BXDF8lkgHLkPr8LbeAXEYZzzjRUpHvSW3vj0TLFd -N3TQO7st/JNurobpC9+BCb0wNw9TX8eDoHiVXugTHCQcAkK0hQfBWqks6ybi -ei5HSPgKpZvnFZ0YfUnH65Z8kbvsrve6ewF1DMEiySESPj9At0yJO8ylg7me -k+mQMVgmMmRsHRrb6rxosa3agXS55LB3F4lc3XVy7RjUXbaxtmYu6Uz1NuOp -L6QxN5GLMkzwMP7QY66Zu8I94aHCRLyBwl/OMaJL1Na0U8GxiBNvwAtub3Rl -wsFIYSsWKkfQrXmS5TA7bGMazAG82x+vvHT8bZsQeMkkNGGDgmTKOr1Tlgfs -KV/6OJn+5Y3WNC31RY909+U5kfhwsW/ZcD6bGsYfKkbruJfstigXFbZmwz/U -mcDFuVonouIONwhb1fW2GIfZkJqMdcKtz2gKc3jU3/6WhT4LSyCHudTxUF4S -FkcqZ0/FVVje7lejL4QIhpS+5lGEHt7ztezdE42ZUVHXj+blYva7HM4P1ySA -KxwqAngLthKXiMD0BeD9GW5nhiiI3PqSzIBYuZ79gVdLRzDULyqUlfWrR4LW -7zY/Y/Q54yL8E3hIspdqDZkyTWbquzJypLZbuIV4yrBfUTweqSyFn1cR51EE -pjkxffnsxWZDgBO4NUyKtBAME1cyDBMtJLAjSJAsSJ5zhA5l6dnNbOdzmJir -34WobPw8PPHqeKRiFFUZpFBeSBb1ctn93RpZwhDZ5rgnZGQDfvTYkOlfznS5 -AmRwJ8JdvzICiPL8fifL8fB8IjYh1Tid6Zzd3pkuPcq8lsqdmkO/Vib3ee5v -o1gqfdSRnHFS5mNZj9LLjuweTP1pjUZnxuzJFlbRcEGLPbI//GoRqjqUYJpr -pEKKum0sIxw1O/mqmYejFCV3GfazJDS/7JvRl8tkCJTXaeeKy9nSip9HcQ3u -MIV6fZipvETNgNc8Sl3Y2szQ86i2zMPLLS4MkMat8cIQBG9pCZE4BT3enpc0 -5HoY0ZnhRCmbXFyJBKihaVZzw8dcMEK7xLWuLWKbVzLb8NHz+KjpKXxUetl2 -G2YzzE033bTOmAzRAROUizjVhpQ0uvspj4prHmVXRVK/eRpF+61Cx8PM1GwB -4qIqjyq+HG4dOT++ys2pCSECDyE/EY4oEpUtry6WPU77GRidInqNKLqepHk8 -CCdwwKycyKlGqFjoLPU3bcbHw3XPqAyVmBnPqNKb6y/jGS10q49bgignkEla -6z/sN1y2aWgrgrpndFnX/ijI4ba+47GlY57r2W8WErmzAyP8E/NUM3hSPGSg -Fmy8UrkhR4cBhvGMKOdyeEWbz4C/uUtx9YxkZY/1PJqvr6DRV53HYSKXwpo6 -ExWXEs17hT44MjNVehTFlAwLrGSmcHvKdFEqVIKIm/DC8A4rhMvOAj0honkR -n0fFQPPet6gshTmtxVniRDR0Z6LpdIMS1fjDP+6BHxaaZ5vq4P/ekS3H9dEO -wLb8bzeBdGpMlPOgSXoOkwB5mSlKUYIyFYh+V4LiD81HSX0eC+fsD6uWxys0 -VXwudQ8hbOywJnw8wDt9gCEKMEfmDIQwuv/NuTxcYw2VUWlRSrPnprVSjxyt -5C/LLevO6gCbyOn8xeRzk8fIpsfMKffjMh0BJNcyqv2wSlwrIrvz8pFq2Z0n -L4iT+dAzzYaiK26JN0o2++NRTg4ChcbeZjuveWwTWxJHz/HdYQDLzap9eCXi -c2tCdIHzfskHvwKv59U4zyHQtj7k4b0hp4cNBIf7S9nLlPoaF+foVzXjbP02 -gbaANPBBURF2+tGLrNhXctKvN4yPXNi5HINIs3P4kdCu2oElFZqys1otkjrj -fkPUYmky7jBTpiL7gVXynDiaDtcwU21O3AU26ztd5pyDZY+83VzEUAC05pZH -eQGgfL+J/9QQTXgJRwLjKYF4Xmrtd+JC341liZvV7C9tPzwfKCfd4jh0vd/F -uCQLaSIJX6kOF8G08JUfwES1jQKfmRmA71essPHVlgiZXQfloplAKA+qx8ME -wTw7L/IonAWlsouyyowq/82mjzwKj/PHAl1Bkt7PyWD3h06eGkhEToh9KkMq -SGGtbJ66+53Atd+Ce3o4UOjE9+fBe1ibQ8URT8BaPUOpjDrrZuEowESvWBqP -ClOo5IAo6wEtx8NrwmLcTuNoqql7wpaz7nOsavmxfnmRwLpXjwXJCSj6fbyw -I2Le6LB3czmWhADnBRY96EIZ+xNkL4z559hTKTYcnyaNGINqmTpk2VG4Cica -neBmzN5zdbmrjq6xxnZHo0ARtx7Gkp2YIqJnb4aM0HJRuax+SRmlmvcE9o2j -FGi/BfJ4jOjljGpzSSJe75fGjtcLycTGiuY9l+IYtH50raZjGFQ879dSZctY -mCO9k8DEE8CmxYV41ZxdDi5UzEikwhyQ3sTnct3w7RQhrtWCEfgj1JRO9VvS -cjpvIpXpwn3ZLsENKAmxBTLwbI/CyjAz2+ottmnXCgwwrM8Eo4o4YQM1Sndg -Rs0dqxx6u9KNgiv79UNMCZ811agH1+Gm2yGcJVqEhrOQ09p8MY6cGeUAivy0 -pz0tnEUz503KuW/GlCVE4SyqyBKOK/l1eJNzIifOeuC0HFbCnwnJClVebBXG -SgZNBbz1vHBINY9whR3D8Hxv6Ve4Iue27rMvW50a4lPiYoMUWoTPKclEPq/u -Wjh2wkf5LQWmQ0bLir5p8GKU+kLTJzymT/VsLmzUKyuZd3RW6CZdUJGOlOje -YEoEgpB2cAQwAV9a/LvrZBIbZGAYZDklO1GNpPDlc2EY8i5xRMsoLb6CWYUD -uv8AFex/CJM4asKVpfrXrYDJ4JiP78z41oP8LFofXN4gkqrqZGMxk8cx/64L -EMs5L7DNXLU9bvwl3Pvc5z4He9il6NBlOeI3nDTTU0kBmpmzBbVwTIVDIoAz -MhpAGseokUUhC04KaUymgGs4xiZpnFBQupSpmjljs3kmaS+wIPBQK+rFSa+H -WS40W2PBvJYfZX16oXL5jDliGnn0c1/APCg/asYAFYXmlWL9ZCGIiaTL/sI0 -ZmAaOFHffIPJNPrM3jBNYUsmGqbRd4phBVm2JJsShqXvsladLFnvKeUO04Qp -gU1W0rJG0CNZ+sXJNEEO3uRD0lFQNMfgaBmT7LslLsUxU5ZscX5RMyZE/ShQ -zbdf48MjOe0i4hT8KYBGubAL1pffMYRSzRgmEGMSkTKoVSK9yyQHcXivaokz -HDVDxTV1FJ9TQbGrlCccYzbsdYPtcCbLLuGYR5mIeCau8TNlTeGYX8/ulZVj -09AODJOMDnukl6O3cEziVnMKx6wt4xhlD8f4JiLWjh6O+UxhTNwupodjTB2R -CcJsvNgUjlFijOTncUZDO6NknIyUUebwrvpqL6zOzZG5CXwlDqiGM+C5sC0w -hUfEUlF0vdNggcbYdGm/D/dD7/vzaRZ7pp6mV8YZm4TcFXroRQ0WL+bb81zV -g2ObRDQRuewg/EIK/84cmAXrrigRm4QQVC/FQGgort+/fva5TS6AeREQDQOw -NWdI2pvrR25awuP6gW2egEfgGSxMd9c/Daq7/rRddg0z9Ow5Xr0Y7Zyuf/Vi -2K4wQS/WG82XsgZg/oAHPGDlGJPm92ljcS9+vwd01WmmvVziNFuCFqtRh/Rt -oge0S2on56/RQM1N2yM8V30lF4/z277h3zZrxh4UE2Phheb53Ee5ZsHyokoM -iJAqMrcLlxOZuLRfel6Wr6SVnETZaeoDKjW6pNNrwwsXk/Mtmq0UqxZfjLrN -JIiWHZ67tJQEc4pmyn+ASKJ38KMQNmtDR/32Evhhf2Xmcl8Gf0kHqa2yYYky -3KXRTAgZRCrJK3gZ7gp38g+K0QoBvpU7m8JdOgVxV+q0EiSNkm3rew93hRXZ -DmfC9SqUh0/SCMtluFvh5nwj0qoLX2Nzhq+W78+3cqm0oFrsC3fRrlrRuZt+ -FFtcwl0uNZPp9z3wl5V+r5Px5txscvWkjL7yhPPC0+F1SgvTqMAozFcRQ+3M -1oZCa+GuX9NdrKv/70mr8N65+/+x9x5gflXV3v8wJTMpJEoogoVuoUMAlY5X -7sUrqIiAICUJTSChhC4IKAKigAKhE0IT6RBChxDSIYWQ3nsPKZMGIW2967PP -+Z6zf2d+kwz/q//X+z7meWYyc2b/9tl77VW+a+2114YEoBpnrgpdmIRq0R6a -7vRA0kESQAAgAQWhRCcIAmAFsjkWE3V5HcqMvV54F9voJI09DHbf2N5y9bNV -OiCAp3gyPoJRPC8uBoupi2BiTrlfUNQl0EGsiIwyUZdXI7BoB4IaGEDnQlEX -zYYqohk2BWPes2dPUZd5QV0WINqSQph0Y50GJBJwA4qoi0nAKlmmN1sGTYaC -110ZKi2OysXSETOD+nGADMkC96NpSJagwrJoiwuEPkPTuLsj2mIfxABxurnS -mOIsvCJtGRIox13tbCq4HqqxHd+SgEpC4EEH6B23IKItFNL1qEgkXfjs42Oi -jDAuNcKzlCAZ2wIu0nLB2UrDZ4qKSSlgOfFy2Tch5IDNE5EwQCgMsoqy2tot -gylE9MiPJ65Ak7Tmfgb1kAD/v0KEZaLF8zussTIqpBIgjk5YirAqfBRPheEq -wUGEhbkJdqLr0ystwSvKw4XVkBtAHvoYFYjcxGdu0EbalhR1WYz0fEtJxl16 -MVs2JMgBC+YJD8llkmzYwmaoVlKURF3IAQDB4DmAjo/MEM2HY1EKYDld8APq -Z+hkvLnIZtRFAZYGTxJKonBj6kIRIRJRl5UhlyOeCnBJ+4GiLgxGdAV+JLAH -5s+KKTcL3WKviB3A3Shd165SCRAegUkVSRyfKZozBkk6V3y3FRstuiZRtKU7 -OJPBYzEcMWa0ZXCwIbTPLk5JAA9uGckEqlHv/rA+BUxilYj0+JtkzhizxCZO -joO6eKMx8yiHXtTFSqAdi8gHJJPfllhxRjoCWJ9EG2CL6xjhVKQLdww4kRXz -TtQwSAaBhCOhSHazYMvgyeBaAVb4pOIIROV0qyBEBfAoRIuygipE8dCpJJyh -d5W4zoIhQASfvE9FvUQO4mrYIe1NENQRzGVNUN9kDrdJ1xALwciZASo5jxcl -5ASPxZm6BDJ05E+pdBghhAXGRFcT4EU1gAzS25gJYOyUdkEMhOHFpTNRdGii -vOJ8YpyRRVxjxBgk7OsQ3wokT4wwLeLHmxFPwIbypPOb0Vtlx3yxtiqvAbJS -3jhUhErIjkMFFeQl+gJbgmWwg3AuAhJX+AFhADSptiTiwotYEQx4CpEy4iqW -HZfvwRTohLW2mhkap9ZxRGFM+SSgGaan4zEE/5RmjF7HlMQp6iwwEI4kFyEm -wBeBBP7GFlm+FZ3c9gMZiF3zOWw588dAYzhJAYe3843IzbMidyh2gAtKl7TT -dM8ozBnlgizA/3nR7eQwI840ZpOwIn2ztHlecRLURyawa6IxGgXaQmNonePt -pOJJ8dybNiFjGgPUYBkCR+gFUDW+LsyuCyx1yYdojGyj/PI0qeTEBWn78U1z -2EQEhvHx7tylbRHQBfYbPlB+LVEcWBOBQk/169evVcq92Eo0I6SF8xlWek4z -CAvLCenI7PChirI48ogmUUC0D8gADoYTpBoQVZXTkcONxkElMHK4BMdBlIWC -eKUxZVEXCguJsgwLdMJscOhxGqAsw+Z9jAMBZItTlMXWMkWqoMaHyLB9ZJCI -skgcAQytfB4nbhFWkL4xhDhCvJP4B8ktSup3G6rLsZVDxBB1q4sjA5kl3g4V -gXO+HiIsrIw2QecRU9fpDG5TFWHRg7B6fqtmEvQBHCB2KDc0jpsAaQbiBrpn -Ic7CAtrke6QtgolijmgmEDjcw/JjAqApEuqv3zGdBMKJIqNpVkasOkM06BOX -T0F3NCEsLstGDLJ1uqgQmxcwL6Ix7KKglsjSUs4G0D53BVoF8kFhfB/sFNmC -iLty9cF3iDGfd7ETiZVwilSi1YBrdE+ZcpGYjxErZ6NTWoGlgbQMH2uJCRN9 -kVKVCpXmJQisOpoya+AypJPICxRCM2NkIKLuV/RxyKxhGKBAvo2YHKNCavNd -yMS9ACcwPL7ghOwSyOSUGIRC53PKC5sAgRkhXi9vVSVLERfAnFbKDCzMFi+6 -MwV2YY15DX933SLiwlSsE1CDyeIGwjTU5RZxiRAQt+NkjIiLFQWmIHgIYH4h -ZVV2B2dc1AimlG8sxYAxZ8MDV5P9nxgaoeOUNwE0SuvRn5F2p8xFiyBrGqSJ -1jS56QlZwApRz5c8c/A8B86AJciY846ieHycOBYUcYJp2wLaIXk46b76ggRs -W6QFncI/XfxAnqBox9Ip8y4uWiSXKy77jlJGR+izfE7HfiTwrAViiu7HLDMZ -JoXfg87Hj3ElENdhTC/f9gE7z1QkpZyB63GqKzKGGsMqO201cdQrs2TivtLS -ziCyon+IftShbPkbSKCiMVtttVVluOG1OiwEahTY6zohPkqpav1yTUAEoF+u -OBDZsS+pXxT+oXbY/3XHISMdSAaAF5dZYNSonhixETdhOFh1fRY5V10t+YNw -AAYCnw+1R3IfZEc34BXjH2LX4itEMCKwMVRvltIeJx+pjMttw+IsNdIswkNd -xgDh3fMW4bHuuu5ZH8cZUCSqLv0Lv2Ma4CrduM1w0yrFASzCmXFZLxKikXJu -i9GNJ3Aqn0f9ZvXSawPF0yTL8A+tSfdOzYyKOouGRS5WNyL3O67uitCQW6zP -ogR08lR3tqH/GDb4DKrzPlaB1WCa7B643tRsyPMALjvBM8aH6YvFXiAyjJ9c -nWaZvQZ2+RAyQKL9lJjy6Dk9E+VZOPbGdF8c/TBU/mcfD5LoRnCNAQvAWLmq -WJTHZUUvYtSyndK6YOdAv/IEYQY2gdOT3SIgcECncqSBVXLDzWFGfLQ3xCe1 -Sp/VcRrERMRX/jCwCU0jNYoGIl0QIXeTqgmBmdn7j4mPDigWUoSP0E7k8mji -DIkQGYTKbpNKNpmLqcJpbmE0yxbBxuCa0AXcLjaBi1WgaP78+XHJTMgMATQC -nsHwTDSaFAqOVCUcKtEPsSdeHNdRAKaorFLzVGAw3OlpsPAPA4/acSiTfQ4V -zDLi/oruQG/gDpwLfGY2wD1+JqjKerq10RDxkFPapRqnOsThwAVo/ejKAwAR -vVIUSxMHgyJK2BF3WUR62Lxoa1FE2rcV6YEDYHb4EfQhJmFbBjQDCMoSypLo -PyAGKBXd+QQZdENUliuVDCK1Fxn1aYZxIJlCVITKAs6ivu6Q1z8GjqbDKGpP -D+6WxMjWEhPGIGKX4XQoz6SYHLgF56VPnz4aIl46oRX3fDOuB60x97hwPjYZ -u+B2JiM96gU7QPcuDbGhFZnjc+tppmhmaBVpQ1s4tIkNLXKIL+lirx4QQ2QE -zBbfnYjYgv26du0qW4tPmBYyCf8wEqyMa+iM5LgG2Nqc5ElyU7H2I1EBjA8M -rs+ipnUMVrYWg4YAEUGIjRdaH2HDG9fpFtFUW/KxrSUcia3N668ldhUEDCaM -AB68SGAFc+tuY8nlR8mNDbp+R84YHZVmGLcOPAr6xzHA6YR3CGWw4Y7jwqBx -99EayB786wo8LnmBgomzx4FzSG58ChYGUPkN0ZboAqLAVXWiLWaleFKbtdRx -Z30W0cA0cWyuKnqm8wDJ9DYPVhlljzZBybFuqFtAAn/DAgP70ejsG7PXrbnB -88iGmzmfm9sCf4ZcYFDiWoz0o+PTCv0jAJhod1Eyc4x/rN2puLSWbh3WmFEH -4Hw+j4DghvA58iHx4zAH8AOCgzjHLgumHYXMUVmtB0uKfouLDyA6KOK4LiQ8 -DDK5/PLLM5pCA91sXK6uqz5L3AIZY99dn2XNVFBIc2O+8D3qCZDO30lSgja4 -JcRmkHxcdLYRiUjpvbAn3iUrofUgEFosQoGZYC0xcKIB70J/IX+yEfjTOuUg -+gFhBEw1ZkQBOeWLKBnrg9sJD+H+AVqhEXyG5QIZqD9EDvkAKWosqHbsdHxB -EIKsBN3YvUIfxM9YN+QorjPPJl7xLiPmgf5x/J+tB26ZinVpbsATxgdfg9GI -OTE+1oM54j8wZ+JwzI8jp/HWMdHOeD1AuoKragfegyfjey10izh+U3xjkOoo -i37Y8NKM3RbBBYcXQGfoa/QuvMN6EEsCqvp6V7JgFVWxt1vCDjplEp+/AKNg -JrQsdK12Ii2vxCTE+AmtyOvjoYP+2DKKA8GIGFbZ8UP2WaCbyphKK0MK1D0a -F1FXqU7egfrCpKEaECVUBSrBWU2vZpcNIB+vDFalWPkW7kT7OYeXHPgHLMCx -0lx4rvKT1Q6NzkrE3IT2QSMxJCwnn0NCGDbchOSg3eFsECxlWOLql6oOFOcm -IvGubbIlAdYXtQ/zxeIiUXHFXRUDjGtpFSt6o2XxcONnmFZV+tWSoNEhMxAW -CEguAVoP7YBm5mcCQuyv4BjhpTtC0pJg2NLbwLMlweai5GKPFgGVEMQn+TB2 -rqyyJWHHsVgwFYSl6WnYPCNIQTAJEML5HYyI7DvbI5AdRQO34RX5Z+L6hrrG -QK9B9orlJQF9umorvu2riLvQcaoLFddbLdY4hVPxCuLUcD6nAy/iOOAJnARH -gcsQDKbFuAkW4CoDG2mDgxjXfkX3sQRuR7MlwaZCqhj70qeOZ2pJICs2zJ9n -S4JgFisJMl6BYY0ZyAqHgJHAqrjesu9AL0Jy2C+wB8oGWx7rQ+JNcc189DD9 -xXEjYB02gZ070RQ9Sgwxvng0vgcvrleryib6LLvYuBKx2wJ2UiaF5kZqArYC -+w0/IIFIPnTBrjB3XCJoRxid9Gi9l91uaM9KNEvXA1yGnYhvyISmKMUYc6Jt -kGQwZ+GKApQQAuvs4906CExZicCMw7aSAzlARMgxZcoUuSlQHFXLSrgHqRci -o8Wj+4QBisXZCScCDhhYXDweeWZEIibEKRYI1YGBeCFgRgKHHCCI77LAouVF -Q5OEXtQtjARj8v7adEo4bgAvKOCEjffBkJXkKo5E8tD6hG7j6y9QEcJc+ix8 -S0I2OHGH9DXgOngBorqBrAm0rw60hwWAStFhCmwRBACNOFeI/AyKxwzMmU/v -09HheAzsWGLluKE8xrnoL+RZpIb3dKupSMiWkSoW67OQTQVC1A41jrsZ4yq4 -Q3W5NRv0D5gHf8NpWJuuCmoDgwjlUV3x0XhtrCNidSn54bBiVSc2Wov15Rg+ -0Wm2OkV+4C2QlchCRH6gCpLJajlVYn7BLmC+UMb5fas1AY3Adyh98VJcNL14 -ryl9IczxzZaYfaVxxUqemERyAbllCInnBJY1YwI3vDuWIUA6MMUXKFsIgJ8c -cy0EEAVqE81yBqmNpou4glawEfgFGj7rCSmSeuzJQpAJUBRPbFnx2hbkBRVA -wVQtBNEh+I04U2EhYDkWwtWj1BDajUVgMq6SNGCcRIQOI4YyjtcAmqFj4osJ -UIjlDK10lujI5HHC2ScVHUGjuhBO/cG5qlMTpzXgVBEy1WcZY6kDkMgwIXQM -tLOcRJt4C69imD50kRB9DX/H5CdYrwJGmg24Gc6Lr3sBxei2IrkVuDWoAKd3 -if4HMgBARXhmrGuxfJYaJetBoI3HTgSNEh4txldQlMUL7XBIBGtFNyA2+8gk -CohuOvAYfxaGEaDQZ6Ej0B5Fq2dK38iL8CSXb4H7oJBrFM0GzIOvSTeuLGLQ -z1LQq2gO+AZaxJIIF0KMOHkNoFtaEzcpIABMKdpcEKhrgpLKDlgu+nAoEocG -EQ30lFsjjRJgVKxnB44FNMTgB27R/qVoBIYmps6Jkfhy39Kod/IOBQX0WThS -4Cd2EUAKeVAliUfidqCrXGHExx3APWCWESNGxGVOCZUld6Dm5hYnIi9VmviW -OryuzxJaQfJimgN34emczxNbi4qDK6PcCZaRiaIkfEQaKHoW2eWxj04vg+S6 -NyauX4a7QP5LXKBZd6nHd/agD08++eSM7MTci3drIibF+/2YNP6DO74V8UZF -8VZxoBMTBIM4GaUx0YpEQdFa2NxYY+rW7qR6XEJ70Fbxyl7CIcWK8tr5ytN2 -MqjJ4pNwusUWW/ir3Dz5M+LZME98qSo7vSqxFCLIlUigXsDmgq4wiwuIgqXY -6EwGt3lgQXacMKtpdny2TYBfkxY8CbgIJZhjuFYBn2B4sGEqwU96DFlvIDAg -KiYW1eXetgZOU5AjMQ1F5kG4eJHxocJyJ2KQyuK1QmATzEA8VRI+QA+4PeJt -pBzpzQmbbBTwjJB7dL0gxgYBRhnGubRSHBoiMKp42xVWWkWY1R/iA5DObyqq -DeoO8JGe5AjeVlo4L/OE8LaIUMF6KgvOKhJhJZKGX4F0QE58C0gVo9a0CEbJ -ljljjtP3dTQmjgArzT+eA8hFhUfj2qkgYZTaDtFncUwgcG3Kv0rSwCuIc5gZ -N8nuGh90B3whTPHheNXg1/hQZ8XbI/E2oV+c5YDoSfr1jEhrEVxAe1gADevj -r0w9HZxBpoK0MlWcUDQBykncDLLm7/zWIiILET8cBpEK3FI8I6MkvngasJhK -kGq64DLZk+3TIbPs7Ouy1+tcHGsK9os4GKoukWfMFJGt+LgI3IHpEaUBQxjS -GAwBolRys3k6KLQOTgZwTgU0mBqUdsqK0HgAGOA8MtUqfAz1m1YwDB/FAoJk -0gJC2bFwZyoRFB6QTGkGEF613uPjzMX75yEURI53kgjTFs9+wFPyBuMbmYgJ -FnUxYJcodlzURuY1vu4cDGKW36bDWEBNMciGeWC0HHhtHlwxnqWHGwOZkCvs -QnrFQHjG/LGWeSXEVgHighJQiTqnBF+nGXvZ4TOWwvWKpsBQdYGZpoBRKF5y -DL4ski7egIpP10klxdUyGVpMYl28VCQxGw8uMxmJMSxSv/HhEW14aHygzeLF -1lgSjhHkJaM3D4aN4BEkFDlBTgTvMH5ptlFQSZAqR1OtAtDAKwaEpAdasowS -sLIOocJSzpJxIgVuF9otLmmrEslxUR6VrxXp4Nj0lH3GxcgqghRPFWsCqIvv -u0Jy4NgiiTF8XGQb7+OrdK/Gx9IqK1/jwznSmGN3HRzh7JFpVdXMRxJcsGX4 -QLZsuaVDD2okrQOfGT6mi+FDraTHecPw2FsBn/KzkncB+PGFKihz8BbYKj55 -iOEjShCXYYTMRNriI0qq+6r+CFXJg4qhFALKVmUBvxHUAwYSSGuWxoxgQGwn -eWLKJAEZEfFhR0tDglLKxNXrgd/aFooPALKZnjNly8D4RKjRgcqSwpDAlOyl -YERAa/73LHeWdmATsIjKxQBrcWH5HMvETjU6xhldCfDItjbUVNoBeYLCdOPw -Qs4ZviKWlT115/+26WfwfItlYCES4S6sq1iXSAAwP7GkCTFhSV3UE5sznseF -5fBHi1elw97y7eMbrKTlVKsU08h2N8QX/yH1RE1JxYBoQOl0z03DYA1QFmQj -6ESlimeDgQhUISXu+YiW6BnUMeZJtMQKYmSxoNltL4k8EZzgsTO3aEnEQDeB -xOIIEMXkx1vVLHRMS5XPiit4YzigJQYprtlTPOIXZ/PGt6GUXtHbKhg44orI -eHpPRDBwyDKan6gsYyWVxrlI2TDIENoD3KnzncgHZ8uxg/AlkX2yXERM2jFN -hq4EJ1gIYuZFmJK6K+zDIepO7C0i8VOEKC7brnjg9ukzdD62LUn0SChJ9EFc -JHbAwYXx4VRREtmhv7jWPcALWBDbSm1zxpQkew5RZsVS5y7wT3qAMqAmSIaG -dA9IlAQpEUgB3YiZWRT2cQBeIHN2JDlfovIaUFG7tfKbMXEIBkfoREkCDexr -MVWnvijJOhevj4Sy4g3xJG3SglolyhJwz05lXBwVSuIsxAUu0lJ3JU4FAhjX -6CZ6i7LMAWCrwChs2PLFqvMPxQf1oCTbaugYkICvqiiJbqartAhl+BiLpwVg -Sx+14VPNKAmPqWyoBBz3FBPFKvg04motRLeQDucxEZNlR+HE1f9RszqzFN/v -zPoULU9aPDIjJjwAMROiWwbNhCVix7oYNGIsCCuOtSwP/gGWJb71EJ9fhXRB -rHir3PgkywNFYGPyUMTKGHQdQFJNKMTMn0vAQWOqrCliMh2IifQ5L8SlXNgY -B/v726Qt0YAqsqNJ0RROAEXEkTBSBCCmtCXEUJ1jyThCAjaNL9vFUmiTOY6b -C1/H18bpnIM4E/hALBIJ0MFrFhCi6IYx/D4sU5bWmpRoQwXxZzE0z3RmCLyH -nKf3+IqegBBF6UVPloE3Avt8BC2ix1gfHvsyiJ645kpIi6/fROEQaCqgIwBb -0Q2GfMXSxawaPEM8z5VJTfRxts7iq2VxanRsIb7SFk8jT75okTk+sLB8T57B -qmA5Ruw2LpG65IQdNojERRY0TwtP9hmZOBLoTBFX+UJJon9d4DQXiIzTy56Q -i3icxiCO0HqwhOnyZXOBFGAUBhBDet3bEF/ByvLHpRzhILwcdKI70SIj8SSy -k++7776MjDhXxcs1IGHp7dJJor+ul9ABNjhNdXrANwwNY/bllJYQBoiiTAW2 -AzRlPofhIu6lrGDMBxFEBCRj8sTYQEgihVm1lcRfYqUws3Gvulo03ldDvcZB -QWZXvGMMnSOhaB7NAOKi+1TpWAgDFxKt76ohoyYODIAGo6N+GboiaGoHPsa4 -5VsxNcFek2wAbkYNwMRbpCRA1ECURDl8HqpkB8hBdRKMjHLKWScwKZIUgXL2 -79iUZpmyEhXJUQ+iY/l1D0nQVLk7mgfbItqr3j59RlAXXRNXL8fgp4lzJSXc -cMUZqNszDRR5VTVJJ22c9QcliBuqV0Rdt8OLipgF5gpfiYqMEFcTG4AWYVtb -VEQ5s72UFkYSFfFIWDRQrBNBg0Nh0JKMclfzmgpTA0gyIB9/vFsBLMEgiIrI -CpwTAzwCgspIFjeiBWXeAteGQ1DCWigLPDzsvFMkPjgAegTOZfYviV0VdwBY -TeXvxVn5cHue5ZMUcGaVoR1cz8E+0Q4VyghQu05H0Q5Ng5YCszoYjA/SgS0w -ae63iHb4E5h+FsF/jjfTNGahFeyOLhWMwbEqAYt28ETxrjDWWRkZejWYC78B -qfc+pRJhTAKnJBOJNDRR3FVdMn2GE9e0ZgUgYb6vnewc8XlISHvKbMu0gFiQ -PfCFciFkWrBIsGt6C4noqMtGiLbfcccdmgysSWt8ZJ+86Ei4Qu6aeJDAlCI5 -mgwBLFVpER1ZreJ2Ffyg7HS9Gp7GBaZfJ5roiHonZPrcc89l9MHfKR7q1iUY -JNMJSGJOoCMiINOCpcYFRDuA0QigoXxlWiAM/WNa2LwjwqMpI5m8g7M+8XkP -8hsxBG4V4/MRcBQhOzfAIiR8qg0e9bopvFFAPMiKMhPjJK/imTC0rK7okx0E -NKLDQG9OYw0WA4HLAR5dsGCBYCe2pXhTK5ZZ2xPxzlD6L5MoLK7cVz1jUjpw -E+f14SsSNJPGA6DIHugZUoz1hrW/lD4DXQCycmJWB7tNnh9gyFWIpgLNdQOS -GJNZq8RCnEAMtsmvpEmQNmoy97qTAs0oMrJnvW8REh8OzQTlXLD1doiBWMSH -WtmVKD3mW56QGFHFC/QM3ajTq3F+AaCBEhoiGtEY5W/EeX6YQECLCAl1iAPk -gKc6qD54AoDgoEJTYU3TyzkyQjI9gGZMSKYCgfJyq0nkhFx8Dv6JkKwrpGFv -2BV4i5RdkWYi52y4QdS49CfwFyYmHquugV0qVhSoVBlvv9Kb6iPGuUP6RJws -gCrnAHRcigYmzeuCJkKAvHOoQjREBLGYcYlC+idSxbvT6uvZLFCBzAJ0vUM0 -M3av2H7RONHExe1f1pUEVFLka9J30T+f5VARO9XxXSUgOewoghXVB1RVGg6y -ipBoYe0yxTJfZEsgX3onQPYsvSCuAUsDgdy7ycgH9sVjAF1JMWK8xea6sgFW -xW93O5WRlKUE77HjijKNGQNxQuNh2ZX/jI7Qmcs4mat4kyfmlZwQPBiRFNFj -MwAzQd53fE8V5MQM42v6skk8SJMQCFPXKqoTPysn6YgHgZz4GVBeqdrxERcd -ExRJMeVyMeIsOt3yLJKy5Ogyjkyq3ivADqPLGKOy6rwWbMdVv6ImoEbMGKdp -lWKiqqCVdWqxOqUmrwaeEZ4ldh3fO8DmNj5FWpxR1IQhSq8rSmZQNECy7THl -cKKKie/InMot6LNARDRNfCIG46PdBD1DDzJ0fpPM41IqfiO9iTXHQ6YPh8Ka -ClZbCbISd2ZddLqRPV2qKGoSUIDnc/WRXA7F61E5UYl84uxYASJ/0a2IWEMk -Pb5KHqxWWuWjPFviUSKt8bNyBgiDhrJjy0REI4orDB0nBhLzRPpFSKQZxRsT -Ej5Lr1uOQQlD0aGOAjIC1qnOX3y1bJE7OVem0zoq+IdegdUACcyEzQRnM9EV -hxDtivvsjzUYwLzOG8W7lKAmcgxc81SHUjo1QQlBDr6wt9zXoAHBKygu1xw+ -cG6ySWyy7hdVOwbIosfkhLE4hRU/wx9AdFGOIjH+ufbKRWIwA34BUXQ34poV -RlebljFYKtp4mA2wFHMVv0s5SfLpD8cW/EfIMU5wVUwR18aZVkPAsRB8VNeM -Emll46VIVf6HM+65556sPXoXy+eiklEV3YxyIsFI7bDOEq8410TYUCaK6WuX -UvqUsAmKK0ZOmEV4JfWhNCWGLsUlqqLuUSo4f3ESD5aFGIWGiC9Keh8gRFSF -RGmxzRAjcwua7aIQOYfiOE/RlUOIvHBQPHu6h57NwvfEJUcVp5ekxmoWL97l -LCMoKhoWYq8nziRkneNzPsSvYMl8WzJJyFVqhQjKPgIborC9bL7qdeGYsjAx -jELKSq+vTmAc0CretEGnFo0wKh1PiE0gURWzwW41K0VE5Ygjjii5zQpDCXaI -bryEJzjsF1OVafFxvNGaAq9CHmx4fplbsjWCmoeozSLSokgo9BvnOoLKuXOp -MnqGsY3hFAEjrXQMpzgaS3UU2X7Mj25Yds9XU0IxKFAh28/MYYpYAyC1xcLj -2AusEq9JqBr2jsIKoKjol30tB+BxCAXzBNs6ionLqaLPmZgIQE+osuRqh1LC -Ik3o9Vi4EVD4jh108SwoBm851lvERuWYx4dqhR31jBQmOZIxqGK/yvVcRlhc -BqABjBFdz8VaAQPYehNhiTTozozaaNilN/Ym8BbnkteIsCrnjekDipIAGpXh -Et3pyjk7hnZMFk0aBywgFCGuRswWsVzCTjGTU9+FzDXRFoZCe+X3LycYXNEJ -0ZF10p2bsbuqfGuZLcCpkKQULLqE56CGKOLGrDA1+IWiLREcXSNcGw27CLGw -E6gxi8wW+BnaMnWyNrkRUNSC7gyVTRu3U82i15VWe0iWF63VmNnCLmCi1J5n -GGoq6YiqiGeag5e1Q8Rx9mIKEtFVqXqpgvT62xKOJaShVH1RFYiDF4bLEEEc -QnfKKS3gLUZevBYdX17MrJGqak7uQtcGq0WEKt3AD2xH6iknvOPsC1VYjxNH -ig4RcSEyOPzz3jPfQ23ibDNM7YD0hBKpW1yXVi9GoErLz9cG/YC1VcoeEW1c -am4YEFXBPkqrFa9CaWEfPYsRdez/ovLIlVXBQ0yzIvqiJTLCHk9MS6Av+655 -aLg2oHEYFb0IjmXc2FCOugVaVsZXWKPb5bmLMlhi8mDcL3OlklAQH41sjvxo -TKLp8IRjCtKmNGKQ1DXjQFCaexaogP0gj0EUZNTsqOVXiSWgFy8cOPXltK8o -+hD+8TsInRQjUY8ZEzvmmahH3FkRQ40fr4lEUE5jinpwGaIOsE7hXdg2cq2V -5Vwo79Uy9ZBoK90MIjribUCPmBPZXmaXPF5FToakF7FldExRTGgh1AJdQSj4 -4OIeNpO0gxZXmdExBsk4tprwJAEpXdkYR3LUH2uERrXI1rNe6BtHSBk9kTxo -nOcGJ6oUvsmr5TTLiralFwUEze8oamOkJE6mmmRx4SOElfsHREqyuyi9EFcF -BSEVSYlPVCQlYILPAl41dTZe2QeISYmplL6LkRMWgECUSFlOsGEJ1fMWazL9 -Yu0EFA57+nGxFWiA9XZzkY4lKTYMKVP3OyAHAqjEkaUk47tORU/EW5Ek0RMl -xoZjq1atMnpSS489qngcBPaK9EyVfNRfbUjdSC1m+Ae4JrspLn6EIdBWRQyW -cPWJQG2MlowX9srvoEk24XX4OS5qhNKN/WlEmrE4EMloCYvjT6cXVQcgh4rj -sJhoCW/KuFRH/fPZWI0QPy9ncDRX0Rw+KtKSkEaRlgQTUTlaS1Qj/EGhIdGS -QLlMu9QlrqNQy8YMDsgRg4PoipaoB+ZhkfHGiOhQXbzty5g54iOVqYMdjBtj -huwSMAEhiZY8V3hJxpsovW72iMufoCKLpocKYj6WbBy8s2h6cDNUb0S0xElD -VqXK4QWcQTctGS0JbuhohuiGt09yWfwsVpfxQUHOJOY8neEhkBv7GGBksSci -S3gRb1614HgGWxAFw/UGN0BigH3sZ2Cp2D6W/0nWENsO+MLOItqBZJQ4Ymgy -/1kEw96SnEZ992Yh/l6VlecBVcYHIWAiTvg0C3sB1UHwUD4g+awWaKsA0uB7 -NtjgFeQJZxmAx9/QYUSiQdduViTeoAs5MzIDvAH2YVs33krFgoIV3RmWMWIF -eSMaI86IAwZxfFApgOx8k0+N5OMa4GMDJtJDXGEZAblsKTg3iKqgQmwdisXd -dfEq8JpAYbzLBFilaZGkwAyexd4B7Qh9+kQTqub+Uo7iW4UB4ZSTfYwogEJw -hRk4/hF/Z4Vw0n2CIilGVm6RXE4kgQgh1iYqycc6MkAWxYVSVAVC0EO8gUJk -AkDsvWdUxY4g28gergGgFNeBdVfyLxxIFMwHKapiMuEquNB5WW8gIk98mkoh -oipLjjUpUpUEAapnx6FCyIA1jKgK44GKc55uFZQPfI5HgXQpM5RKHIQAEWDi -triGzgqiKrINy6MnRVXsEDqReWdXliYJJ/TMW9y7ElXhO1wFoL3mjFSkZfNS -qtZlO40gHMKfaB+0MZ91ayMtgPwiXPFmHgoUlmZOb775ZqxbWQP2LkVZWJs3 -Q9OEstWBsryRgIfPU02hBL57rgUSyqImCUApPRVfHoTra+u6iu+1gVfxmdiA -4ksbT/FePfwA6s0v4k3SGzFpMK2rC5EWzU0sDIvo8i3Sgo95E350vOMHIzsz -ZqSFTZAiNCz0Q8OiqCC3KyeRFoqjCdjUE9PSFFsBzvBu4utpWRwIGJ+9Yl+Q -g+11KdMyYB0clnnD44CGMLzoiinGTFHoR2KmE3XoByAjs2LlibfCqeytEhCE -/g5lRVZViMfkCGGR7wmDECMUTUG/IB/SfRyliKb0jEwMGjQoU62sZHpgLbNY -ML8OBBBqgq6EIak4I4KSaACYxLcSQRFtwBkWILr3EY2OuuW+XzEW7IxAFbUA -LgfHbUV4mJLAWmyuICgWgVe5ppcWQP0CLYBS0q0E/1E2+O/oVjZd0zwFaQFS -drSNJHNFV7jiIJw4Oxc9TEaWexyiKQoDIIH3HZ/DYm+M81VacWgDTdl6wGFh -yYg6YN0F4tgrA6T36NFDJGWvCCahufsbcSIzb43LYROcIh5TJCk04M6H+Jwe -TATWqI14FFEg5Vr0xL3hBBcYB/OPiWMpSB2BQCg6bFwaKRY9saRC7RJ9EDX2 -GYc/K5OfnEJI944FrhJHt0VozaFDVoetQRYQXpCbj5vslkGXkKAlWTDiIFCQ -Rerbt69QHHtLED8uaYuYMzUYPMp5pSfWhJi1c1J8NCtNeMjwM6HtYmIBYxSm -jhNe9VllkxOsgtcBP1hJ/g7Cwb3GjQcguApsnXaO5ou2vRXRCSYcVwEXUdKL -tUNzpkH+0I5ANJsTcR3O1CSkUYAWQd/oqjJcG8wjZMcAY4ihq6tRkRzFi9zg -ZWLXQE/ehd4A9/AYGBebdLQo+sRVlDa34QpAc3rEP4ZfOgYRZx8UUwRwr7VF -LJITJtDpbpEcMrNzhgTi9iLQ8Akgkmx2eMclM5C8Mr/UsEbXVYcpwUn5RVt1 -oRM6RdAUQISFwFHZodUkVwZljDVL6N0yzI0ztESLtFtIOEFXkBEeYC3y9M5m -IdJGQgeUBViRfuBDiKshoeAp+SvORXMwzfx6iGS7AjXJcrvXKooTzy4WlBOy -i8+/8xpcELa0RPG41qUSMok1YYvZLcEjgFjgMkQRkElSE0aAKOjm6ZrSt86f -8g8O5nPoWbQ3AL1VOkK0PDZKB13gL95JjDEukoPnRRKnKI9zCZkAUKgrvC+4 -Be4CzaC7Ec78cpZmAZUjMaqmDcf5/MXu4GMUclxHE5KgYUhQEuWFOTFUbk1i -M6eqEvEeZjHiSORPISetEDxRej1Dy0AR4D6UZ6QAAhSdTpLiSuNb5jdq1ZVQ -HXaXzmHf1HWHEqoxPZxeJ9VPRMYV1vHyymj4Kle2QzosFgOEigsE+kIkITzR -CfbAGC7Eh2IiPFInjc+wMXE+nDgWijTEQUL2ZAgKUPRehAdmYr1YP/9MHGfA -xhSVR2kxvWRLpli+BPCrguIiPKyK+cCDBeNgbGFb9DrCjm5nljiFUu5S5mJh -LQSKnThbfhdUbfC30bjwUVzaIb6IBXihalhS7sRvIBPkYjwoduao8C2Udd0m -osMv4FKoCMVIcfJFii8aIWIDKosTuhEq1jG7Jj2Bongb9OQvklaCKbUtIXoi -ejq9JLqzlCoEGt8NjNOc59cml6XxZkA04B1gwvpAb3AE/0M3NnU2ZVShDZ/P -T4jXBm8bWUZFssb8S48+ZHRHq6ZRmYzuODysPXxCUg1qhP4RWtQqxI0uU0Pu -mC7mn+VCQznk0RvAUYhwnh2fHKxDWeHl+c/id8QU554guE9U/A40l2EUPTE4 -yhwU3ZFo7aRKLkB1RaMKNkMtQnewGTYQdwLuwKgCo1wPiuQMVuTjH0vA0oF8 -Ma2xFwLnYKSAU1oa2oOqRRA8Guw5p3PS7coO0auIKaQR2eDGUlpKBQ3YZJEP -BZRNcy+zSDCuHSuELhL10FcwMquufWOgFblCbP0Dk30tMtsLJC2mo4IYi/eL -w+XFUqKQBZjO2dFW6ToUN8eYPisHiZws2ttlOthnPAJXDBJFNClrip3yUWlS -YA9UkkXKG1bWIQXRGmIKxu6QDp8B8XLMGYRl2WF3fmbrAq9IREZcUIeIVbwV -BFtR90PjAb+CDAiHKzcXLMhEEXFgYlxCCZbWLnzM0kD2mMjYUsQwrk+Efy17 -2iaiHnMnKOFqQETFdjEM5GzcuHEiKnvtwGBYKrvfMNkLQPTigw7EZ1iWOCkK -W6NEpR3T4aKT0ccQEXAqgqIr4BLgkjxVBAOi4giKqCgRJs8J+Hgrl3V3oJAR -FR8EYM9i87443QCmKJ5dQkIIVMS1BxBmuD+uggI5dOmCoFq0TxEkEylgjNSf -1Fx4HwvENqTIi8CTcgSD3n///fGRKbQbDl2cup/GSzLy4loIlYq8qHZMgRQD -5IXMKAdctRwTJWRju4Nn8r2BdaDZGOrhouuEkxQDphqwwvuQhThnDn5VMYP4 -fKmKD6hduXJEmEh9VoohNmOQGlUMrCHu5IyrXRosECvOUOIr09Di4DL/iN6M -ZGP1fbYZNVnoYoYU3qHQpyiMsdT9unxBWdQvP+PtoMGlFdAoOrMoBiZWkmY3 -ZJQgJiUtJQrjZLFhRTAIK+DgpuRkA6IaS3t6jVc6ypxDlNMWl/9TQeFyFOYf -q8vqoPZdB0hLYNtxaUC+0YWA4Hu274iJRrdJwe0gs5igLK2OuMeJ1Tp4qTtJ -sTuwV0rkSqhcUZVVTSAfTzQm8qVUVtFYt06RoaThQEfMW5whidaEZaAR5tDX -ryLmEYYf+4HwQjFHEP9KAEM0Rm/qkFRj5g2FicIjeOt8JxqztFhaWMKVtWhM -9gQeIc5JdFUZIVmYMaYnA1Sht7jqMw4CEWIxMgPCFcesCUNIG5PyCg4TkSEU -mjhP2k2YECROmpPGg80mEk34TXl9Oj5IMBa/CMvhzK+PkJhbjISwVsVIiCiQ -UDN5xtoVLRy8AMrklc6woisU4FV04V2JrkQAWFWilVmOfLKjTFCYaIhoyCBV -VjVWGrJwyZsqzkynjQwBkTAqyCpuRVQnCupJ3QhRwTZKP1K4lW7YPKVAv9JS -AJSohnSVA6tH4TwWRVkwcWlfRT9EUSapuwnUThfaxXcZYY908ljvIHKBtsnL -3id4g1AB3mp8B1VaBi57RtRERZn0DnaycEHi6IbO8sefxbyi+5GsnVNy8A7a -4jbh1xHr83WN63hoKyMeflpvKaM0jEPgJt9drw0rwhqz7sgLVhxzF5sxhLh4 -eJhsHBXmjEN5TD0+EYcXrUMX8Z2MHBTBQCgugZmUR6nxss3C7iXp5SIPc9JJ -QD0D6hXHQjiOXVDCpmoH2VRVKb7+W8cndkrfjr4GQqJPCMMwjkyBJaBJMqnh -o+tUBDE+sUckl1x/kZtnyC5oA65hmOx75pH7JBEnTYoqqeynw0vxsTQQB1FJ -kVaV5+N22AqRLK7sl8bdMnLjHqG64iLVOB0S2DhvFSmIY4qgN9iGOF0sGbSL -yc12t/LSRW5UL4ATmoDg0FauckRuuAU8npdgSfZPi9zCBkhpflizoBDgSPQQ -7eF+B1exElT4SJTGMPORvHhMkmqjSxTUjg26Yj1/mFN1lERpIppKe9FQCW0Q -/40zBbHy0ml6xsoB7DBq8arjrlOGXO1YSZAZekmUhgukg3ZKRw5G5Rl6jAAf -OgXrzkqK3IxBObaaA+TTla+aA6aG8ECO1xOLQHhUNZ3YxXUBi0FdsZQVoKR4 -1AMPRFl4IjddFi+fwtXUbYQto2fKCEyGmuzfAzCRaXkyqNk0ChcftibUnocM -asNwo4S6wIyoNPZN41vYJa+iNK8hUAfnpFcHBJsfFyhA7SiRUsNHTmU0RWkc -PKJJJL+J0ggAVizNmg7o9Kc//akozeuhLJGOjakGBEBlf0RpRF6X46gdQqG7 -N+LaV6X1VxMICLkw0MqP052RUa0ZmrFz6DKVyRiLTugp5n8MEyG7+JkykRme -7COhUAwYlCY0iQueofoE28kGxaOXuInQEBUvnYwaKWwl2qeVAcNCoyTjIxPY -lGKRTsx98b4JoZoYUkCd9GBYyQYN9jHWeGklwZLxAnmI3sUYDt6XYtczHCel -v+sdKHvsIxsyaoczJaAfX1WqZOUU/+0W/kuQJbYBPnZyhlGFta0t36B5+cfK -jtCsWdhys5ZZRTxQXvkJj0Q74PKRuFGb8iKaAKTOxh2iR1+YFn535K9JY3F0 -MkPdIfXFsmaIhDCiiIinyTkAdKDasc2gY5/xbQnoS1BydmNO4m0iKWlFKy0r -rYlwxJf+QhygSHyLLCxWevlEq2BzAdNgBSAbWIPZsUmgav7gF9wU1x1Kg0CO -i0o/PRMd0T7xWuEmjJ93E6d/o5xJ/RD5UUH4cuy2EccA6egUjAuGJga24vBB -jDdZpWKtD0S+GHeFKOzAE5BQO+ScHV0iavEhX3aA4Bo30XqMFcZ/QaSd5uoB -xSRp0SiR8KJxJlWv1IWrC/TCKDIqQivMju1LFJuDAH2U+A7CG9flAOGpKICW -ALoKnGoJoCuKhVf7imoycDsYmJXxJrUpP6Dcie6yn8AKYADYYMErkoLW1QhR -yXUGqL0x0UV1w2JBQea0ryb2RbOilYqRd4SCsIZGDDuqbL+vll5DVEZVieKq -/XqNnmEpkd3cTCVRHjIUUNDE2UDSKFywlpsvfRRNgChijEV+SC8cIvLjL5Vi -iQT8IogEXjQTbc9C/+yCn1ZZ/WUe80qUEKqexCdV30AXgv8dlcURBprEl9Ox -dLqdPj5fXnQTAK7F274ApXzWCZKNGJ1KZAXt4/Y+TokhqTGmM3TUgdm4yhlo -PT8UWxv8UnIekHHYByKxoZhXQ04iHLSLa/DBBorqifCoovRESkZ41aLL72ZL -BBunjj4XLlwowpPcBuFZepIC4D5gAXEkdvD4B/MTEok2kxFetHlye13yjPUh -jhp7A8xOG7RqB77TYsR2DgHhoGxm/pLT8hgYav/EVR7ZVY/rWoBGkI14v4Hf -S/e2W4UAQpp/H0Iw7FGQoI5XrLAniIDPOvFEdwhQjHmgW4CEsFl8Ag1CEuoX -BSAw608BdOl7BAjwBIIG+dIPIT620t0uaFa4B7o6T90hFCo8Ed+vQ95AHHuD -k0kHjPETy6+bmmLuxl6gSlxNiPAQjqa5lUq0CD464bzYDyAuGt8cyhqWbm63 -ClyLbqUtQsdOlpKtdTEAVGZhXHvJ1oKjFTCKbW16iU6m6FkzdDDrG1VFZAsX -7U3BfNEe75u8IuQN7kRdKHjiI9fEGCCqMA7MYwCLBd8wGsUgMGLKuuFRxAX2 -MCb4c6I9LITvhoA46+gxXASa50++tOoBgFC8Ty5N7S95Fl8YLmWPdgbfAW0g -PyYO7kjvetBH6V61XNI95m+nPeDpsLC8EXWVXq8XYlsusIqgsgAEVYElWV5s -8mm0fvHTGCr/dE0kF401c+5oHdENM0cTh5WiG8YA1QX0yejWOpCT1cDpR2mj -P+AfekFyUGUwCiuLFBEXcXZtnooYYAirg5LkmB5+elRAEAYGJccyChNLziSj -aBvSqAGlseeJCmDjKb7LSVd/t0xnQDv4kcxBGANyIN/gGIQSsiFg7DQCvVEj -vi5yZhFxQvh0GRcCQr0kvyXfoRtALZZb7XqTEUlACPqibEGqKGEIi06AhaMz -GPAYbnZ+uU5yDJsgCs5nZvlbB2EBbJLYAYMxMsSZpWHiyCtvRKNgIZBTR2Za -HrwgUKSWB7F23KE5gSvY8I2LzUA+ndqOryNnXzvPY06qJCjbMs7LB3Bw1V6r -dAYgJzQKs0AV4FcgcCwNiBQzChTCCqQHBKFrXapH0AppzcfwL65jVxXRs/Tw -ecsQnEKmCXekZT8Dh7FMyDZcoH60LnhRYEsuida6EPFBASJsGTBoEzwflgo4 -zrJhdNi95Lly5ojVMTSGjxAgu3kd39qgmvi8Fofhwk357V7J7g67pvGdt0gy -QoDDHR8tRV0xdK0QSgAHBqWqdugL3BLeIQEC1KA+WTk0FDoflcQKIXCoBBQZ -mov3Yv59fpoGXcIw+sf0oSLnELRCsKgu2tIKwcpsY7CPxspgAzBHZGmB+pF9 -yEawSnudKmzB1ruTWpcFIoeMMK32UpdODFzKFii5Fexsp0knYYT8T2+AQSIV -jICF8vXWxFB9OrFNgiysAz6M92zoEssNNtX6YJLZoQZwFI+rxmdqOOfF+sOC -aqfCQnn+U+sgfbAqqhcdgFCrADlKjr8T2YMfYWuwrT+XgkPvgU/jYSO4uqIn -PnkL0sttesugO8G67Heyx8eQURqgRNiNdadvIJ3WiOlDcdbb+5TZZ9SsDxk+ -WiAWhRFjDvAnEVIkhwVCklCKoD/CrUSvQY/ZzGqzYvVK3kANk8xKocl4N5ck -OlRSvF2NTqAglfADrpW2ReIDEiSX4CjEt8HgFJIj0zLVskQFweFwK7Nm194t -b2W6ssR2YDMCEawha+nyHFesQwl7s4o4lqG0pTh+Vlq5smWYHZgXFUE6FGuN -yoAaKF1exQxIvtf6QFiGAth0SknRYTJRchj6LPLWOniyrDL0QscSSMDoCB9g -oNCbMC60x2l2FS8DhNVEt5FXw//YJ5cLzYnxsbAx1cGRqvIb+8rwIaosFjN4 -ENFTO8QCQ5WrwdZhvmB4ziXgqxNNQWSED/gMSBrXlFmiCZyGcfVaUpEJEsZl -F1VjV1OBR+VpCh9AJJxrZk7iKUsKAfFugc/gA8QHcXRiyg7pYrzYQUVXwaMg -nexi0dZhdIAsiAitsaYsifABUI43YnlhUQjmwqrlQQAxOzJBBAtdkcYsR2g3 -zqlmKVTXQmRHdWO74zsioY+CWnEJV3xg6oEk+GDz7NAHGAkUA8NhdYQP6Jv4 -JLoDZY7Q6tA3ApeC+fAPq0WQLI5tAgR0y5jUGoaBpFQUBhEiQDDiwhrBwGhl -MrnoJz2P9K20AzQihpCPQVD0D2KDauIZXORcqkswdIseCjE7JdAs8FyZXirp -piLJLNMecGX0EXppwkdap6RFi0BaoBqkxZCLtJAK0uLU0F16BCIlUU3APcTU -0Ppk3G+33XY+FMeS/jc4hmdIGsFHQho6p4ayg9zoQO9DCTAaeb4K1QEU0FV6 -xFYkwwAwKo6c+UK1StcM5UM8GrQFj8DZ+MSgLJqj5lSBavP0M4g160gWKacd -WHO6Rd0SYWByWE2SFhV9ArrQDhzKF8RB/gl6VaYhFKISoKA8Z6l54NV0vy38 -Q7TgddQW6hazunO6PARu4DHexdjRG+zf6UI05seCgTbgeebsi6tLJBBs1DRr -xjr49LK1IW2LZwxZ1xVobdB45JsDSrNCAgnmAGzlgfOk3r5ue/Mu4hvFWFks -oOtprQ1QDlmC0XC10EAALJgNdYt2ghEpEqK1QeZoj5+EB1lcG3wy4GB8EhF0 -DPRQBjC4gVHyXCfcoB07CD5ZLQ0wIj2HFZogB+zxo+lZRsJ0WhrcE9AnagCF -CvxIa/IH+qFMmRKqEZCH05XdbtMyACRsvGZDJgMalI0JpcEjB/FpWTiZz4GA -/FVaFowMi58jjSTmxehIrFBQAevLK9MyUrpjiklDQ4IaRNmYAPKC90jXwAak -j3q8WhP+hs5GllgD1oJZMHLkh1kQBGA/SWsCMbDuBJgIIGDL8CaQm3QjKPA2 -+sqtk9YEtAkL6IwLhgwTAECA6ahNozWB7ogKf2OpAVNARd3iRD/EdfgbQWdA -u39ea8KS8nFEQ+f7WBP+R+OjHVhujoRoTeBe/CKshy+A1gROwOiw3aw1IUqq -FGStCdwGgWF6J6rWBB5FH9AFgpje2BLoxMYZNEIWiCuqCiYEYo8N+8Tf3Atx -Yfdx+9/AEcwAgIb/E19NBp5DX6L/gPrAKqFP7RmwCOg/n47WJT1YkW3xMTx4 -nSWlK46Ma134G8uN6acNTgjOKWvC2uDgEjJhQx7IgJJx/CzOQWMiqWgAOA3u -Qj6QGdaEZ4hoes2d6I3VAiHhXmldwIIsYX4pZXLNCcyLInW5kApjcPA43ODQ -W/dlYMMZANDAx10ZME9yfxQ2HEr7/3EmEVuRhx12mC+G61utCD4ibVENQIE8 -36ZVWGXUMqvPiqDFUENosHRzKPAdZtt9d+1co7Xg9nx/vToEPwkJYWB8floQ -hoV7BtsB79Eo7AbGRh/vHjmFPdMNbC0ISh//BW5ObX62ILL5oGigrlNchAZM -Q2S0io9fa4JyV/K0zAqiyLLSg6s9rQnLB4BBOnv06CGzgv4lfpPWKQ7jg+eg -BptDqDdwF8EM5a6iG1B5rLwvRLwuSA/ROPAGtk7hXwiM8kQfQHtVhSM44ZZa -Rh+BhcuzXIpK1IHOBvNXxAseBzYAQ7Qs4CE0OWOFmdHYMvf8D1XgaFQossR8 -s/q7yZ1RUIc/sQS+FA3MPQYZ7yK/rDa5M5VoHmKZlTBJTgWiBOL7vWAOsD+A -w7vQuvBmwAKupXOr1oWFZpsXdaW9fcVTYDn0NPoC+CzTAhtiEuAlmXtUl8w9 -goEuyfd6W4XIEioMvQ4BCBEyUfQJDg7sjjZg1L6gUmGYizTTMPyD4zEJ+D5I -PnA1SRWp+GY6OiaK4GCaAR1YEzQgWow3M3LCKlSCE3HQL+R8IovOwJVRV5C4 -KV3pM9iF+DPYaz6DrkKL4PvwGU5CfSn9DBqDZxBU2DYmKP4lC8T28uYpp4M0 -dLZZ58KUR+nCtVXKIWD/0n2l5iHwpMNcBBCBXigvWAPP0fVG+poWQaDw4GlP -cAxZRH8AEYkkMR3njWQmtYFPCVog7ogOIoIfSwxMLIdZAUWiWxEzfAecepAH -W5R40TpOe1D6GdgRhx/WEpqBQkIzwmKE4UUhVgKWQg8g7MgU1GJFnMVEIbgd -YuYncpMTkOkN5FmVPJQsTgYxTVBNdgVl87CuOnHEiJBkRgXRmCGCIAohnqAR -fGWiyOhvfBu0mChEEIpNBSiEkqY9SoX+CftjE1DsoBxduhgXjdsl1TYsPI4f -mhJBdaqleKM69M1ioj5cM7ZOhwcmxh8BSiCzyCuwkBOLohhiAcXQnqIYiwgQ -Q8axZhINzBLPwHLehyjGGug4HPocivE/HkF6Y0BGMSEqKAXFCIxhGriGUxRT -9QJ4AmnBJsN3LCJ9Q0VChy4hGcXiKydEMbljRDKhUIbQAjKoSAoE6cL2zdMB -giQBl4AAoBl2l+UiCiiaKYBD1Es0A6LzIuQIOmFT4CxgJfKFfnR7IpqxNKy6 -zvsLA8N5/MwBMNEM04opQv6gGRyK7SArXGqcPQXkhq/0WtPws6AB6gAWQDC2 -KEOzXVPliVUBvLCeBfjEMDF1OM35FYJ1QRnyMeAYFEP3QnYsi1Nqy/RtGIUU -KGREYwQE1KAC4oh1R4EBGaU33YBvHtGYjROaY+fQXbA9PAmN04SrNunAeCP6 -ifxS9Bc0wgzC3v5msRtOP5CCl4GLmA++HFsLCCdqilARam+LaDKlpEvKhcid -Kaf4WW6WAM9ftMNCw/4YGf6G6kTFYRpd2weGC5BXNpQwI9MHm+N0MmD+Z60h -ievETN1DXawW7VF0YHdIRjsdefeuxWZwPrTA8EAucDQxcPCIaMXvIAjEiYAe -QR6sPKLOAiLucDxnMqTuCb7QBlQIHeSC8z+KjKkgKXHlT1geNeFL5iLL5cbJ -dSIgHFKStorawVSxvgfVYd3oH/gIQxGKhf6QAY/CSSNJBF6gixFclovlY1g8 -wzmihrFIBGug7ZBADC+aiWEyJJGINqwILIAiIO6CfWAV0Gbob6wiWlHaK2an -EgSUpFWwyOhfF/qqVLehtrEG2EmiUKgwRcG1S4NKFyhCDhp00yI0Q2roBo2n -asCIiJo7BIjfquYoxrguNOgOTFWONgenbYBmKElES7dA47xycVYy72Yh5QAx -QjmDLFgut5nfTJcLIACAkInELKJxWCpiRkjXoenrgGqYY0JScA//Y34JKx6c -SiC/gwrgTF2kjNueZuy2SbtiFYG5mEO+IAyePSbgm2lXDEthE4YHbsLlgZDu -WmhUoDjMGQFGqXMwCrtjGhWuGxgFhmRUeFugd+TSeV6jgjmYNHSCXgA/Jklq -rEYFP6ZJvuEfDhEbQtDYX3to2owBY5SwfSwfWgAnhVc4HQ5Km4GWEea09GsQ -KJQkS+DqWQMDGHEEG1OCvoAMCBpukFYSbZ7mnYd/gF3kFBTLxgIyLZoRsWDg -qHBogEXGvsCAGhq8yzvR5egjBBrdTSjD2V9DY4UgOeoLkrL4ACTimRoaxj0t -Khv+8XqCYJoG0QMNDUtL3Bm1DeEYOqYAEym+B+0QV1YVBjxa6M+BSI0LHYC3 -jqmBZGBNMorYrte45MxJX7CuIGGYH1QMY2tckBefAoQFmwF02Osl1qtxqTgI -FoFxYaqwvdzVLJ2HgKCeyepGtQOfMfdol13TccE8jEvqAz0BOodeWBnQ/7dK -9Rq8hRohFu4QWQE6xBVEkN7RrEQCRK1B6+YhuzFqHd6tpjg6+Tnp6jB3tXVR -+0X6GH2ChcIxddIIrUQ1UCp6pM+IixFABKuGdpVM/JW0I/iFv6ZHjMt19HLa -FK6nKUN2VtpY07QuXDC0vtpqqqB63BTi04yZ+Bs21iv8Q8yJQfi41VS+O7+d -VLpcCB4KCQHLSnFWZxWWIKwvnZaLQACtgYRZ6+aBzgASWqdHBIM00xTfJK/u -Ul3SNk0eLvsvKWyQ4VeGD/6lS1dhyrTECcPlBJW7B1QbtcaO0dq1tRL6dIED -rdNc62AdaeZiHqdvFps1YYisHfkc9OY4Wb0BY5BheNf1gIbIqqKeeOwmVUOk -tfLowbfMhBgKv7thiTvFleJxutma/LsxXXIYZumSpIZZYdh1pcMGapV5A+oU -1MpjV3215R9r2Ng+lcFMw8cNm1WXNHv66afjwq+oI6BTZfienNEY2K8/X96/ -f6+0gf37b1Xmpy2b+Cz/qXnotYYfA/Ls618fDhtqHw4dmuTwVfL65tFI+vcf -aAP6D3Je9++V/m1gXfi9ih/L/LX5pv9ayR+++CdafMERJH8p/9ea9LMDgq+C -ih467MPGKDDAvwbSh3+v5Nf8pxbZT3Whjb/1i32i8Cxv5zzTz4fW3+3dR0MG -25APBuWj2/KLjNNnFf7iK85cP/CWdPjBoKjDutBNYpQefOhB6/ZQN3vkge61 -/o1T9/6jdXvQHz34iHMkz2rs4fsfduG53m76403WrfvD1qd/H0zrQKKW/Qf1 -85/68+UOQcNnWzbx2SY/O6BMu/RZi/CsJnyOeQ8Y6IQcPNwGfzC47DoP8K/+ -fIVbMbgVYZD/PmBA8mzLJj5r+w9uV+5Z8/C9JvzOzPq5rhg8+COHDsPKzYxP -Dehngwb080/yvfRZHd8r+XXjf23xT/tsub/W/g8+G/6KjvPf0XF8DR7iOm7I -R41I+EAXskEDOeXF96rwOxzBb3XRs0EDG29Xy3fGNKBFmU9sqpeNtWv02Rd6 -2//XXmrDs2Ar0B4fDnY6DnXeGxgShTcrtahlTXup8XOHOQYCDexvqUVNfdZy -ZppmQhfeqSwqjgp5I0mt0KRW4uBnXrB3237bhn99P5/PR/692kZst489v88R -1mOvw2zEV/etC4+rbNjX97MXt909/FYXNX1uX2+6Z2iqHj7+ejt7e7u97L2v -7k3Paj3SWz/rrV/x1h+rdfmO1bTnHofmTfOOezfs+Jn9jrRXG7Z+K29dW761 -5jfUh/FSmWE8TdPdy3b8fsNhPN3uSHtt90Py1q1tiD+GQG/99FR7+UcnWK8/ -/dWGvPJadmh63qJPbLb/P8tBOhgb39clsHm6RC88M9RO/uEYO+c4Dv+ffRzP -zv7ZLDvzxNfsrOMHRc9m2ElH9SnT7lVv94ELVfLsrE20S55V83c75eghdsYx -4d21DZp+GHU53bvsW6bLnt5ucKHLwd7lWH4uNj37+CHZx8/66bRGunzF2w1t -0GX7Y8Y17JKmw9KmrUPTU/97iF19wQfW5ZxedtuN/a3H88Nt0kT3zmbPdId6 -ns2dN9udpeQqBaD2sGHDtA5Tp06zA7v2tZ2fYkS7/o237/z3WXbwn3rY3g98 -ZLs85TRKHu/qj3e860Pbudt42/WpWaWtX7a94tZVtstjU22H2/vyqZKOD6Hp -g8MbdvyBdzyh2PEht77krT8u6fjRKeU79qZ7PhSaJo9b206PTrXvd+1jx3d7 -345/+H3r+vpA6z1qik13Hl04b65/zQl0mZ1eM0HkaMSIEVumtOFXNtSTAhXJ -s4mTptg+d/drQK9D//ii7fHwqHygLcO0drn7Q/v5Yx/aj+9927o81ccefWtg -6GIGxUrmz7P5c8MIMs1FVIiNkuQEW1ID9P1+ve3se0+1U54+1o57+4ha+/lb -R/rj4949wn55z0/sFy8eZT/PH5/4+lF2zBOH2sGTd7BDp+9UZwdN3t4ff2/m -1+1Hz3zfDvvom3bQlG/Upo8Pnra9tevzNfvemG/44+1ro9Y/fuzQYmtvEVry -Cf9kXbH18AZ979cr67th611p3Szue3TjfX+8azzArO+xDft+9DA7bETUuipu -XdGw6S5505ZhGAeO+qr95P1D7LR3f2Jn9vqFPdznHus/qq+zzXRnmU9swZyF -zjKzs0Vjq4gkkphP3n/3Khs3/Ds2ZQwmiO/VNnPiPvZot/+yUUMPtKlj99Nj -/9FGD93H+r27p00f366u0Hp03LqKFtbr9d1t/Mf7uqaKmj7sTYeFps2ijkcN -Kd/xw0fbmGENhjHSW/dvpPVHB9jUMQ2GMWHEvhV16bOoaUVd3Otg77VX1Ks3 -nVBsWmXTxiVdThypmeXtxnq75NVt0i73tPffOcbeffNke/uN9u46dbPRI1+0 -6dOn2bx5823u3IUhPDRrVmJ90mvVK6T2+t5+sk2/qJnNuryOJfPvVTbrimb2 -+Pn72ZTLWkXP6qzv2XU2/dKNtasO7cZcWGdDzvMnV9YVm069rGVJl33OqrMZ -ZbrM2+VdDi3f5bRyXV5WxwwL7VqgSbIuR3feSJctSt5O02Hnl206PWva2r83 -s36d3Ef9ww+s1zUH2YDuV9uQN560qa5lZ8/1tViwyGbNmZshgTQPTksxaugA -G/bgr23WC1fQ5fOX85oXLrfHbz7fZjx7WfTsCutz11k287nLmGTW7rHQ7nIm -6c+qQ7uR3TvZRw+dz891haYzn7u85DWNdVm+Xemz0nbJq0c84q9++ILGXq3X -0J3/FH5Tu9AmfRbP5uNunWx4t9Bl86jprJKm3slzl1nf+zrboL/9wd558Brr -98pjNqTXyzZ14lh7+plnC9AdlK2I4COPPCKUTXZDFG4TdCc8ziYdrbt37y7o -Tms2fRXD45+aPfroo+qUID/NCDN6M0F3tpBUEjCr5darn43e/Ju2cFv05vxt -0SGLtt7H+uzzAxu05+G2aBuHtjyusnnb7mf9t9rNFmwLtM2bvr+vN90jNFUP -n2zbzkZsvaeN3WYvelbrxd66t7f+wFt/otblO1bTD3c/LG+adzyuYce99vsP -G9yw9cd569ryrTW/uT6MAWWG8a43HbJb2Y7HNxzGu+3+w4budmjeuoXN2Xrv -QKCVZ15mK9pfYnNPPNcm/+p8G3bWJTbhpr/YtDd72erly7Ukw0Z8nJ1119Gl -fr3mWvv/qreLTuLZhSfy7MITzC44dah1OnlG9qyzPzvt6Ill2g3xdjNdHJJn -nRptNzi0S55V83frcMwcO/e4Zfxc26DprKjLDd7lpDJdfujtZhe6nO1dLreL -TrRi084nz8k+3ukX6xvp8gNvN7dBl78+bkXDLmk6L23aIjTteOws++v1q6zb -bWZ3/36V3Xr1Qrv9d+Pt6e7TbFDf2TZnxpq8KsyHWZldrcW6devtwL9Nsh3e -4tnObzKCHd4xO+SBQbbXc/Ntp7ecTsnjnd82+8bjjrZfWmk7v2WlrQfans8t -yFtX2U6vrrOvd5vEp0o6PpSmzy9s2PFM73hVseND7x/grT8p6bjn2vIde9M9 -XghNk8ctbPtX1tpBT02yC0aZnTV4vZ3Se7md3nOqXfzGJOs5cqb1nbbUPs8v -wRnQv78tTk8yKjWBSKiqg4lmn36+1vZ+YrLtWKDZYff1t91fXJIPtmWY2o6P -z7D2Az+380b6wn643k59f5ld8Pok6/LONOs5aoZNmF/vCnV9ySk+FTiTCh3n -aviCxzraz4cfat+zbRxwrtsOHGrb2DG9v2+HL9zZDlq/bbPwuMZ/3M4O/2xH -O/q1A+27K75iB6/9mg/04DVf849837a1Y3sdZEcs2MWff7U2fXzI+q9Zuwlf -se8v+yrNa6PWP3v1sGJrb2Hfr/+qtZv4FT5ZV2h9+MIGfe83Juu7Yeudad0s -7ntp431/snM8wKzv5Q377nm4Hb4oal0Vt65o2HSnvGnLMIwDl2xjJ0w+3K6x -c+zSVafbBUtOsC7T29t1Yy+2d2a8ZoPr+9u6DeuylWMXTAmqYpbxo/9gKxZ+ -y9Yuwybx3S3Yp/tYz5d+bEvmHmjrlu+nx/6jLZ27j00evYdtWOlwt7T10rh1 -FS0che9mKz8B8UZNX/Sm80LTZlHHS+bsXbbjF4+x+nkNhrHYW09ppPX8A2zd -sgbDWLUILJ88U9Nl8w+oqIt7ne29jol69aar9rFXaLrggOzj61ckXX66WDPL -2y1fcEBKxpahy0Wz9rBpE35htu4KW//ZJVa/8BybNvFMGzfqEpsx7QmbO2dg -2KrPy8G/lZ1H1BJN6tbeNlxdYXYDd/ny3d/3uwp77dL9bO31NSXPJnWusA3X -baxddXi27KoKm9PF+/x9g6brrq8ueTaxkzcr02XeLumy3rucW77L9eW6vL6C -owSFdlWolKzLpVdupMuqkrfTdN6lZZtu8KbJm5rbxMtamz39U7O//8RWPHyU -LX3oaJvwwC9txrv32/xhPX1t82qMr7/xZrbfrrVYMneqzXv+ErN+v+NZnxt4 -T98b7LWul5r1vj569jub+Hgns/ev591Zu1dDuxuYpT+rph9b3OMKm//Cpfxc -V2z6/g0lr2m0y7LtSp+Vtktevejly23Bi5c19mq9JnTX54bwm9qFNumzeDaf -vHS5LXwpdNm80aZ1zMIm/v0Ks7HPmI17xj4b0t0W97nXJrxxjz1x/+2b2Ywx -Hyq/ISm0Ce6m5q6ANxkdHH0AePfq1UsrRKYCTf/6179WCMqTBESyDtkKJAPx -T+3uvPNO9Rg36927dwzlyWaKofzMd/vYyDbfsvnbtSMV379X28Jt9nUY/R82 -YK8jbOFXHKjyuMrmbNfO+m69u83z3+qipu851B2wZ2iqHhZst78Nd5g7+it7 -07NaO7wNGHqgt16g1uU7VlMg8IKGHY9p2PG77X4YfIRC64/y1rXlW2t+s30Y -/coM4x1v+uHuZTse23AY7+z/w+AjZK3d995mn0Cg+o6X2pIzLralDufr/f/6 -0y6yWQ7rpx/X0Yaf0clG/O5PNuW1t61398dt0tQpqpzR593Z1v7oJY3A7mkR -jF9np/1ofCNYenqEuRtr90FoVwqQZznmXtoQxn8QPIi8y7Xe5YQyXQ4q4xnM -9C7rG2LuQY65Z0Uwfk0jXQ70dkXPYKbD+GUNuxxY4hkkMH6G/eW65f7bQ3+i -44duNet641r782+W2s1XTbS7b55k/d+bYU8+1pOYr9bg88/X2HefnGA7vsmH -dnmDN+/4dgKG9352Lii0Nn28y1tm2z82w3Z6cbnt8qaVtu5vez07L29dZTv3 -/Ny+8fAEPlXS8WE0db+gQcfTveMVxY4Pu6+ft15Q0vErq8t37E33fD40TR63 -th16rLaD/zbBzh9uds5Qs3OH+f8fOZT3n095f7md+PpcO7vHOLtjwAzrNW6O -vf1uL1daC5XOxRakanpLea38dLXt8/hE26lAr8Pv7evOw6LitHZ6bJq177eK -N1faOcNI4jrbB9Bh0Br75XtLrf1bc+zCV8dZj4+nB1/infd629LFiyqUBzZm -/Gi74NGOdvzQw+2gtdvV2iGffZ1otcPzY9892I6c+007ZPXXmoXHNf7j1+3I -5bvYj3p+1763bFt+954KH5m3Kx9RT4eu+brtP25bO2jp12gevwBIW2jNCw5a -8jXbf/y2fLKu0PqI+Q36bjcq67th613ywad9L2687wW7xAPM+q5v2PcrR9gR -C6PWVXHrioZNd86btgnD+O6ir9gJE4+wq9edbVes6WBXruloV6xtb5etOd3O -W/wLO2vKcdZlVEfrPrWr9Z/d23q80sOWLc/vyhg78kZHrt+21UsxPXyvtvUr -93X4+WNbNPu79nl9Oz32Hx3U7msTR+5pa5fvX1dovThuXUULGzVkd8ew+3H/ -W970BW86JzRtFnW8aNY+ZTt+4RgH8w2G8Ym3ntRIa3ccPl/aYBgrFhIaSp6p -qfsYFXVxrzO911FRr6Dzfa0HTecdmH18zbKky5WfaGZ5O/cuUjK2CV0unLGn -TRn3C0frl9malZfY2lVdbN2nXfzni2zR3LNt/qyzbcyIS2zi2Ots9sx3rEeP -7rZyZX49wISH29vagNYrAxKtTJHoq5e2s9XX10bPKm1C50pbe93G2lWHdkuv -qrRZXRx7/L6y2PTz65uVdDm+U6WtK9Nl3i7pcol3Obt8l2vKdXl9ZcDQpe1q -AlpXl4uv3EiXNSVvp+mcS8s2XRs3vaHCxl/2JVv/N0fsT/2kEtjOH/9+jH3a -7Shb1PUwG3fXsQ5Pz7cZH7xkzz7+kFuc1VqJRbMn25znHKv3CVi9d0C37zu6 -vftSW9fr+ujZ72z8Y51s/XsBWGfteoZ2AbL2Dui2j6Pbl6+wuc8DZ39XV2i6 -/r0bSl5DlxvKdFm+Xekz2uXPklcvdGA974XLyr2apnoN3flP4Te1C23SZ/Fs -Frx4uc1/MXTZPGpqxabvXW/jn3KsPurvZiOfquSHzcxG+7eXH7xxM6vvf3+e -ikyCPSFzsl6ySjbVIRZOnjqHFbNac9XhlIVaZxU/m4cdR7XWGX81JSGVDH/1 -rJtZ0rb/Ru3/N1F7VYzavZHj9ooWtjRF78tOv8g+OfkCm+3I/blfnG6vn3Ox -TfrbczZ32MdEPVQX69/I/R+C3Ktj5A5ur7YHb3WgmCD4e29aa3f8dpldd9m7 -dsu1/e3pR2bYsEGf2GefEn3aoNpj/w8j+KoYwXsjx/CVQGn/1NkO5U91CH9K -n+V2zj0v2IUvDLOXRs60iUvC/btf/qdA+DACl5bgR/jXWcPwI5bZiW/NtzPv -fMZuf2u4vTNmpn362Wpbv36Dohb/RvH//6L46iKKr7YrPu/g6waQv3JtR7t8 -zRl2/qIT7YLFJ1rnR8+23w6/yN6c8YrNXj3D1q1dJy33bxz/T8Lx1UUcXw2Q -5zgtUH7VJf7oYlu+6AJbNKeDPfJwBxsx7FqbNuUNq6+fhXRrgf6N5P9RSL4q -RvJ88KlwCerff+JfxOKPtQ1P/Lcte+AIe/r6k2zcvSfajHfusbmjeseo4N9w -/h8C56tiOM8HRz61mfXsdvNm4fcMxnMAkFPUnI52NC6wTQ4nIJzClEuWLBGM -17lQWmd135qHjHedC023jLNDoTTlUK96pp5BgzOkXwzG99rvh9Z/7yObAuNB -xP33OrKJMB5QPMBbNwHG07QE8W8Uxr+9/1E2qGHrRmB81HpTMP4tb/rBHmU7 -LgPj3zrgKPtwj0ZhfF0K41c6hH+/44U2qn1nm3f82Tbhl7+2wR0utLG/v80m -v/a2rVq61NZz7nZTMB4sPbUJMH5QgPubhvEDI7dgEzB+YMEzaAzGD4hSfTYB -4wc45p5ZsWkY3z+C+5uA8f0bIP4IxtcC4305uv3Z7OZrB9qdv59nd96wwm65 -cp79+box9tTDk61/7xk2c+pntn5dlj7SGJI/7L6+tvczc5qI5A+7r4/t9czc -piD5w2kag/6NIvnD733fW89vCpKn6Z7Pz28MydfGOHqE2dlP9rUOb862k3rV -269enmidX51gLw+fZu9NWWSfrlmju+o5aKOb1DcF5o+4p3dI5mkczGsQAPlz -R/pA/tbPznh7np38Xr2d5wO46M3J9tLH02zsnMWOOdaoQuHYxsH8T946xI6c -84XAfPjI3KaC+eNePqLYeiNgntZHNHQUGgHzSeumgvnQen5TwfxxL/2gFPo3 -DuaTphsD87UxmLcOduFrZ9pFc061cxYcZ+ePPtmuHdPZ3pz6ig1a3Mc+X/u5 -ymU3BuZfeu4Y+6TJYJ7WTQTzLz17zBcA8y89e+wXAPOhddPAPE2bCOZfpGkT -wDztNgLmazMw71BwTRd79eVOtnxxZ1s870ybMr6zjf74Ips6+VGbNbOfo8ds -gRoD8z26HNAkMF/abqNgnqZNAfOl7TYK5mnaFDCftGsSmFfTJoB5mjYG5usE -5p/+qb12yym25nF3xR74gS26/ygH8ifY1LccyA9+ydbUz7V1eS5jY2C+x51d -mgTmXw7tmgTmadoUMN94u9JntGsimFfTjYH50KZpYJ6mTQbzI58SmK/JUtlJ -lVHleVkcaoZR9Bbs3b179+bRRygXx0eoZBV/hENc0Ucqo49Q7kgfocyRPsJR -Myr98JEseb7p6H7+V/azj759qI385sHkeW8M3Yem38mabgLdO+K1YcXW5TtW -01G7HlSu4zENOx7qrUc3bF0G3RdabwzdZ013Kdvx2DLD2O1QGxO3Lofu29iK -My623h062whH9MuVanN6mmrz8zNt+OmdbMQNf7JJPd+0VWPGWe9G4H2nU6ZZ -519+skl43+mUqd5u0SbhfadTpoR2TYD3SdPFm4T3atcEeJ80XbJJeN/plMne -bmlT4H25pg3gfRt7+E/A+wF2541z7GGH+v6nkHZzT0i7qU/Tbibbe29Os0nj -F4WaLgc+Mb4E3+/koLTdk5Nt95fqm4Dvk9aTbLe4dXl8T9P9afrysibg+9D6 -iYneevmm8L2afidpWg7f1wVovXnItTnn1Yl2Tv8Vdu5Hae7NsDT35rW5dlbI -vZlub4+ZaSs/W+3mZ0N2HQsV3HTf48bAPsM5gOH0WLkRsJ+MqI2d87GP4ok+ -dk6fxWE0eTJOvbV/a657HiTjTLM+05bYR2NGxki/Qnj04LVftf8ctbcdvnin -pkL9wkc2AfVpffSw/YqtG4H6an3YkgZ9l4H6eesdmwD1S1tvCupnrZfuuCmo -n01x6Y4bgfp1Aeq3TmB+zzPt8sUdQvz+inUdQjLO+YtPsLNDMk6HkIzTd+a7 -9vmatY4wfwfWF+Rdu9ztwqAfkE3eBJhftnV5mJ81XXBAE2C+Wi9f0GAYZWB+ -1nrhAZuC+Wq6YuEBm4L5a5cVm5aH+XGXjcD8ugDz3TdffYm98hIQ/+I0FeeS -LBVnwaxzbMzHF9qkCd1t5nQS5z+xcQ92AOfnoHgzG3HVDqXwtSzEL7bbCMRX -0+pNQPxiu41A/KTpunJdlkD8vN0mIX6xy41A/KTp+huitzeA+FUhXv/qzafY -2id/WpGk4rQom4ozfeALtmLRHFswc5IwfgyKRzx5VYDzm4L4SbsmQXyaFmF6 -OYjfeLvSZ6XtNgrx1XRjED+0aRrEp+kXgvi6YIvoFQXiCa1T7ZNKyhwMB3QD -yMlrnzt3botCc0L85ZqTWO/NVYiWpHmVGecMLLW1is3nzZsXw3pK2jYG6wM6 -rQSQNi8DuJtnf60rD96LDZr68THRx/1D3iIch50bORoFfF5Xpmk5cN54lzVZ -l6O22sPmbr2Pzdp6b//bjC338tfN2Govm9V2T5u55Z78nDyusalf3s3e//bB -tqRDF1vWvgv5MxXNAkyvLoHpy864uDI8bt4gxWbazzra6BPb26O//KN1/Omq -gFfblkHkW5ZB323LI+0EVdcAZ8OfLv5l8sVHasog7rbl0XXbMki6rbpOm551 -7GLrdPx6O//n65ze5x23xtuf97P1/rU2/FYbvlf7372Poyfb7dcu44RpAp2r -S6Czw+aqPO+lWch7ue2aervj+nl22w2jbbd7xnAMsrkwqSM7B3rht0bgctx0 -l5KmpVi58XYNgHKz8LgmNNv17eRr53f8I28jQP6bd5N2kXbaEEGXe105+Nw8 -gNWqBD4PC6nr/o4oWg1wVf5Lr3r79asT7MI3JttLI2ak+S/rkjrrzQJi/la3 -sfb119bbDv7FgdbtX1lTY994hRXzH+3rr67339b6SHjmf3nVnz08yU7rvcx+ -PTy8LQ3YV+fw+f1FjCQZVPNCPsxyO+GN+db5ibes02Md7Rcpeq5L0eDBawJm -DL9tDDo3L9O+Edycd/3VBk0LoLn5RpoWEHO5po3A5Sb1Wt9oryVNR25r3128 -rX1/1baV9t3lX6nxb9t4e//RDvx0aztwxTZOSp75X1ZsY/vO28KOG3uI/cbO -sSvXdaxIouPVOWRe1IEc9srwuM6uXNMhy4C5YNGJdv6CE+ySsb+2h94/0lYv -3DuGf8C9OFhegMuNNy2HlROUaZ+2s/Ur9/fO1q3Y31unnwtfBdBcgkTTNhWN -QObGm5bi5XLtqsL3utDlOm+7fsX+DC58juGk+FkfXdfgFTVhZiMH72718/ay -TxfvY6s+2cs7XLFwL2//2eI9bOXCPcNvzcL3GsfZe9mcyd+y8SN/FnLY13/W -pSKJmVfFYBqa+bO6AKrXZkkx59n8mR1szJgL7cM/7WHrfwPEy+LA/lP4rbYM -kG7eaLsGQLrxpqVAelNdRkC6SV06kC43m2blgXTjXdZkTWdeXGHrr6+wtddy -PHbNNZw63XBNBT+F35Jn1Tb6opa24W8/0cnTZmUAdVV41rw0KebJ/7b6+4+w -GQ8cZ8PuOsmRb8CKOaR1DNkALEZoukWZds3Ko+mNd5mj6XJdNmx3w0aG2ABN -l2sq5FwOTTfWZRk0XXaUEZquDBjan415OhxCfe2RWypSXP3tNDQEMKbQNYFr -7ualLjwYm8rSo0aN0j1PnBNurCmVrakvWR21paDMxtoq6Ym4OZWYx44dWxZJ -ty0DgNuWR81NaTombtoADbctg3zbpphYPfTc/RB7bt8j7dXvHW0DfnC8Df7h -CTbkhye0sQ9+cLw3++DIn9uAY061j04620Yef6bNOfl8W3TahQHl1re/pKo8 -yE2wb00AuJ+272xv/Pwm6/CzfwioVWAWIAsi7Xgstc/8Q970zGPnBkB7CUD3 -JMcj/wCM2zxp+uMZ1unU4Xbuye/ZBacNsKvOG21XnzfOru082X5zwYSKNvab -8yf4hK86f5T98ZqJdutvZljXGz+z+25eU1GZQdqGSLdZeFwTYsX+k4Pd9bbH -vRNCMZK25dFs2zLItW15lFqjx44ud+7xmW3/6DTb/pEplbZ996n+ePvuU8Kj -nV9eRZPqMhh1yzJ49MtJ4jXHF5tlEdOT3q23X/WYZBc8/5EtW/XZl1NpXL12 -nV375lg79O5e9t2/vmtHPD7S/vPp8fbjFybbfz87oY396NkJLuk//vtoO/2l -8XZKz2l2Wq9FduaHawKsPVd53g3BZk143CxBxP6nTq+PjQHmlzeCJduWx41b -lMeIbcvjwS3KY78GrROclzyuS145Yjs7qtd+9l9vHGAnffQfdtLwH9qvxv6X -nTLmP1vbyaOO8mYnjz7KfjnyP+ycESfY+ZN/ab+eeoJ1WXEaqA1YV10e1dWE -xzXJAUVHdpdYR3toxGG2ev4+PueysK1tGYiWBwLb2axJe/GcPUT/XmdjP9rD -ls3PIF4RprUtj8iKbwF9bR6etQhNHQTakrnJoD7+cHcbPXR3mzNlb1s4Yx+b -OWEv/p500dy7aGfDB+1pQwf+yF7vcaQNfP8YGznkeBvvlBrnX2M+Ot67Hu3f -m/OzjRr6cxsxtINNHH2WTZ90jq1c0tlx1MW2YfWlIKkUVZUirWbhWU1AWZwk -tA1X2PgHdiNMyUUVDaBU2/KwqW0ZiNS2PBxq0PT60qYRzGmrjIjwss1swIVb -2zsX7WxDf+uG48Z2NvHmdjb5jwe0sQk3o+Yn3LSfjbzlIJt6z49t2l0/tOXd -jnb4coyQTVUZZFMbntVkqGZJt2NsTopk2pZBLW3LI5S2ZdDIlmWQR9vyKGPL -Mohii/Looa3gRumxt/D/6Fe7Wt+/325/u/uGNGH2O6kvzFUNhMW44IdbVrma -eunSpa3TP1NkrPjn+vr62qb8OYEB6W3U/8owoFXSdOs9beIvzrJ5Z19u0y6+ -zj664Eobd+0tNvOWu2z5XY/Yyjsfsc+7Pmaf3dW9lX16V3cn9Wf+qP6P99js -q2+2j8+8xD467QIb4fBg4gln28JTXS4cGzSEBbUpWljpkOD1428WJPgfIoLa -6PHR3/u7bfmlva157VaVVlvzJdcCLWq3ti3b7GX7f+caBwizAQZ84H+GClql -m8Az7e4bV9hDt62y+25daPfcOt4eu2+aPd1tlr3x/Of27svOmT3NevWwVvxS -0Zof7dWn19ozj9TbXTdPtj/9drzdctU0u+O6T9z4rwlAgM3jAk6oCzihyu69 -ec0/EB9Ux/jg5ZXWfJ8fWlXrttVWtfkWFXxva833PFwdl4thlcMHW6UG+9zU -Mp/+2gxbsnxl2xRNL1u5ysYtXG7PDplsD384zW4ZONv+Mm6t3TVxvT0ww+yB -6ewV3z8Nat012akwfLld9N5cO/eVcXbqq9PtlNdmWocBq+3sIRvAB6GSQwEb -NAsjqAngpPNro0sCT/+SwKC5HeKPqTh82ZL2dtWic+ya8RfYH8ZfaX+Z9nt7 -YMlt9vjarq5InrR7ndhPbOhqjydf/km+twnPHl1/p9295Ca7+ZMrrMuYjvbr -8Y4epp4UkAPlxhw5hGhPATakQaIq67LuLHvo48O/KF5QbAUrPuj979jXvtrM -6fulNtR7+vKXq+3kE7doLKzzBfBCq/CsVWi6avF+dsM129lOO9Za2y2qrU3r -KvvSl6rsK9vUWLv9WtiN133VUcq+tnbZ/uHVXD28jLrG7ezTZVfYsk+utBmT -f2vjR//GZkz5s82e/hf7fGU3szXdzdY/xq2Ja7rzfW03W7n0Tls451Yb8/HF -NnHMr23yuDNt0dzz7LNlFxKpCdGYGDvUpXhi3dorbNz9u/8rYYbNk8eXV9js -279nK5860WZ1/5WNf+RMm/Gc29JXfmPr+t5sNuAWs0F/TP4fcDMBhP43V4Yf -Xfm/9Rur73GJTX/4ZJtw549s+l1HOaL4ka15/MeAhqxSVwolko3I6vBoUbef -CEX8LwMRT9kn/R+xWe89aM/ffyMg4qmK9Dqv8lVj/wXtfJvMzk8+roMt69DF -lp5+kS07/WKbc1pnm9j+IhtydhcbcfkNNvaam22hG/bltz9gn93xkK26/UFn -gRW3PeDss+L2B22lP/v0r92s/s/32dzf3WGTO//GBv/qPPv4+I428aRzbemv -Otm7Z1xgozteZMvd2P8zTT4fX29farUrl+1VNEu/b9v2IPv1caEabGzjv7CJ -3zwz8Xdctyxz0JP/19r9f8J+T7R7/zw5mPxnu39irz2Ls//WC9bC3njOPeQ3 -n6dk59svGj/ZC4+tsO53s4c1zm69Zrr98eoZds8f1tgfru5rd980Pz3l/c8z -81Xh8Y5PzbfNalum1Kry75sRDQgbV0018FtHG1LtX5uOcfdniXX/fM0am7No -qT0/ZJJ17TvBrn9/mt08ZJH9eewau3uKWdep0OSuSdD3brfu90xJvm79eLn9 -dnC9ndtzgp3SY7Kd6qCh48DVdubQtXbuk33t3D5L0ojD/zLT3jox7aO+kTjw -7pZfsa69Xb3mLLt0yRl22bQz7arR59mtU66x26ffYA+tus26rb3Dum/4a0t+ -cCo9su4v1n3dX+3RDXfavatusTsW3mBXjDnHOo05xc6deIJ1XnCyXbb2dLvo -tTPtisUd/5EW3T47wB7oun0kXtx6XGNL3VcnOlDcpPnC5rwqbK5MHLVn2nnC -kx3P2NI+p3tv8eW00g/2e9QQt9/1F6V++cW21v34xfM7u32+0saMuNwmjb3R -Zk691T5bfp+tXnGfW/GHbP1q9Ne6zx7wN/rPtuHzh/y52/X6rrZk4Z9t6oTL -3LZ39s+eFez6mpUXWo8XL7BV9Zf8C5vyNpkpn3PbAWbPHueG9thgfT994mdu -an/qA/6lTXvyPJv2zCW2/I1rbW3v35n1+31w4luEWpGbJ9H2Pv6s3x/c7F1r -y167wmY81t7Gdv2ZTb3zKJtzz1G25on/tp43nez9/yxkENX+rzPpjewgYN5H -/91e7XazdhBim76xHPd/EZteXWLT6zt0STJLWoXMEnLBMe+LOnaxGad1ch/9 -Yhve6Wo377fY1N/fbktvu99WBfP+UMtg3VvZSrfuq/7ysH3q/y+48a825cob -bXj7C+2pX51lb5/U0eaVRv6r/6m+PE769/e8yTZvsT0GvtK22eJAty7Na7cJ -F+vq68DdrrcuJ/8PffnqoqGvTs9rkrx9/y1rretN9fbAbfOtq7v3j94zzX33 -YOvt9WfX29svWEusvTfHyLvxDwb/hcdX2N8eqLc7/zDVrrv8Wfv95UPd2K9m -PyBsB9T8Ew19qzSbZINtcdrvgwO/WU2zlGSbWe3O+7qf/wP70glX2M6vfv5F -HPtydn/b1O5ze/iCpcttyJS59vjAcXZTvxl2Q9+Z9sdRq+2OCRsiu98q2P2u -2P2pZrf9H/auA7yKomvf3tN7r0AgdEjoIEVQikhHlN57F1SUXgSRIl0QRIq9 -gBQRECmKICpILyEUqQFC6CW8/5yzO3tvIEHB8vn9z8fzLDd3d3Zmdnbvzvue -854zAheM/vESuq84iDZfHkHLKR+h1bIjnh4A03/blG90T/lZLcU3motdytR/ -py0G3m6DfhdaYci5rhi8txvGHHgJE9Jf46n/7RsTaerHO9mTHDT9G2j2F4/W -gntTMffuREy5NBwvHe2KfvvbodP8luh59Hn0u6b5Bcx/xbRv4X1pe4ui0bN+ -qFzRC2VSnTAY9Aaenm0oVcKBN1+PYgTwV3B6RW2Reboknm8egPAwM5IK2FAm -xYnixRxwOQ0GFRfo9Tp89kEi7t1IUXGB0RMXqLZ8JdLwzrU+zM+vXOiLsyd6 -cQbAfbuG4MiBMbh4dqrg+7MNBBAYGxgYJjgFOJgrTpqDS+cn4+jBV7B3Vw/M -nS2IzZ4HHQemfy86MOVEBx80UKz8TlWrUA833q2HzHcbIl08Qgfebon09wVZ -W/UKbq8fpuR93jjCDRI2DFeAwqaRDCCurx6MjPfbY/+sxpg/pAWOCKCQNTeH -U0Fn+i8HCQ+Idv8MNJBS0/MRpZEZkUKbOJf+N+KS+H5GzOJUwpA7hDCq2lQ6 -/aIoTofPie0Cn1qKqlCrM/M+UVrbLtzX1PaQIrgsvpnU8lSnZ3lRt+iucoza -OpcTooingfripMviY9QXqvdCRGmtX7+EFMOhsOK8ny7fwufY+RyqU9ZLfZfX -lCE+T/MgKfV7gB3uFx2n+qi8vHZ1LETpXMGQxQMMERA636o3jrfsicPdBmN7 -x77Y/eIIHB2uAKHLE2bhugBDV9+YrZg6HAoYErtuTZ6HfSPfxB4BhnZ26Iuf -WuXi5zBztuv7gFCuOgeHh2yWfBB9n1M2OqaoFSwsbCBM04ftF9q5UsxA2ob+ -LXgTTwX9b+Z9VF0vVegrThfV0TETBjwPdKyfwTBIVG3i3UZuQT1Fa7nTsxmM -w7o3viU2wb3rHUNiZGODyv+iQmqIgtnqBR2QLdnVGvu4OyG+0f82WYQ36mS7 -eifRtdE19H+OlcgyoK6vvGRFoGzgC7BqoyQ3gm6tah+mIjqljEXqmTV9szpy -ztyRnaI3dmLOOMXLMmPMFUwddQaTR+3F3CmH8d6sdCxbekMAumxpt9GxMUc8 -SRLekVNnybwjWDT7BKaOOYLxQ3L14Bj+OMJzqFgr3zog/ze8iSuj/81IXJkt -MZkiJubQOzomyq+9X2Bs5XL51qv1fAvEvn9O1HEP+TdQGTrPm49LcTLVkfDZ -NZhCYxki6o0mRE7ainxfg87hsvS3KG9Qe+8BE0npbJe9WefujUkVM9OZsobY -5bdR8f0j6LkH6PorC4mljphWsum2G+jyC28GOi5q5BjBHz0Fz2YpQUY3UUuH -tWeRdf2mLorfxFZkZF7BzlOZWLT1AGZsOYzhG4/h9d03CWOK8986IgZaAFAD -4U+dL6PPqWIbtno3eq46jM7L9+fpX8oFev4+8rQwOkw5KADjrShUQTQqi02G -txlQ+V40lRHHKt1VjlXKjqZD9GmgE6j6q1ESc3JToph4mdIxJZKOiquYk7tT -OVupirZSe8JQ4UqkuPbKSl23tPJKM7cJwip1qV2jrqj7vKmD9+NePk+2Qd32 -7L5a3iK1LreitK7QqZWz6VLCuRviCnPDyhY1mQdhZcLJg+4KzHylPfqdbY2B -ezpi6J6+GH/4VUw/Pxbzbgp4rNnJfNlORh6wBQI/j98+FEMP9EHfX9ugy/6m -6Ha0GfpeaYmBt9pgcLbiBSPM7AGU88DJvqq2l2Arbgk0dVts2ak4vJsPU3Ex -vm4pC26qZcRGDjECyVTuWkZJZJ4pIfC0S+LoiePEg3s3NS/fmEFtmWqhWslS -RrXhemneR5ppgrA0nVPPqBWq5t610spum7L7snL65bMlcER0mi9CfBdVWVX4 -TTXSLtlfaolMf7guimWWMnggd1LmkKXPyi0Y+TQp95baaaqCPHQnDxfjmEOB -9Ln1HVsKoXCyXaL5Qf1DcU+0QCf55oLmWYVjIDAvhpbEzneu9RfQvR/SDpC5 -bwDSDo7GsSPjcf3yTALxhOadbOnzVS19c8XwzsUvP47DqWMeHry9D3rwKG+4 -B5DPG8db78fxitSYPkfzGWP4/1Hq/pEMxpV9Iw2aLNmYC/j3k9pmWWdOEuBD -O/kvVc4sy0hGYPCok+sQbXs/EktQVM4uxZQoWAIW18Pl+fVwbE4T7J3TEmlL -e+G3T/rj9rphKiNgc6JCFPyUXRvFri2j8Muiwb/vJ6TPnAThIfIi8/0Mgfca -mKrk1A2bPLXE1J9NI1URdU464S/rpTJ0rget8JUKZD5/hGopzUExqO0H2vH5 -F/EOGfZGwHhNUEFM8I0R35T/p/jGYpcK6vPgHQZVJ3xOYO514vRBXuFoYg9A -a0cQ3vaLxz5RbJZfvIFrNGOJfz6cCC+pQfaPA/LrDGpr431jMFCcTt9M/L9F -VFmIW6SyRAV2hhalXtnU6qiFY2ElBZtwsw+XyoSoifSwEujlCkUzRwDG+8Sg -r1cYGtsDRJNP23xJLOoMwSL/RJwQdYhmTCqxyBCkIV3selccGuIdgeccgahv -80M7ZzCGekdiVWBBHkNBMtRx8dLICBMW0eMVgUkY4RPF57QSg0FXNkd0d6fo -qiQy9txJid2DlJADNlM6YFurDtgBuTpgFVLiTX8yT2H/63jpf30F219w+1/P -Pd8DWa17YHXjsQ8zySqhgX4C5t9Aifz9ER1SE5WKv8k21/zRz/H32LA6KJLQ -ReyfhLZ10xlLq+drTKNZjW2irmql54h71qT6d1qoIWXReKosmduVY9VLz0Hl -ElPR4ZkzYjuFJ1Pmix7RsQDUq7iMDbgS5ksYT393aZCFbo1uMONpXmMHjAYb -w1R/72RmND1pXU3BRahs/cpfieeV6jSK9uZyXwUVUMmIk4lWN0E+6lT4DOWL -jkWhuLaIC68nrrErKhefjOdq/qS0r4VHhjAJa1Jtszg+CUUTu6NoQjeULTwS -dUUdHeufZ+bSWzKvpvdQtdQs5ItqhvJFxvL1FhbjJygUEiIaolhiDzxRchqv -sEkUxpE7R3EycbB5eJovs6d5Zk5Ps9vRLJ6MrzxMz9LXvOCt05jo4Wt+a+QN -zBqbjVnj7klCkgcfkYGJiSuyET5iJYJ7zRG/WPrfiOA+cxE9azei5x8RN5fY -iBFxS88ieMDCHOUiJ27RghoNMrSR/M8fXkDIi4uolKhrDgLajkVQ17cQ3HuO -kU8NQsjg9xH/SZZyOinTlt+CKSxepSdmRE37GbHvpiF85CqEvvopoqb/whJ2 -SYc0fiJIB7m2g/vME40r3Qob/iVflrtbToXHiHOjpv2EoO7T4dugLxwVGiG0 -alOU7jQUtd5chtbfXEKXnVKMHsLaNqIh9WZ/g7J9JqJQ425IbtIdKd1G46lJ -y9F6/UVmNWq8JtOWWhM/R3yNJqL8G0jtPAytWrdF48aN0KhRI47LnjVrFsVk -6yJyuNIz8fGPv+dK96a/mdAorvQrD7jS2353E+223UavR1XJWxntF/0mGAlv -+SFxhh+SlgSg3AU2d5NdXJTxU0IXBawvvDIIkQO8EdTEgdAOLsSN90WxzSEM -/+kzcbpSR5GvgpFyQDCKO1GocDkSBT8IpOdjuh/xyDn+SD0SzuzEoC7DQ+Uq -3RV1bAxG/Ju+CO/ugl9NG0LaOBE9xAfJXwSh3PkI7qvKbJCaFo78b/vTcyzq -NYk2AogNoeQvocg3w0/Z7YPCq4NykJzK99SmvlWb6uZCYCMHwjq6EDPCh4ei -whWFKCmkyyGJGcr8FoECCwMQ/aoPgp5zILiFAyEtnUiY7IdSu0IN1C+/XGiP -nciIgT33DlUe0B4DL7bDK0d7YNDuLiwPeOPo0NzkAfMxSXwVtAeKPGDS+WGC -KnVCr/0voMshRR7Q/3or9EdHzN35xMN8Aj4qFiegT/zm7emxmDE5BjOnxmDo -y+FYODcOF34rwadRlOPlsyXx/rvxXGbGlBj88G1BAv8GJkVBzDQ+WBgPg0Fx -1iUXtHNrefgNFPokaMeu7cnsX+jQJhCNG/jh5YFh7DHY93Nh8UCIxkTPqWvp -+4vijqAqW9YnKbvtWDAnDqfTiuGTpYno0yMEdZ7ywWDBM6jn1JRgOuJkRVFA -bIeaXb+qAN4YG4UuHYLY49GhbRBf7arP83NQguBT3F0KB/1layF88F6C+FVQ -e0YsfTeBxRB0wVyvAGfXSosf1I2LAnccK05JVMSPORXTJkXrJPGha6Lhy4v4 -ONiz4Mpb5rBvFI4feV3lPXOAOyxzUFQOXvxVqhyuZU7DpVxUDtcyezLfOTCn -8O84LoyehEenEBAjjvQ24J36esyppxf76H8jVr2gZ1LyU2e9GAtl3/ftDZKs -5Ep6fCWpEoTlUC89socq5MWD+KgkxpsJ1LvP6tEjVY8Lgw0KoXITIEm4sLWD -Hm2L67GjkwHZwwxej8SB7JIDkackV0lFl9wkFQoH8uZVRN2KildxecUgHFtA -iooGSJtSQ1FUvFub6dWl+fV/3zFif5D2bBqJ2f3qom/jsshc+TLTDpOkMptH -YsPkNmhfuwR2zuuKbGXvA9THT0aWivoOLerFx+hvlf4oLMabm5reuzb6Ny2P -rNWvMLPzYEAKwxFNrpvYWjQpHuB3uiF7wzDvv5EEPSxJSW4kSObPI85wVHCG -ZJNdjAj9Dl3oLvjDRQ+PyX0ESPM8fBKYH/4Gk0n9+ZYwO6X+QP1Jm7A6KIl9 -O98FF4afwWTn3WaUsjiZxZxRa+riChG/buWUd/wTmNmo7MaldpTcG9+LWrz0 -RlUPZYJetFbD6oP9ocVFJ1VmZuQalwUUQCWrt6rOcsCmN6CqKLpZVHFOpVeS -wND1EVkRZcxqzaECTr0odh1TmJstd9riyk1Y0vZ+YckYHJXCkolvE09x4PrE -twVCIRZzY9Jc3Jz8Dm69ORcZo6ciffBo/NSuD/Y2b4cldV9Du4c4TTwjPl94 -ai9MRrvOpgrGHLYwVBOYu02do4obgDlDJnxdiTq7epEuewQ61D/LHKJqqZlm -9T5WEVC8eP4+aiH63x+Nqm3kZgjWE+Upkb8vKU/gtIfDyxGN6NBaSCk4BBaT -Fz8D3s44pgG9BPRvXScNLWrtgtFot6u9iwl9ShxyMxuqtuET6xEeWEm9YyaY -jU7ER9RH2zrMsIya/+QuSiUNEpOnRX1gLdyDSsXeEINzWyNgsWF1beoF0XXW -q/QltaLyuwe4hXeuypbTmDZuHxbMIGXLOcEtbrmVLYJUiOJEK77+THF9fL7o -BpbOuYqpo9Lw5rCjGDv4GApN2/sQOiFzmhDGjpz8A7kY1PtnhqP0U4ied1DJ -oSKO+zV/WSevx+gfjrgPMphkGDxcJP5txnAJu/o/0Qfp0iDs78kV7MWqweAV -oJM2V4PNBWt8cYSNWEGSV1VUo7TvrNTUrhbT6fWiq4oXhL0k4nDcB+cENegH -vc0pxbM+0flQbdQiDlM1yDBVSnzyw00kN+0Bg9Ek7513RDwqDJ4uCmUrSVvE -FletkbzWuLg4udCxLlKNnSVJzblLWfhRldSM2ZjOkprXFUmNgwmAF95KgwL/ -jyrbzGPAxAPZGPvzFfRYnYa2K46i45KNf1g24y8BqsDz5c5GwFXCojOq3UyY -4qd4CjSPg+KFiBrkDb1J/o6MYpj18K9rhznIoL0jTQEGlPghhB0hhT4NdKi/ -kbDOLnYgMGwXnwTbQ9u7qArtwdfpdXAUMqPQR4FMBcjRICiA/CUX+jgQfk/J -oVSqNXoZkCLgfHnBLlIEm0hND0dIO1GtVVZrh96ih09lK4pvCdG6wD4QcUVJ -iwLgSDZrP1OjjwGhbZ0oezqCRsY3FxTvxc4Lp+K8uNMmp9BnDwl9Xr5f6CNK -z7/HAh9MZgT/Ht7CnJsTMPXyCLxyvDsG7GuPzunPY+aWCrh5Ni8nhY+MwBFQ -tW2rQI9XmokhMbsPBNzt1TVEjg9JbDJPl9ACeXGjND5ekkBgXb1jDsyfHceA -/H6wLhOiEC8ICTbLmx4dZUFKKafHxCje2T1DcEEA5Pg4q/YQlU11T6Ce+zat -TeJ0MAYts3lpHNxZBC80D4DZrJcPg8GgR/GiDqz8LJ/iqbiegvfmxSk/XS98 -tDheQOAUDhSm7a7YBCYnloCWLQJQuJCdNczxsVY0a+xPsF/rba0nfTRvRm7I -3Cs3gdHFvjh7UhEYHdr7GguMLigCIxe5JEhIIxA57swFst/hzysXpwgA/yr2 -7eqFI0e6YsekArj78kNAuOUBr8M9sTVN1n5vVpMOa1sZUDrc/RuM8dEx4BWn -5oq9fdRA4myx7+OmeoQ4dRhVTc/Oi0tu/K3gZ1+G1r9208NhVthcmQgddnU1 -cHENgouqrr1iQLlIpUyElw5H+3A1rkeC4V65CJYuLyTB0gs5BEu31qmCpU0s -WNpIVEP8aWeoii0jcXvNy8j8sCMOzm6GEzPrYN+kp7SsLHmjbkdO1C3q2j6r -k5j0+WlFpSLR2L+wJ0Ffg/QTCMyfueIllEgM5SLxYX4C2/dn74QpFwAu/QvZ -opn5g+oj2NeBqT2f5qYOiKrJB6HAaF9G4d9P7yBgDz+mqFIsBoeX9Ebml4Pd -SFy0f3H5YBSJV/Sx+SMDcFrAbNG+V55o3Kyh8XOfD2QgT93157FRuntw6SBg -zwcPS7siwTkFPL///vu0VOhjgPPSOCLAeZLZpr6bnejkDGbJT17gnAA91VXZ -6qW9RPRuZbC6zwyrAMRrgwoJdJ4qPgvCrjfoJDwvZnYwKSAFFkmLmjsCNHhO -Fv29ucNzwtaCD6hvDTMMYixKW1xoZPdHBasXLHq9TmpmOjtDtMsg58NHAfnh -YzDKHlvEqQ7RQ73HzPWE1Zsh+2kVum8VzZFfwixmQTnHTfeNk2KvnJkQ3aDd -l0G77aECqL1Dxnpj32uvizr2Dx2P/cMm4ODwiTjw8gjMaz0J7epf/UOg/Lma -P4sfh0u9AhOsZj8BcSsgNKAsjAarHAuTwYaaZRYrNnPx3HR69qIA0LESpjts -IWj/zCmG6VVKTJWTO3kliiR2yzGnNXziG9Y1Na76LdVgkxjLGa+h8TZ1j6JJ -tS1iZI12qV8Kro6eTW9z29SHepWWw2xyynthNNrEb8yRA0WQ6b530+wHALxO -uxcm1Ku4XLukuPB6chCIGiRGNkL+6ObUMTnFOAVI7yjIiHsMHwDpfgzSrXmK -lBbOPCpeDu/NPibKLJpzHIvFtnTuSbw74wjeGv8zCs/cTWmw81Ib5YDjEzcL -5GrQ4Li9eHVEv31AgeMC+/o2GuiG474hiCM10f1w/PlhHnDcjMCOE5E/JxzX -yTtEkJw8CNQlgv1Uxl6ihkM9NfKNzQrkpmzdn2RSd7Qft84gfuB2F7MHo1qd -0WJD46U7WTdEVnaSFdV68wv5RNWdvUEzwgusLe9Mvnz50LhxYzRt2hTR0dHy -ztBuWhGB3l0x6goJGZcVRdHirQcEBCNFUboY+pEbaaGpUZuOi+0Exmw5iRFi -e2npagVj7/hd07qE2ASlk5YG5EBCXmUtbF+mcgYJsQU4JZAqAKtWziKgnMGp -z/G7MPkbUHxrCJ5ADPK/4y+HNbSdkzEtQecyJ8LhKuVG9HqjDgaHnj61369J -YF0SzBNSD+3olL/EpCWB8K3uCbPNMIoekMyo4jXFOO+VYtEAiJ6QgsHTUCJe -xzFGlDkWwbiZjPUJk/zcpMGuZ+LgORpRL3pLVZQALA9ibl/G3Pb7BEPt3IKh -vYpg6I0jw3QuTEyjCN830obRX3jz6HBMTh8pPkdg6K6XsGD9U7hxrmgeGNtb -xYOcGVDgyZbPBeikGWXuzFjxvJTBso/zwWTSy8czfz4bW5BlqNxNsdWs4W1U -fy6ppZ2sjaFDnvCa7ObvL0wgubvO/XLSa1ObHK/unYM5yr1Qkk2z/5BEXucR -IBMZYVEge5aSx5DM+gWTbLJa0VkS2FP12t0PE+CYTOukYBIMQNoyJr0eg2OH -SuDQr8V4O36gBCaMiYKXy6C9Ip6q+XD87OuW9Ajsc6MvrlzohYtn+iLtoCrp -OTBabOPEbyzt4Ovioo4eGo/0w28ItPwG9u4bi+/GFUf2K4+MlBskuZGyeN5X -Pq9HiVD3QEYJpHxuYN5IWbFA23nfFQFvS4Upg0t4Y8KTelx9WUvRrVPgspPL -Xhb7B1fUMTqn8gUCBMAdYGDrOcNlAZ0XNdRr9GNkVT2yFfmP7tHwsi/jZVve -0p0lvXD0w/7eOPbRADH0xz8eiBOfvIiTnw7GgUW98MOM9tK+/BBU7J8TFW8S -kPPLl9C3STkNmhZLCFGwpJTUfDeKbdU8WHo9JnathXsbR+ZmkvbRkPRwXFg2 -GAWi+LXIVc/sUwdHl/RWy/hwmQxRplejMgJfKE2nFAjnuqh7jIgFkp7WuzYf -M4impwh0fW/TSF3exmmrpvDZ9U43HFkqnkqx/SaG6qQYNF8c+6CfGOFj7/fF -D3N64fQ3s3Brx0KOIdy3coaSY2iqzDHkiYppzekLFy48lm7nm+BCKG/x0mwo -JS1OvOEbw7IYcdygAsD7wTF9J61/kIZSTWjqCMDKwCRWzZj1ajCPHTEmKz4U -oPSUhjhL4j3/RLzmHYkRPpFo5QhUq/Ai4MpCG1LKDCO1jMDT5yKkhkdpcoxP -NF4Vx4aLc+NNVs3wRqh2pE8UH5vqG8sqHA9xj4KvHYyvCfB6Ky9RhAvAQDqe -s6KJW5FlsC+0OGrafOR0QrZ4sl3TYWIQRc0OtUVvBBpMGOUdhR9EdRRQ+UVg -AWYVkUYlGC5FQPbjqmKJcPZ2gZ3F2MqBsYqHppsrBLMFEegpxizZbOcfvElA -9qX++QjN6/KwlwfI7IceMp/jzTrju6HjdH64fO68OCXr/Hl89dl+tH36Ul4a -HQmxCVw2f/JH8bJ2aryCLMat6xxEj8a30KPJDdSt+IXAsi45LslxHRhHSytx -42qbxKmVik0UTxxZlc0KzgU9B6WTBguQPREVi01kYE0yFjqna6MsVCg6nhC8 -+isy8bmEsAnBFk3srk3rdmsQapVdIs69i07iuL93sjZ1BfmWQHz4M3DawnRy -6vNE6iTf6dnkDupU+BQVi05A5RJvomBsa528EZS/qVzhUWz5JpnO87V+1VT/ -nQWF8PMqoN1zMoFXKz2bV+dpVmO7wOZfolhiT95P16AY5O9qEiaSGVUs9oZB -JZ00LKmFXsNT5ZagZIEBCPApTFCfqQGRCQ+Yr90JKtf52QvMRwa1BBpUWecm -PUbx9WsWHtGttOaO94PUSAES/JBIZ+Hbv4jH5EJGlih64UIWzp65iJSFvE7Q -QwU7ZiSuuMPqmYA2o+HfaqSH5dsBR+mnEdBhrNjeYKULJX9k5YvYYhefFrB8 -NlzVWsrLMvqFwL/1aIHm30CgOCXi9W9ES/eUMAOLIuURZCCo52xxeAIXs+ZP -1Z6HwpUR1PVNBLafQPIbxH+cSZxhtYwyVU302svJmi8F/i2HwvupDgLkOuSt -N/qFInrOXu4r8YLo2XsR2GUKdyig3TiiJNoLxlW5uTj2Jvcm9OWPxFjcVbKz -C5oT0HacfELIsu/1ZBsxBNsRtSAdxcevROXB0xBavKLyixDzybMLftAoBYUl -lOzwqnK6DyxOb9b4VB+9GEVa9IFvbBKfRvuZiexUdEGk82EMJqor1qQrfjsn -88CZ8fnnn4snSnm/0efWrVt1CerkcPv2bZy9eJns/mLKof/NOJ+Zha0//Zhj -8aGHsQtNYaKasoOaOjwwuR7FvwshTK2yCwezkISpfhpm1Au4QoZ+MnWnHApj -0Y4tziRvind5K4p+G4LSrN+JZi2QIBuIHeuD+Dd8yRKv3RRbggmxo30QJ44l -TPJFysFwVcsTjYjeXkqxQCYh5AcosSOU9TXUw7hxvnCVVl7VxApItkOMgQhM -eA8v9gnwMcFA8s8PQAUKlNgbhoC6du0pzGdC4RVBHIhQQRCUwMYO9Q3kgleq -hf0GdEqxjSGIHOgFW4xJGQDRHW6OYih2h8Hka5BvCEeSmQVQKYfDkXIkDPlm -+SOomQMmPwWGhHd1sXqI7kNufCXArfQxKUqf7Pbo/WNrnDh/3BfnL58Tu89n -nUPGlQz8tOMVZJ0t+Ds2fzLEU5ZOtx3bDJvNgOmTonH1vMACx4sjuZBduyVm -8QS8NCCMpSyqCoUlLhu/TqJjRrUYEYlPliaw/V+SEwofIP1PvgSbbMkhfqsj -Xo3Az6K2+bNjKXpX44a9u4fgVFoxzqH+y7ZkCiXWSEalCl74/MNEfLIkAS2a -+svdZKCn4neulka7VoFKKxGwWPQs5/n5+0JMTbZvKoSRr4WjWBFlGvPzM3IS -kXvXBQ76vgTenVcP/fuUhZeXTcOe7dpUxOQ3m2P8uMZYMK8tzpwYi8xzE3Dp -7HhcvjQRX6/qDrvdor2SyM1QuVJ+1HwyGU6nVc5mv0dxAtwUx6Sod671RfrB -tti353Mx918+L8pnZWVg98znHkN5Y0d6Pz1aFXMTPLLaf9lCT0oX/NJNdDnG -7XxJCdfh+w565jWmXHiNlnB9hKqmGcnBBSM5vehoxdxPnEVynZcr6XH+Re6J -JsoZrtCYdxvomFpR0fpJOuzuxuIbPtaiiLI/0V+Hq68wzXo0UU6AlpBU8Qbg -g2dxanp1HNzyhXjZZV04K065cvEcju/7Ua5flDeLMXqyGBpWwXm8mC7M6ltX -YzLNqhbGrfVDlejnzSPxTIUCvL9IXDBufv0q7c9VWaPlPKdo6c28KbocGuzv -xwim1RExIb4atXmtVRVqW6dJbiR16VVboAiF8z+dmo9piRpkgNplOOEVOxtu -rXuN+pI3q1FcGec+HYD0FYJDr5iGHR9PxK6Vs3Fw7QJk7PgUV3Ytw9Xdy72R -tfML0csru5fj/I8fM6k5+tV0/PjReOz/cio+mTWSbP57Pvhzyc8UZXwILkem -oIcrVHuOOwpkfkMAfLLDUxyBtPHfT23oOEUzOBQGA5d4Y20JKYzLEakchlzX -5qc9/5UE57igKvINWgSAEkp8XbS1IrCg5jOIFqyA9DVZoh411Fhn9FgQiIRC -tP9qZCqetPpqr9PXvCO435c8Qpt/fpDX0KUcF5SHLvlpmy+WCzJChIUYGTGM -5x2BdElKrUEoJMjG4dASXCu5DAxqL+mTPBPUC7oSGo0LSkw5R1BM94vjkfaU -/mwTxGS4d6TaYyuLkqg7meoVUTc+DcxP/Eh0NFdCE8yExoiM5l3xy9jJfKv9 -1Bu+cf0pbVXRvFmMk7EzQXJJJ3xd+Rk3y1Bnws+k0nEImiDRlow49jS/U/kB -gtq0r/cb0w4eFoOZQ4upDjXUWA1qtjP4bl07DVaLv/qrszOW79bwGlOkZyt/ -pb3zg3yLo3ujW1x/9dJz5URGAQLdGl1l1tHy6X3MbjQ0dB+TYeeCGvH8oqAD -9Sut1p6VQN+iHMNMzcrLllHgdSsukxjDYLBQLAMGqlfT/pnTHI5Np9FV1iyz -SFzREY5TkKHbVEWZ5GHazyk65EkaBSVK2gddGmax36Jp9a3M73hAm2VzuEJ8 -eH0OV+DoanEF9SuvJE6EYL9SRH60X1PdCp//HpMJVpnM1OG38fGigzmekzt3 -7qDMogO82ulD46BN7FXIt4EXU4I5MkkymKBu01HgOyWgOJewaOTfDISNWCmh -iSW+OBJW3uOa1BhknVkSJTVKmiOlvwV86nbT7qhf40EosFU9vs4dKe3pz5As -yZZUDvGfXOQ6KFo6qPfb5KiQN9yvxauIXXRSRkorVX6jXJjonixGdIU6r7W4 -yh34YIkrKq/fVbEJsxkqFrciG5U+OIre4u3b8Yc7qD3tK9SatJxkRTJSuqug -IkVa9NUeibiqDUW/BZ8Rz0O3X4E2GzJRZ8ZaNHxvhxZpTayHwh1iKtdD+YFv -cSae77fvwIoVKzBu3DgUKVJE4/WU8Vr9p0vh/03Yd2CPJ035fZaixkgfCtcQ -NHkN7PlNcoSjh6hxyGrMMmHyfHP85WGS8BTdoHg8qoitOmLJZyCfgYieLlS8 -Fe0ZQa1GQ1tQVRSPf8NNe/xq2VDpXrRyWMnswxKo85GwxZokVaEwAOoD+UbI -R1LxuhLaTTqjQp8GovCXQQz4qa+0nyId9KoA3hJmRIWsKD5OnY2f4Cc7GvCM -HZXvKnHSZc8IxBtqVB8yF9OYMunhShz1HSVKnP4mSRORK+Jq5H+hfbGjfeVr -RLAWlPw5lFuSp9BA080o9Wso8s/zF2QqguMscpMzBavJhIil9N3TBjdv3dT5 -qz/mfb+OohVVGf/6PyxwWolB/uKjRG2YAwNMOJ1WHLiTir49Q+TT1KFtoIxB -VgVAXixnIkagvdSiLOL1rYCiGtXYIcO+FeImRAu2rEtSn04vvNg/VIvBpiDr -pQvjBdlWsazgNl8tzy+6pgRfk0C/X69Q7VdNThPKf0Qx28cPis+LpUigJGeJ -KNENCn347XAxBAepT0Y4+vcOYeER6ZG4VYqqFt/JA/TR4gR8/WV+RTklekyZ -iHG7Py5n9ERMtI9qCtDj/cXtkXFmMm5kzRK9fkds8zgLMev5sQBtW1eUnTSb -jXhr8nO4fWM27t2ZixXLesHX1yHf1r/HU4LV9EUU/Zxxqj2Op6/T7u6Bubwk -K4PxgDz5SR6h0GMMeL+xXqOiJUJ17nDocQYMquCeUbqW1jHPUEH/A/zEou67 -J87d012P79rrRatbO5CvakcXPWbU0cFpdvOdsdX1Msxa9dkYNYLyamWdhoDe -qKmonOhYjXjlmWhcUPcYIdNB2vIJ9XFhRhWc+vVbbRQvnEqTbOQhThW/3OKa -FdqxZST6NSmnEdg1E1qyQyV73VCUT47i/a1qFmf6kFt8s1w/SbTFHo3vprWn -0ZveQfy/Y25XTOjyJKxmxQxlFk/xnP71qE0thllSn14Nymgjp/RhNO6sfQ2p -SYpNlZT/Yt9DYp+9VKHRAJxdNwXY/xEnVs7atgAXti7G/jVzcXTTUpze/hnu -HFmP7DQxQ54kezWOfWsH0r+lS0nfQF+BExtxfe9qQVq+wLH1c7Fw0muClaR/ -9dZfkaMpRIr0c7CSe1Fl8UFAPlYLdRfHiJ2cu4+V0HnLBZQn5wCdFyXYxE5x -TDKH0T5R2lNKEqHTCrvRmVQHDmH4TwMKaGyEzld9PKqTwcJYv5rVR+vbS17h -VPf94dsq8fBSzzqjpmoi1vCkODvIwJoo6blu7gjQKNFEnxjZR+IZ1QR7qmej -iLw6NlpHoY7ND8/Y/TgIfIR3FHtwTntwjNc8OMaTguJcCHcnl5JjRKzqdzjG -ecExfh4zKQd2/HbtyT/AMRwMRzs8cxYh/mUUNXzFLzHwBak2usCRxhFBVeSc -ExP2tDh0j4IGdEYV1xImb137sKAWgRq1aFX7EAfsmlRKoQQi7BOUwk+jFOQ5 -6drwKgP2ehWXa5SCVp6gIGbaXzSxh3x7U0AB4XqZuYkYR83UhfKtmQurUKG+ -lWuqW+EL7TkgJwWFW/fWQp19uAyFbcsyBr0ZceHPIDGqCWuaYsNqIy6ivvhb -QMroZigY2wZVS86kyAI3pRBdSy30qlZHUszzVK/MQyVVVH2au1kIUQhK5tm6 -9gEUy9cbvl4FYDF7SwGJ1eyLNnXS+ZQ8tE+eDOKj9w7keApu3br9ewzCKSOX -VfRsjsivzeqBnSYp1GEVPHNpGtTESQS8Q1/9TLtcAbwR/9lVljs5VK8HYXjv -pztpZSgcQMB+k2er9zEEUjsx5FdJCh3XOI1RYPrGiFmQnkNU5QH9tZdGyMBF -khq4y5EPZulZGFzS5OENS0xhuJ5oBqeo11G+AQJSayGhRmPE12iKxKefZ59F -s08PaYmNyF9RuHlv+bulMGbyeKhZl5gXEI8QvEA0qPAKOt74/V0o1KQbvCLi -4HK5dPIOh4WF4ezZs3zDUlVOsGf/7kfjBD4MVSlMWLsX4UYO8SWFEH13FjbL -/JxK3MAdJdmR4BBuG3icCdGv+SD/OwEU7guvslbtR0lW+gruxEpGNdKZ8Hrc -WF/37a1h42I5pFhqMlHRFZ3kBK5S4ulq4kBgQzt8n7QxmA9oYEdgIzuCmjsQ -0ccLKYcVBkJcJnl5kJsThBqZYlRUkyXFjfGVV+Bfx870gq6utLg6ioiQzwMF -XFTJEYhh4XKSBzFVEk2FtHVKPkBSLeqV3LTe1rdzvDbFUlPUA13t7/KB3W1w -/eZ1Devs3TXyD/MBAYsJDmuvL38TZwpa/UU+8lvIC4yNtiB9X1E1yxGd6s3o -ee9PybS0iPLeNek5ZqF0KcUNQK4NQtnksyBOcOJgMcyZHqP9NgRX/HZNEveA -YD95TihGNyrSotGC5Z/kYwDPtEDQh17dQuQvmYIFcE2pmXKa4l4qhr4SLp8p -by8jr472y9ZkCqKQ11E2xYkmDf3Q4Blf8gaL/wM5ypgWRXmxX6jgF8UEWyjF -uPxmVh+cPt5V8Bxv9foMWLuqGbIyB+CoqpA6coCSHr2Om1dm4frl6ahQLkF2 -kLwVnPjottjEJxGGLp2qPA4jOP9bexw7utaDEbR5fEYgkPbCBm5GUCxEW5+V -0X+/cu7HumNJnTwvV0Zg9oDhN4cYUCWW3Q42kliJ5p0WMWgGt3OE4NSbtZgU -qOEOTq7+8ksGJAUqZZ4QVWSrOZOezqfsI4+FO/T4cchAxown8Nuub7QBzDh5 -+A+QgQfSoCrxBU42/dPuuFDlpdj0iWR2BdwTeL9KMSVzX8c6pdjRkBsX8FxE -NmvlSyiVP4ywv1X8R2pam9kEp81CHgftVpiNBrw9oJ5HWiMna77OfDoQ0cEK -DH2+RhHuRraA+xUKK5SkW/0UD49GbnTAT6MDZ9ZOJo+CtlgbrbVCMQbXf1yI -jM3zsG/VTBxa9y6Obn4fV/aswl1BD3B8IzEBcmwc/cZAxEBP+/T4/N0pemTt -Wv73MIHyArVP9YtFKTX6l3D0T2rGn4cxgViTFb96MIGJvjH/ESZg5NxFL3tF -cKyBXCvFKHpJyqyfQorgrJqM9XWfaKd62CoOUzAyibykRErAfNn/mgLlX1TT -vBrof9dfD+3tKurlpEINszi4t13d46hWag4SIp4lPb2GPorn7ytVT38Kz5OL -whPP16247AE8T+ckRDaS0jgylndrdD1HYtdGVTdCldX+SUCvpGutUGy8aglW -746A08QhNDeCAtjl3UmKaSnTKInCckzuoU7FLyg4QVttg1Ls1yq7mEckj7Dh -P4nKNXnS6py27TzR+Ze3leiAvNG5OboQr2hLy9b8CXQeNmxZDos7fdoKlZdD -aCsiMNbb+6nmx0LnZPs3uHx1TnXqS+0xToPXXXYx8tbqKNSkB7rt5WAFHS+u -a1Kz7ZNNvuHiHXAEhGn3LDExkWVEdAvKPDrO9vVQCBHCFDBQo+6U64b2eZVR -1www6lDk62DS3mggmDJ5FlgQAHOwQQuD+TOYmuD7rlDG1E4VrVIWIJlT1BMv -m4Nz4uXY0b4asvCvrQLmu6K+naE5AHPMcB8NMBvUvrEuKCsSycuCUGJ7qJLL -VLQX3Mqp9sMIRwEz2/bzEvT8JajY+gAqNgtoW66MC/5+Ju0SCL++/26CwKWp -OqM872YKBvVzu9EpjpbM5hPHRWnD0qiBH0f/ZpwowZB4/pw43YOYWMG8lC30 -ETExiYc0TJydSgvzyZeln68RR/cWxbbNhQgTK2Pqx8ENuF06V8xLooc1KxqJ -AXxRlc/0wcUzPXH+1CDs//VF7PjhFcTHBWq/4LatK4hW53ECUE4CKkDvhHGN -/22gt3CwB+gdY0Dfsu5Hs8MfAr1GDfSWi5LBVkZGuwa9Z4yNESOquutTUK+D -gfbIagok8bIq+hwyxzdLVp6banE6t6znPwh4jVK08t1ovNRCkWT6e9lxmLLU -/DAWdcrl5331yhcgsJs31lVkPpdXvESSHZ0MYiHJDdnS5c+FnrbJPZ5i3Oyr -NT0KA5qWV1CejwNHl/bhpmulKE6shpUKivKjfj/Vp4ZvOaMNRXT8ukRbd+ie -gLyXty1E2vp5OLjmbQFxl+L0tk9x69Baxdh9/FtGuHosf+8tPe36a1Yh8MC1 -Km7yQYjARKTdvx/LknZmZWDBXLEsGYwn+cb+w1hWhuGS3p96GW6UkWwOhImr -qGDxQm2BSgcJnPuFaJmS78hFDgipLvRP9DRx93aFYpwPzWsjvUkJO8EnBo3s -bocjhRDQwJAB/TRHJhTBEIl/LWzlPs/QuCRvvyl6pTxWJPjzKNikwsu7HBTr -sAZLOECgtHHVTQzhtNT7qry9bd1jOXQyKvj1xL4tnz6oyWP04l5XKz2HE3KS -nKZWmcVueYxfSQ0Tl0oapIkgLAGsR1HFIQzBnyjxltuWncChvo8HfZ3oJ6qj -2AJZhuQxlIKzaslpFCeMMsnDOdVmYmQTbVYgTEtwW1sZoFk2Ugq+Ig+TKbtv -82xePpKGuZcS8iDBNgHqAjEveLxUrRQozCA/IaIBSiYNRO3ynwgechL98k7k -+SdRs01K7QlwEtTNiZwfAM4UM/v5NUTN2UuZLw3qUlCkSgkbttxtEjGaENB6 -tJb0krU2a5Sa832tgWXaRUG83nW6aj9xFU97LDegouEv78AUnqANvl/zlxX5 -jqq+j33vJIw+QbIar6rPI2bhMQo8eHRQvVq5SFNonHZn7CVrIrj3TAR2mQr/ -jm8ioc1QlOs9ASabU5t+KwyaxsBbWVHqLpKb9dK6Szbvrr9mo+M22u5Ku7dR -wu+dQHKTbh4PgwXeXl5ISUlBw4YNMXjwYIbiZ86cKfe4SNzGmvGSP4dpFm5S -t5OonkQqArrKMYno7aWFwxrUUwkhlzkewckqyYbrX8sG32o2tkg7k82azbvb -4+NzgYspGIDgvkYTGtg5MIBajRrszcr/mKHe0FvkMCnWZLkAAGUGlRieLrKU -qq+n9iMHeml3KuBZu5bBs+zJcApp1oQwlKunwtVIKbBX1h0QVx/ZTwkHsERQ -cHE4G8BFn2RXSQhDiUjjJ4ltovIZM8wHrhSL9rB5pVo5OejfCvONnjBftcEE -cXrMDm2CcCqtuJbDnyzdp48WZ8WLhOFzpsewaObEoWLafrvdgG2bCnKaSbKW -kzCewoalWWJgX0UFw1oUgc2XLHCn48wD2msPOS3EdXhPEVy/UAonRZvXxGcZ -twomX6JVHCqJtD1F4eUySslmi2b+mD45hhc3oG3qxGjOwOnZ6rKPEoFbCv6n -zPsZp7sjJtpbU+DVrBGLU8e6iB4PFL0aANwdwDwA9wYi60JfVK4UpfWyWNFI -wQ0mKYkw785l/P/8c2Xkfa39lA9nAfrH8b/A24sbufF/qEuHswNVmf1YA1oV -c+P/bik6TbbyezKY3d302NyOZDBb2pFtaVsnPWbW0cPb6sb/r1Ry439fafUe -qUhobGoo8txnBKYcb0D/8sr7Jh9p81/2DGH+j1u9vZS0lJtH4UeP5DtLhzQG -dryOLs+U5u9F40Nwc82rinJmg0f2/9yUMOuGYufcLtj8VjsaQP5/+5zOeLNb -LThtjIaZIVCYspsRqP3YMoq0M2wWp3IfDxNI58fXOdUmfS+ZLwy3v35N60fe -aXceoAc2T3pA1GDnYlzeOh8Z37+HfavnIG3jEpza9glTg7uH1ykW8PQNFk96 -cPSbv48eBAvU+KNAwVmRKdgVUoxjcFlWEqHISgz30QNlda/SGOAV/h+iB2Tq -poyXvnqpogzkGF6iA0Rc1LULUE7QhVoCxB8MK67FTZOMPkINEaaedXGGcM+v -RKSKEUjFLnG8nNUl3z8VrcoKATK5ZrLJTlk15dzjozeipNnJgcrFxVZWtDjf -PwEZ4X+LEMbuETJcPWWex22kC9LDx5WAkgX6s9mYrOLaumJ25gtkwX6+1i8M -bi1mn/s5g2owV5L+PFvlawLFGjnw9y7E2Tm7NLxI0cmaWFKV8BPSf7rch1JS -T6Lz9s8cF4dus6ndZXfbqxy2ULSouYu5xOMQBoLvlE1Tsh4KciZtPO1/8QUK -Gr6EFrV+Rah/GW0aiRewvnezbO5qqaTBCA0oQ/2Qt5EojijOuUBD/FIQGVwV -z1Ze4xFo4MUDGBNWW+saDQgNHLECokQd658hBRDvf6bSqoel6fyTzMEqjeYC -xAd2nQpTSCwvBaskvLztYXd3MH0g9Xr0vMOwJpVl2Qvl909UOUHs+7/Bv93r -JnUgvGq0QdTMnxA+ajXb2p1l6yN89Jocy8fHvHMEUW9tg7Nc/YdzB7KQL0iH -0T9Uu/cG7wDO6Z+44hZil5yAs1ITnZRrBXaeLLjEiUfSyiht+fPl+DzTU7s5 -FBwQsyCNLz3+a6DC0sMo1+t1AVHVuFyLDY2W7hQc4A4KP9cbQcmpsPkFSWRr -9wtGSJEyCBa7gwqlICK1Bp6Zu5nJAmtn1LT/sU88647+iM2P/YeOSM08Tpw4 -gQ4dOpCmnnJElH1c8hDIGDp2jBvDmwMMSD2mZMMnBbhRSRPEkpiyZyPc64Dd -UsTmhOPJ3p6SxtG5igLeyvoTWWXMUB/ugsoedI9CHxiqi6YEIdHszt4VrAzV -Sa+SejSc1TwSxvP4eyt5hXiJsTvRSJzpBy2tmon1KmVPRvA6Aa7iZvn0KLlE -ldYIzftUkVknfREm+A+1SPtTDoSzNkgnCYlZz8sTEHEouiFYyVxE+6165JvN -jghaj43WrSn0SSCsEUbtgiP7MyP7BwUzpHpJiLcKxGyh3D3yjVrnKV+mARTT -e0V8Dn0lXPtV+fgYsXtHMu5dVZYOa9rIXztGgJ0Ce8lOT6r2YkXs2jGruP5h -r4Tj26+TMHtaLEJDzNobMw/6ICN5K5Zz4cNFCVg8P468BHI3xQSTf+KGOOOp -mj6ysprVvXEmvTgr9Wm7mlESndoHyddvSLCJ6Q0JZfbsKI1zJ7thzcomCA6S -Ad02lCgejBVfNMS2Lc9jyEtlUKtmLMaOqoTsWwPQu2cpOUwvtEjFtu964+C+ -USyft9vM2oujbKpLsK5ivMDZP0YWxPe7Yhtb3U0WCHZ0pyz3ApDvEyQg3s8N -7keqGTrzIgu/F9O7V5QjZ4SEN33KUO4jlsj4qMJ5SsIvuswpiq6ILpQKV4o3 -TdbhrqhiwbPK68Rl0eHHTqKcaEqc82gZi/48bQjIVTlPGJ/U6XfXD8PFZYOQ -HKuAgLZPlcDd78dgep86/N3Py4bd87vhrqhXnJMrb3AH845Qlz/mYF7xvzjy -/WjsENwhMUKGFRowsFl5Jeh3w3AZz6t1R3QtQ3Q1KVqRIXSqK0j+1jHsfFBw -jIObVbvzCOzBqbGHnPqZ8w/Xzxgfxh4eNcu+wh58HxDNVLV6s3S+ilVx7pGj -gXA5mecb2P3VxJwpGOsTDafeKJ9/SSTI/0DLjVn1hv8QkSAac1iQgzijWzxK -epl5fgkca1vTqr3CzHo9j4d0N9BYjPeJli++AoIX0GJl9Wx+5FbQ3rB6JZvQ -JTWA189g0nx7NHoZ6uLQeSwo9ldwBcKekcHVuVFpgaFltmJCa6Fc4ZEcN0qK -l+6NbqJ749v3QXITw+piid0p/ZBn4htP3iAN632ZBLxPmnB3QjazL2fxdzdv -ZpjcT1kWWTR7TXSvmoYCCdUTjRFNaXkPaR/5PygFv0ZpHk4WTB5MiaJd3c0r -YcDJce14ATRBg2Sv6AIbV9vMYJ5k7CajQydzi9KaXx5LKvOgFE7o4qY0wahc -YgrqVvwEqYWGELXQnugSBfppqqW/RxVvketvkcJlxV1YE0sqIDimMOI/v47E -L++6PQpGpgQFtgAhg5dqdySo5yzG77Selik0DnqT2T1d2VzaEOutTkqxo4Fe -S2xRXptL+gJoWTCjr0BYFrs7UDYnPdByi36tLMllCojUHhadwQRTcIyAh4E6 -LdtsgTK8TECMYDCaYuiPMgPF00H5hQRJ0h4Ag1cAXBUbMduxReaXj17Bhl04 -xWiTj/ZpIqykBh1zKOYp32jxti/JsXH6B2HqtOn4+OOP8eKLLyIgIEDrzfDh -wyUXeByxvI8HvCaFiqu0NGe7CPgqShgV6fs+oQTdE7xO/jxQi6glC3z8RE1x -TpZyWrOKsgEFv+AgfKyNCa1rRac8gv9AWyFAgHjS13iuBmAONrCHguz99vwm -Cc8iKd/nXSU3KHEOg0Ov3XxzoIGpjfunanEvSHAzirOm0goB5lAtvzKdQjmI -xIXpZBME6ottCuExIC9DWCeX9igTIfAuZyHZPK8oQM3L22WNNLLyX9CRv08f -b38A7sdEW9nkf1bA40O/FsHzzQLcvzw1kJXwN0FoSuOpMWlxKcWLOHD+RHEM -HxJBrgJtCCIjzNi8Nomh9pef5iPhvPZ+JRG92vbvYX3tV6nXSfu+dkqiYCgU -O0sLdJFCaMNXBeDjbZS3PyLMzOKh55sLbp5glRlTRw+LEKWV5P2Euhs+m090 -XJstzYLp2WxKkiYKlxWHtH5vWt8cxw53Etfm0vZFRboQGCilXOpvW3S0cLIN -aXsL4VpGUR9knaWY9qvnC+On74oiK4Oy2mXf6Bf4d4B9Ach7lWErvPZUk2fA -z5ZTwfNps4eDfM/gVsqokxLu/p0Oe0InULteJiT1lgIgUR3FvZL6vmSYjlYK -gK/SLDsFCOQn+Llvn78OJUSxyjE6Tleq+hM8cqQqkbVaZqF/Dvd7P4j7t4zC -yLZVOf0o2eFL5Q+Ht0N545Fdv1SBcMSGam85So5fQhSrXjIOJz7sx1nvDbnA -fwXD25SUpMsHoVBMoPrkiaHsWhNHFvcWJVSo7+BeDG1dJUcvvBwWtRcW7kVM -iIYXC6i9eLJ0glwqgCoyyPT7hPppJTGPREN/gA14Mxvw+kNSozuH1+HekbUE -/7Hs3Sk6PW4dWP3nMvrb1XQ3hNy73RdHezeqLL4KKohnBPAXwBifBRaQzzsl -Fb0WmYoWDve0HmY0K94EUVVRs0P+pClr5z+nmScQT6Igyr1vVSHN/UD/tBrf -OsonijptUYuRD+Et31iugg6nhZVALZsPJyyy6PSac1rURslO5RYgEA7lV73w -90TKKqDfG72aAAHehbXhIARNmSspHJbAKOWeoXVyXY4oWq0KTap/T5jWM/iT -svsrt0q5M61qH2THAJWQ5fq509JoLzejwcIRs+6XshVWi6+W11NK2Vs+vZfs -7Zq636AELeeoi3wcJHD6oy4Cs4cOvkLR1+GwhujkDSNSQY6Pvs/JJYwzERXy -JBMU0Wd5w6gbtIs28pGQt6Jqqdl0mnbZPZtmi9Fci0DfYlpubFpl+Z+D+aTJ -sSaWUmB+ZBISvriOfKspnY72oyO9TNIPAuYPfE8bT8rVmX8jEDFho3ZfnRUa -wb/NaOjNknCJAcifwlp6aopkQiEvLtLuE5nZH8DyJN8f8mmOe0cUwODy83iG -zLw0V9SMn1nrpMbn/mFTvyZdIpoxdTtsyRW1e2swWVBQIPW2m7JYT9/q63MI -KVYBFpeAmCbNW0e/XquXuK+0iUOOoHBUG7WYQL3OoOqBOovTm312CN5Ridq9 -/UuQvJKIs+hGQY5MCgSjRJyxo3y0dakIaydM9pUzSGh7pwLkbyp4mYC9AKxW -dSy9Uiwody6CucGjmO1NUuQvqi6yJgiukhYtXoiUOxG9vFA+K1JRywtkH9hQ -ezkbXXop8tHssnYBv8scD5fpd3idXbL4F/4qiPLqyIX8CHmX2KquwyWKls+M -RLhoSVSpk8utOYuZOT2o6Jkut2V0/yoEfqM0LyArBychzqqgXhLRIBWrvsiv -IUxaAivzTAlSums/GMocuXNbMhrW91N/FGZ8/kEih6USFCZ5TFCgSS1vh81q -EC9ARVbwcFGOUaBfvQa1ZR9oXV1aO0vUrTN4CI1oNYIiyXZ1+KyUqR+DB4Sx -oIfS5ty9Wgo/bCwq8LevVldAgB3vznsKMTHe2o+SkPaWDeKtiMFY9umzLNUx -a/0xPfBS/nBxdRze2xx7f2kqZpo9PzURT8Genxrjl21i385eOLyvA44e7ICr -F3uy/EeAbb8/DbYfTPx/V2CpStHalflY718cyMjrVKkZKXOo7HNbImtRQx0C -HToMqayodTJf0qCuBsdHGzC9tl7l4MrN1aC8OCXjRQUh098kBqIwVGU93X8W -QVseRNDfjcL4zk96qU/KV+NfUFbQUsBmrktX3RHVzupXV6AIB8Z3qsHpauTS -VVoKGVHH6PbVcgwILRZLoh4yqBNwzVw+mI3m1JWrq17JsWTWHwC8/gx47bmI -ZxZi2+ez8Mn8qXj7jdcwZTylrzywbW1OS/emTZseKzm/svxUSTLpapyJcqmQ -koT0MXvFli4Q3yy/eEnMyDBOAhLKmt/I7m+ghCriqaOMkEfDSjJOJLPys3by -zdXhxCvDBRA8q6RQeSSwm/EYYNdLS7e5xD8fpdFEEbODk+XHm6ysX3nW7oc4 -8Xd5ixenyjwTTu8bJa3maVVgT7n7aV1dCg0taLYjn3jBUyIZ2kdKetF7nezG -aTVpP4UY9HWFyWEkZwENH10UbSS4ORle8m9T1StpY+IjntWGi9ZZJVQp8zQ+ -9+RPlLBFiiopi4zM2yJtvXXFvvzRz1FIKCdVoSQrheM7sfDdrU3x4rLUPCVc -odWhqDwB0afLfcRSGQKhfl5JlGEejatu9LCe+3CbFAJboeg4Nk1TOT/vgpxc -nxahKl3wZbX9xiiS0AXt650SoPzwI4JjpxY50PKp/YxaY8PEr9ynCHxd+TiB -PiWF4dw1z7mdADSEpB7qVP80LaqrmRFEdzo/e5qL09peHeufE3fgnhwNyhdD -Nvv2z5xE6aSXEB5UCb5e+QR5j+VlA/JFNedRcdrCmI38fZKZnCbybNgKV+Lx -MQVFIWrKdkTP3i3+1taK8m0yCHFLj1CSffXnHy4w8GIW4pM+nY5TahcyItMn -H/sGCB+7RuDphjCH54MpIAL2IlU4s762ziyldFlymvJRwlWpMRwpteEs3wCu -ys2UWNW1UOzWftzTuA8z4FO/l9ZUQNtxiHxzM5xln4E5LJGM+pz3n9YCiP84 -k6ExwfbcofXtPKG1kjbTl7tJEJzSXLqeeA62guVhEu34JJVG/jqtUGfaGobX -Mp0kLXLbbvM1tFp3CgXqd9AMMPXaos23p/HCV2JbLR7StefFXoLXTj79uWVH -UPSF/ghOTkFcfDwvjluqVCm0aNECVaqIEYuIwJo1a3SPIZnxlibpm4pCJKyL -S7uBRm8DCn4QwCGhSu58St8YxAZjehYo9LTkL2Faekf6LLouGKEdXJRdBrZ8 -Jk7xaIs3wauclfUstJot2bPLX4x8FMu5mcukMgYvd0HR9gc2dnDWelpCy6ei -FSGtnCi6PpjjAaSdn9Bz0bXBnHUm8Fk7q/QpRX2BRQHwecLK59JCukFNHawM -ImmNZBcEzKmLnFrySDhn3iTFPV0OKYfoEgn7k1qI6vCvZ0e58xE8lNy2Gj1L -y4CFdnTB70kbR88SavetauNUlVReXJP/3wfeSd4yY0qMNqpRERbs2VGYi32/ -oSDq1ZZg10SrxnIA7dQ3oilI1oAGz9CMLHA7Xns5nI3Qa5blJzu1TjkWyMe6 -dQrG7h+TWaRPvaCkMNTEqGERZJ1Hsyb+eHlgGL5ZXQBlU1wPw/XSTda8sT+r -4jt3CEKdp3zQtmUgZk+LYU2MgPUmvrjCzEzOHSuO10dGck9KiVkxX4J4lCp5 -oV3rQF7jlpA/oXslw00p7Pu5NN6eWRNNGhVgc3qD+vnQp2dJ3L3eTyDx9ujZ -vQSKFw1CeJgThZMDMW50Jdy60pfz1uPOQC5D5atWiUJ8nA+KibLPP1cQX61o -LNoszHU+UzcWPbo3x/49s3H08ERcOv8W7lyfJUBV9gJaBHc+KdDvzEf2zbeR -eX4yMk6NwJ5feuHA7vZIP9hJMIEeuJ7Zi9fTFRRAXWf3z9ABv1xt78tb6PFc -YR0aFdShSSEdPmyix7xn9KgUI4i2rw7FQ3UcjXusrwLMLblwAl9p2x9B4hw9 -q2Xo74vuJXNz2Od/668nUiC+zahD/w+tose02nr+Zub/nZj6tJ7rIqKws6sB -RUN0aFlMjyuvGfBUog7lo3RIU9bR1Rn+YbKQW758Iy+DRctrzehTRwAo+t+I -t3o9jcOLe+VpT5fMgeX0os5973ZXzdzD1TLD3Db3jcM58FZtAzP61SGCgnGC -aczoV9fCTTq5ybQlvRV1/owOLK/p0SAVl9e8ioqFo1GtZBxO8hq5IxSb+h8j -FUFMKiyKBX3Xezi4fhEuXc7CmbPn8Olnn+t5AP9UGnyrBwYmHkGyEItclcsC -m/gr0GDmAFTagsTmbdC8Z10FlZDJ5i9ElDYw+Dcz7D+tZlzkbIsM0OmYYslW -szHqlLz2NrZgk/Dks9zphMUDcastEauQ7yyVVDywQq/KKnw0V0AKHyKkTwvq -Hgotweki6ftBAfMPiU/RabPap3NqbDFdBx0iQkW1X1KqMasMZ0dwUV6CTL7m -ScWfGZFqVK9WjsLfLJ0hRF4j5R0P64eJUXlKwVdQNLGrmzQYxQRgRL1KKxjC -Mvw18J9mNnlTHGq3RjfkslYaEu+jJpPvo4axEiqn/JadG1wSqP0SI3fVXK6Z -tmU5xQwvSpA0Xc3VKNev6qOWITu1TFovze5EeupWWKbhQE+GYFWt132aa22I -fl9h3X9nUaa/Yjo3eXSlP3sAhmrVFYxpyU0opEQr7GQuQH3hfoqT6HvnBpm8 -xFfXhte0cRIUQpT+2znAyntwlKypPF/ix2iwe8Hg4OWjtDtqtsLg9IPeYtNu -fuiQT7Sc8eKT1SWiRg3er1XjdAUWj/vgPGNuccyo6vU5JnedUizmvRNcRD1N -heBB7jJroK3Sy9VSZOxHl7hqPkcNCeZ8Om7IrxxTzyMnQV6QXxkMu3Il69Xy -VM+Ssyi/cDd67oFcW1cnQ2U5W+RuoMhzfTQZQqGmPdB9PzjhJG8/Ud1U3o4u -PyvlW31xCEdP/IaLFy/i2rVrbEen5QLOnz+ve4yYWi8+ZuJjtDiVTyUrtEAg -K6sVKNk8Kbmr3ItB/vn+vHCuToubDObvBT/w0Mmo+dPJKk2K+TInIzgilmzr -rCO5o2JoN8zXcDXhc8b643w1+ugB9S0yAlhNaENsgRgIrYHFcBmc8V2xyju1 -mFdeRetOlJbZnaoreypCQeS3mQnkEOCr6F7sIz+AWTlHECC6Cr6STMreS5Z1 -Jb8Od++W9AbYtHZIVcRehUuRysK/tzhWN+CvR/RygSta1GnUaxGkdXcLtAzK -ok9+fiYSqUtdCyWG3LU9WUu/TsnkjZxC0sTWd8LEdExAaoO6m76SbJ6kNaJR -z1STlLme8DoH0N5L5f5VKJsHnkcqadvlM9b6+QA+7cYFJS6X4napA7cvlxY3 -XNH1k1Cf2Ac1del0CU67Q7p3dhNcLW1UR4XSxZMUhvA6bvU34N7N/mTvvD2A -Ibr4xvGxmed6cMzsxTM95DExWgSjA9UyA3Hjch+Wzl8SZe/dEvvuDFDia2/R -+R1x5tQmcSF3kXX5PI6lb8G+3Ytx5MB4HDs8VsDzybh7Y6Yo/7aTEu2ImZ1y -TRKix+25uJY5FedPj8fenX3F1hmH9rYXyL0LoXpW0zj+NKI35xZnq2NcrwBj -s6J3FxD61qsKNL76srpuljUXHO8n3QYjNCmLJ4b38ZDwcI56uY0xIL0Pt0NH -R6uN27C9kx4Bdh3MRh1qq3kkY3x0ONRLTyX+adiei41fgdpenKzdqohLpH3/ -Phu/AovNiiZlg+exYW4UT+d/N1rZto7BlRUv4RLZ8reOoaOiDWXpKbLzfzOp -DQtyHFYznlLT6BBUP/ER614eAZkHMzIXPdv5Hvave08Lpvryyy91ucDyRw2D -tWq671Js4g4zWtSsVYr93gPvcsJDNsob3fjVxPj1Ld84NLT7o6zFJd/4nlZ6 -s8eyUpRCso0ziBOrC8Cv+4Pg2ldFy1J7Qjr18+EpWhElBLeUzYNlnFE38bdF -vUqZuf1VLXO7ETVsPrJh8Rr8y5GzQxNg3EVyXHs5JeukMEQGRpo8kpA/X2s3 -o1CnPQIlC7xI6FUB4GYGgJRwnICiBM8OBV2LPy2q0Zty2UiYS1u1UrNRILoF -wgLK5wpzZT4XqpEWXCJo27upWp3Sp5RCQzTuUSCmBcFcuSZSD7dGnvaY3PZ/ -tqzTt78Hv1o9rLkUl0kXJh9eitFkmLiKNy5klNWsVqHiVwwjzRKN0u7V9+Bd -q4PAQ2FKyKRojUI9GR3ygq6G3Csxqlg6B/Rco6zgSou8kqhEYOrckKfdo8ZY -AZArLDmIbj9DAY0WJR9Ls17a6Bdq3BXd98ChYtBOAoO2XXkMmVev6yo/LnZ0 -p/lWcIXSScoZQvlYInp7afso9UnOtIJmBRIpsEiuIqQesz8IEskOLaBWzAgf -XkfUkewOR/NEiTaPPhNCpHzgBEY1BMkoz+CBfLn1W3y20WO3tPKKww+UVvrq -mfVFTbCuglSLFspZWXSBVkZVu/A3oj9CR3We9lFfi+rA+Box660Y91pBfDYD -JiP9JWqTywKptSkGVBejPVp2lIIen63nS+kVc8I5dbVTypOSlF9b5bSVuiwp -1XhYAYriJeHuN7VGcE78bZbLsqqw7dql3gx7+ppUBEQ4juyc4lMMKO2zMypS -9zGoI1UEfdL3C6c7ID1tDU2FoB9HVtYFXMzYgb27P8Ch/TM4Gfj1y1NwI2sa -gTNCZaJvAqEZ1D9xe574axYyMyYi7eBANrwe3vuABMP6pxGa6X6ExrCLS9pz -AWCeJ3kAr4D7iw6lZU8VMHZPALzR1dzp++i2za6r5Pf+p0UUD2QtcRd1A6nA -B/YNy3E6Let5mu2Tw20eRe+JQ4OaV9DeBCYBH5e+2oiTkjyCNiIvsLR8+fK/ -AixJLQSBDRK/VrN6i31VrN5qkFwlizcW+SfifESKjweuIqNfpMBVUi4V+QA0 -MjICoSqVyUv57Q9+OCQK8AQr9++2aljnXf8EiifkpCWUEuRSRIrO5+/COYrl -jRa3fzL1XYQHViTBKSewIwEs+/nD6nJcmY8zAY2VFeZV7GNVU2Z8pD3tof6p -6N74lseKNyYPAHSJ/g5QcZFEPIRgyGBoNftp4+3vk/wA0lGqOc44yhPpiB7Q -apOkeSUDJi0T2a+FinSMnkhHHYS/DdKsIY3pEthLPCleBvZi1Sjor0gVOFLr -Iu79s+Q397t/6ZfQeO33EzZylUQ/gr8oHm1PZELHfBv202b1kAHvaXDEodYb -+8VNVFh8gKCITmIRMoBVfGkm9EYjJ9ar8CKnmfPEIm1WpONi1tXHxyLK/EwW -oaiB3uRUZWCgU+KTyIdLywYW/z6EI6l8q9sYNtAnrevBWY3vRIuLcM/fnvCD -oESJH0PlddNpEnHY1dapWKlfw+R6K/65Y4mA+0v/zcDAm7MIkMKxztO+qFHV -G09W90b5si5Uf8Kbvz9d0wcvNA/AkMFhrMZUvbUuj1o9AIJRnbZpNxlhyqbK -RW1M3AoZc2gt86BALVSNKpeg4JBSiy4gl9k/50p7ymRuVSfzmzev4+LFE9i3 -5xPs3z0Nh/ePRcaZN3HzylTR5Bya0HWKucWlLO1xa67mRD3PTtSe7EQ9qjpR -r7mdqMa/fj5/YGp+tFncKouOMGBnFz1SI3SUt8yoCgMpGokW4zjcyyONWs7J -XPdfM5tb5e5NI/H99A4cEOSyW6TywM/LjqfLJOLkRxx+ZPhL5/RC6quGFmI6 -ePAg0tPTceXKFYs6IHfv3sXt27fJwq4+hw8UtfFuMxfNyMjAoUOHkJaWhsuX -L+tsfwIxeGYZU5enFl34TbVRKNO5oizU3IfKCnMlWRVIq1UYeNPxJ4kLd4cU -c/sFqWZO8gu7np4+UYjsCqLoCA6pcWsPHx08UN4CupavgwrxAh9pit/y7wAP -innAxeYCmoJp0iflXKunD7IuUbr92tQ5ypO/Ogd74gbSKLpxQ5lHxg2qnC80 -oIwoLKZ+mhT9Uzj770Nwg2YCEdU0f3IHmtb4gdIG2P4xvGDzCOomGV/Cl3fJ -CCH+N7IuL/qdw2y/8L9f+BZTWAMLHqYSFSxYcoIFAQwoHF5vosUzDTQ0NPeH -ketvLd28vPCCmdNCddh6Gw0WbhPbdvpblP9LwIK3h6+HvFUVr7PR4Zqc9VMO -hrmFbXeiVSHaNWnrYAcWB6F4uIwuerqMjLzesDXWRL40vmYGkwJkVLj+70YM -ijTMyeSfDinxD6WxS6CCy2dK8nf24QjyTz4fcgx5PwwmqKT/Sim0aRlIKxIb -OPKa10+C3WbA+lUFcE/Ulilqr1zRy8iHzejVLTjHagmPghgcKmIA7iArK0Px -z+wh/8zr7J+55vbP6HJ10FyeKhDDBLeDZk9OB82/ECn4skOH4ADFbiT66VgX -RW80Qg5R3jpEeulw/kXVf/MgXPgvQwtORgu/vN0FNouJ/SOF1ORF5ZKjEOLn -4n2XV77MvftrMUMSf9gYAEyaNAk9e/ZE586d0a1bNwwcOBCffvopueZN6otp -7ty56NOnD15//XXCCyb17KNHj/7+2XZkZ2dj27ZtGDFiBHr16sVFu3Tpgv79 -+2PBggU4d+6cTqKVx0lHxHGzdjVEmKwTv7gXNfBVp3SyRJAcaZWYypeJbaZf -PE/rW4ILa4aNk2qdYr9om/43YqUoQxYMZc2rRwcTRg1MnOEaaEXcnHqlv8Hr -4qW5RAw0tYvBlYofmuh7NoUsKd0udLhN3XSEBVaAtzMWqYVeI1uC/WHowZLT -z9IUnIG/WY1tBjSt/r3oEcUQt6mTpup9cgUQNqWjStRD76ZajIW2gNXfDyHY -/eCgv0R5j5Wo1PIWLu/X9CUODbAllUXsot/c9oecUEHCi+iZu4yIfJMGIWrq -DpnNP1eoYGU4YGKoQFp42sTffxFK8NVcBaIAzfk0GXuspKqc5lI1H7kqWm4J -LHEkHMU2hhhRdEMI4YK0cO38fysG8KPdBnYOKD4FEnBfOVdSx/v8cp/tTVoO -QLH7ZHHSj4vy365JEr/RDV8lYdumQqwduXVJcQGcOlIMW9Yl8YJKFJBJGdxp -/3n3fP9Hp3tvvjRrDmv/wX0zxFRP1v7JZO2nnG9ishf/33lbSX2e/Y74ezau -XnoTx4+8iP27+7Bh4PiRjriZ1QvnfmtHc/t/dmq38T47Jxjc1lGPzFcMLImm -aY6Skl8Qp28X+ykk85/WTPw907qDW7r19av4YUYHZH01BL0bceYEfDy8Kc58 -8SJ2zO7sXvvIhAMLeyjKC2Xj5TLZlEBrgA7EufVTgH0f5TWpr1ixQk7qBfjD -wZN6v3790KpVK844O2jQIPTt2xdt2rThfTNnzsTNmzeN6vtk/PjxaN68OQYM -GIDMzEyjWgtN7g+rZdasWe5aHPjss8/Qrl07tG7dGl27dsWrr77KE3zbtm25 -+JAhQ3Dq1Cmzeoco28jSpUsfKdtIwH3zrzrF+6kaYRZFRJTmDCLfhRRmq4NA -A54hnOeUIjStRlD45Bn3PPzIPgb3zH5/3/6iWTxQzoEe+8z3xd+RWrZnk2zH -H6P5EgUoCgVl1uU13ZX9ec3SAf/YZBygzpAe67WrRc3sE4h5Nx2xC49zegua -sf1zMe6r6+aIvfm+lpxflUHkatwP/mumWs+5jZQEuc2EF+/zxRuldJPklsS7 -s6PVfTz1/ovnV21ey6JlPZKRdbakSm0fmFXNHrMqizHZi0//e2kUnei4XI5Q -LcOfdA4dP/8YDNpPNWrmtLlPFwx6rGg57eDr4mlIE2w67eB4HD00AemHyV8+ -Abt+Go4dP/TD2tVt8fO253E8ff1/dgqV3nCWO44xYEx1PcJcOs7LyxLF/zfe -cJuiPqTUu9+PxuAWlRDm78KnI5rxd7Hf6FFs59yuSFvaFwcX9caRJX1w8uOB -OP5hfxz7oL830j/oJ0YsXXzdPb87dn04Eqe+mYlbOxaqWbLep45o8+nBbxbj -1193Y8OGDVi0aJGcT/Pzh5Ot52+++SZPY0R1t2zZgqtXr+LSpUtYuHAh2rdv -z7PiN998o5OT6ieffMJsed68eUSFDR5VTZw4Uavqu+++y7Uq0RN1WnTxVNmp -UyeeSYlCEz2+ceOGwIpZNPsz66b6pkyZQkZ+kweT3rx5M6ns/+wM+0eK/mun -TItGhp0PmyWNnrNkjuntXzYTehSlXK5fuYt6RHoH/lsmugempP++Ccxz92NQ -u0C1U2TJvZKVQRRP8HL63yK+X8DVKxfFK+ASbt64LOaqC+InfPM/O9841X3X -BVUja+vNITJbzn/v/OJUi15b9QrXemvNq2qaRToyFHsX9cfZDbOx/cPx+PmL -t7Br5Ryc+v4DXPrlC1zfuwLX9nyJK78uE2/jK7uWCeBw9dfluLpnBS788D72 -rZiGI6sm49T6GWKGeRd3fn6Ps7KLmcbHY5I5sH4RLly8SCSIZoeck4yJfa7y -Lb9u3Tqjil7Idjp58mR+wY8cOZIYl/Y2v3fvHh8Xn9q8I6shKrZ+/XrJzqgY -WWo9qmH2OGfOHN5HZtljx45Jey8tcEgd6dixI80jnlPKo0a+/n+cUgL+X00k -6aLolRxF/zeR/Bsnkir/+VmBd/1/mQuoJbl8nzIXePFcsH/JQGIIwN4PxDv8 -fVzZ9i7S172NQ1/PQ/rm93F6+6e4TevyHfsWOLGJ3oTHaPHu9A00SLTz+EZc -37caGTs+UZbkWDEVaaun4sr389yTg6Agrt8PbpKzw/Lly/k9TTnlMzMz5Xt6 -+/bt/J4mg9vx48dt6u5ly5Y9WNrGPjgiF0QYaDUq+jd9+nT06NGDPs3q2Rcu -XGBbINXw0Ucfeb78H1UA9L+X//9e/v97+f/3v/wD/stf+drp8vW+i5Y6eXAZ -1qwf5uPC1vf4rZ22YSF+++FjXob1zuG1chlWBy+f5KI/1Zf9Jtw7sg5Zu5bh -6Lq5OLh6Br/sT6+bzmxAtTfZf1+TId/15J5p2bIl+2UEtJfv+pMnT7LJiN7g -W7dulbrMGTNmcOkJEybozOqLnl7u9FKnoj/88AM3RIifLEbXr1+XL3rKuUAG -JTp92rRp/3vR/+9F/78X/f9e9P/fXvRmevUa6D1Pvnnxpr/x40JkbH5HXS5v -AdI2LUXW7pW4414uz+n5lhe77h39RhRZgYxtir0nbdUU/LZ+Bm7mtPeYf/8t -n0/9CZHxZsyYMfzynT17tnwnkyOAPO3kRl+5cqXVo/To0aO59Jw5c2RpyqAj -S69atcqu7r71f+ydB1xUV9r/WaQJ2GLKZkt2k82W5E3eTTa7SXaTze5/993d -bJqpxt6wV1TsXWmKgFJUiqCiYu8NUOwdkTJMoRdRQOkwQ//9n+fce4cZxJIq -muHzuQNz59xzzlxmvk85z3me+nosXLhQtA4MDLSA3QJ2C9gtYH/UwO5gqsEb -ix9FCy0+52iIKH7EbL9+cSfq0o/KMDdnu+yuMWiP4FaCubumytxdY33/bOdV -XkWx3rhxo0JrznXGYVHsWNm1a5fCdqY1VxTh05s2bVKUeF4W5qApPs3BVfzD -bnxS4Nmpo3SalZWFcePGCRGwY8eOu7nqc2OPf8+s19Lpm3y62BiCdZZ6KBE9 -FIumXPE0qX3WJ3r48TsmXPJjJ5yIK/g+WT/602qOjOoph0txMsKB/5UKnErn -pIwxLh9ea4/12zZozSZvMNR1ANbfqqgi1vOMbKDSpD7krK/R1xCWpPublry4 -Y7A+JyuGWC9NShs2+KFj/bXkeONNLclP7yCsd76jt2ajgHaW7K1hzt/mrenS -yvqC00B2PK/lGr01OTEBuBEf3BodpN6MzBObJGz+iL3xbfDOrhRWr5nMmzdv -VkjMMTkLFiwQp6Ojo+3bPy217iwwPn/+fHGay+7xz7Fjx0SILYfdnjlzxkpZ -BGaPPHuDlCXZlJQUK8Wpn5qaKnxAXHF227ZtOHI0DqfXboCqxwv3C++vy3l7 -6fTTryD26Zdw5Wd/QCIdl3/6Ki7/5BWr7rhEj3a4+JNXsPeJ3+HsUy8hgV7j -dvS68jKfin3yRWg+HIjSwa6oHDIF5YNdH5flQGm/cTgxYyFStRrqkd4sTUZD -SurGyPMY9n6lKcu/dVEg5Rsb3usaBryXTDp9FkZ+co0+Fi698rrD5aNcuohP -fvmvCxj8fjq9MPzjfDrn8lEevypadBWPdnRJLvq/m4Rls0uxxqsJ4T5ggfG4 -LDCClzQhNOAC1JpU47tU0T828epVvBapwnNKlM/3JzNsRPrWQfuzcPZiAlSq -1LfFvGw5YhuHYw9h3Hqj6LB6aGSHDcmOoZiQPBAJifSuUlXS3e5EbzAdp4+7 -oqbkf8xkwvckPmyE+CgvHomzpyNpMpq/yvNK1WTg4vKP0TzHihHagSWIjZAg -5Wv+ifMH1kOVpjV+kOkDc+HEEVzn5AemwuFByJFurc4gB6MzqPTMWtkZtF4Y -DNVph9GQHuuMeu1hEh71ZBw06GLQmBGLOs1hsa57/fQ6JO9aDt3eZTi9yRPr -VyzEtu07BMojIiLuZBGY6fg2ZkKA4N2eRWAUMD3M7Ift27cLkcEBpKz68w4N -3lcZEhKCuLg4IQpmzZpl3JLBOzg5TkgRG2wfnD9/nvdeioP9TtlHjin2wXcp -NhxR/PRrSPrVmzjy6WBcGDsNFyfORuZcbxQuWI6bi/1RtNAXNxb6dsGNBb7U -vGiBLy5Tk1NjpuH8hJlInjof+fOWimYli4zNnUXzziha5IdMt0W4NHQirvQe -geTPh+Na37G4NXCikC4VQybTzWw1M664+6K+oYHAS/dd/K/qcexIrmJqfGfi -xZ66BKYNKceSGQnwd09C0LJUbAopQXQ4Vyjbsa6WrtseWUNHNR9WTuLRgV6p -wfpV1+HnnoDApSkIW5GF6LBb2Lq2EjvXG6z5ImfR1h7b11Vjc0gNVrpnYPmC -THjNzMLyuSVY5cGBZCSDepgYLVvXa/jt0+3hW9EJ1WSDvh6lfcBGS3FpudVf -xYxsxRcpWZVkarg8PNJHslxcyXKprK403mT2AqqSFrH18uBED1suWRmHeTJ/ -VeZFt1oTOogNmIdC9LDxkpcYx/NWvsr8Fm7kaBQb5sGKHql0of1t7qrqS+ug -ORCAxGM7STzpLscT8tIvxyM94TgyrpxAZuIJpJw+hDNHdiLxTJzANSfw2bVr -VztrCsoqAQkhRcrwsu/s2bOF3NizZ4/pmoK7u7toHRkZKbXuzkl/hOTg1nv3 -7hVShvcCcowRGx/sbOJL+vbti/79+4u/+TyHktK1yga/Bxkr6iw5oJ54CTkf -D0XxEFcUjpiGFBIfSeNnQj3HCyVLg1G+fA30/uEw+Ic7ocaPt9bW+IXKp9bi -1tJVyF3sh6szlyBtrhfUdBR7BaFqeQjqVqxFrV+Yo3KZbyhq/cNgoNOV3sG4 -sWQFksfOQOKg8SR9XKD7YgSK+49nu4alT9cHvZ7hLDfNg//8Gqz1bUGwZzVJ -iGwEL9Nh3aocbIsswaHt9YjdBcTthjVidsIRR3bwtfSnOL8vWo+tESUID9Ag -MjgLUWtysXezHoe3N/M1oo3xMidxGZ8+uLWJhFQVwvyKsWyeFp4zs+E7vxjB -7nWKaURm050XTRoaGjuAI628uvYRWjQx1Bssiybf5aJJaWFWB3GkSfvIO3Ge -GJQcD0ZJQZbVjyVP1/79+81CkTqJrWrMdz8/PytFmrDoYScVWxXx8fFKHNLy -5ctFU39/f7lpVxQVFRm3jB8/flyIkoqKCsycOVOc4zjV2NhYITqCgoKE8ZSY -mGhvIkIe1Hp199ZFaBIhlUPJOB/kiko6bg2ahIKBE5A8bBKujJmO1FnuyFrg -gzKfNUIQ6P3C+LcjqpdzGscaEhe18ukSEh9FHgF0iQeSWKzM8USRZwBKSRpx -m1rfMOmyLqimp6I3kkaV1HMRiZTsiXOR4OKKpC9HQtd7JIr6jcdN2agh0UJq -Q4dYJ+fFb995FWxbWAuOOwp312qvWoQsL4b/Ei3WBuRg/WoWF7U4tK1JiAqS -Eo4kO+galheOiN0pyYpdG6oQEZSBtXSsW5WFLeEl2L+lDjE7hHhx4mvoPtNF -SjfYHVWL9cHF8FukhtcstnlyELC41tTz5mhZlrcsyz9KEqbjLMsbJYxqC4rj -g1GUq7uThLERyGdLg/1aJgnHtFqtcGmx+0qtVju001qv1ysJxlhIKK1lgSGs -G96APWDAAPa48dLRAxcqNmZCpWLolE6C2M6SYcDyheTMjcGTkDl4IhKGuyJ1 -2iJJSHgHoZIEicFUtnQRskUROUJIeKxE6mwPJM5YJGSMEEtkxpiIJSujXJJt -Fj3ZLDe9ApFD7ROGuRo9ZgV9x5JwmYAqyWNm3+Fki60guAPClgLBHiRbllUj -0CsDYSsyhAnDsuXAlnrrtkIiRpYru6OqEB1ejLCVWjJfsrFlbTH2R9eJ10zl -kZWj8TI2Xw5saUJ0aLXwp/ma+9OEO83eIlgsgsUiWB64YElISBDr5bwZmiSI -Ilh4XYQlCKepLC8vVwSLspGOW5N0UFpv3brVuJGOWlvLpzlTB8sVli8kZ5w6 -omixY2Bby3YB2y3XB4zHteFTkTLKDYljZyCNBAX7s0qXrZaEgV+Yk6ls8A0T -MuMWiZ6cRb5InL4IKrpEsVkq6DJDG1NH6sXoBisycYMlfSa5wYpa3WA2HU6k -OAh2O/GfCF3WjCD3aqxYkoVAbx0ig7KxNaKYxEOd5AHbCdlQMbFZ+IW9m2pl -uaImuyWT7Jwc7NlYi4OynROjyBVJHB0xc4tV380tZmMRLRbRYhEtD1i02Boj -c9kDxiKAJIOVIhquXr0qdumx1Fi/fn1n+ZLq6mrMmTNHXMKRXHe6hCSLEvTF -DjNF9uTn5/MqDk2QSzJ0Ek40nkXrin4Hkz6dBdu7CNS35zhLGKs4zpa1dZxZ -tec5u6l4zmbf7jmrMfWcdWvfczapredsnKnnTBFBxg/mgxE/zrd5y0pavWWr -7tdbVo2IwAysDZS8ZdFr2/GWdTV6y2Jkb9mGVXf1likiR7k/FmljkTYWafPd -Shslm+/p06eFc4sXTDiOmAN9IyIixAZvFiecZLeoqMjxLs05CaHSnDN7FBcX -K/miFEcbr+BPmjTJhtdraGacD4ojCUjImAmYr5qa/zsTMF2EgHEy95wNuqvn -jFrrfUOtxZ+OqCfxwBKGfV+aOV5IIamipgtyF/qikmwbIXlYqtA1JIzoT2Hu -8Mp//coIlJF9kz/bC4kuk5HUZyRUZNtc7z8OJb1HIcnT/8EKkm5CkHQ2c40F -eLZ1jdW1rufLAoTtEJIPZMLwyn6pECLrV+XR37dIuDTS0Sw1d1ICA3BsD8md -bfTVC9cj0DMbfgtzsHR2Lvzml8J/voG3wVhZpMZ9SQ1bY+vXS3+MN2vod+VT -dPNer3iKLnm9+in8MeknmKofhBmNw56wSI9HUHrYGUu5XNvqisZj81AfMxt1 -MbN7oO7IbOq97shMpEVNEav3SI1+4s6C5ODBg21qvRw+fFhwnY0KDt7q16+f -8HlxaBgZDs73aMbmC0kLRRrcvHlTiB4XFxf65JIIoXPcjEPH2FRR2nH22s2b -N0OlUj14qdG91SlmZ+YUSx45FVfJJlHN8eoG9YJldB80C32gXbQcOjoS53jg -1NT52DNmCq6SkFAvXNZVbqamZhputsQPqfTSpemLsH/gKBz+eCASl658sILg -MSEI7Np1aK1bld0VUSG5JCc2hubSkYdNYfl0FCAiSI0gn0vwWhBDf2vptRwr -qa2DaLspLI8MiwKsX5OF0BUqeM29iFnjT2LHJo2F9ffFenupGkviT/GvvX/E -+4f/gn4J/8GA1P9isPYD+p4MTHuvKwaq3qOGg9LeR69Tb2NE2mcYX9QHU2oG -YkbTMBYCBCeLFHj0pEBnca4mdhHi10zF8ZBpSNnugfS9S5F1wAcZ9Dt9rzd9 -IXV7vOnzod3jDc1Od2nL+rlwNCS2Zhh8rB358KQJmNnHZJLw/AXxyw6FhYWI -iYkR3OYiHWxTVFdXd737y0rkL1cR5U1iCQkJ9P26cuUKnePVGD5Hr5nZE5xK -vdUX9gAlQ09hT9iaOaxK+ozB+fledBery8rpkprycvqAV0BfUcl/S6dtxeka -Pl1ZJV6ur655wI4kZR/6KvdmbFqbioqKGqse4tEWlRW1qKrUo7qqDvraRlSU -V5u8VoPKylp6rRa1NY2oMzRZlPf7A7qT5NtJeQZTS4ZgUYUr5ukmwSdzPvzz -lyBSvxLr6gKwEavoCCajK6oliK6JQjDC6/wQWOmOuXnj4KYajjG6LzHhRj9M -rh6AaXVDBOunNwyl77uF9Y8e653E5aX7ZqLwaCAqE7cjPS4ceWeikXt+O2o0 -cWjOPQlcPw9cO8sb2QvOsHzIOY7qtEPIPbEO6YelhIPXjwWjLmEdE1+wv9td -2M+7/Tg4d9euXQr7vzSh8gPO8d1K5dZsIGOR5O4rpvNOh0BroEjxoTObkQWR -d0Wks9H9Pbl6IKY3DiW0DcX02mGYcmsw3NTDMV/tCu+MOQgq9kS43tcakS0r -6J2tbfLD2kZxkL7Dj10QQecimvyxrnklIptXYFWVN5bkuWFKqgvGaHtjbNaX -cK0cALe6wZjZLGnLThaCPoIE7Sp53He54UbcCilptyqaSLge1QlRyIlfi/Sj -kcg+tRmVqYdQlx7Xbh4oThciQ7Xs8hZoDq9B1pFAFB5bJaDaqCjVqdFO9+O8 -N6Vph1mUNaXpVQtNH26a2rTStGogZjQMsxZ0c2ZdURBuZqMLplcMwxzSK6en -jYJXxiz4ZM9HaLUP1jb4MVuZrI4CqM4CpgzSdViJNfqlWFm6GDPUozFRMxCj -dV+0dT04WFj6CLLUxpylaVvbJsmGvF8571goNDGhyDq5SU67FNfK0XaSZBec -hkEXi9Iru6REG4eUFHtm/goHC1otaO2AaLU1Qeu0xiGkuw7BlPJBmFs6BjPV -Y+Chm4llOfMEWkNrlwu0RjT7C7RaM1lJ9VyPAITqfSRTP3ccphpN/b63mfo2 -Frj+EOBq2xauREHDlSiUmVQg4HRErLeKgjMmcLUW9WYc5YR2x+7lDbC1kNVC -1g5IVgdTsjYMuaNHIFDyCJiR1arHbV6A1bIXYGqqC0Zr2vUC8IAWsD7aYJWK -rTgZwao4A3JNnAFVqQdNnQFWkjegezvegK2yNyBI9gasN/UGKIBVqHpXqHaY -6DkLVB9yqKY/jXdauHWDON1MUE17BlOqBzFUne/hCfDMmIWAYg+E1fqaegI6 -C6h2Fe5WAdWWlUJrXWNYioCyJULTnagdiNHpkjdgai2NhqGYoh7KILVw9JHj -aBeFo2aWf4jR8r92u+UvLU5J2qmz0favI9u/LHEXtEfWkO0faJ5eX7Mdt06s -NoFna+iaAk8liIwTilrgaYHn14CnvdSaTr165mm8nvIzvKl5Bm9l/hJ/1v2C -5P6fdc9Y2eHP6c/gjdO/wOiCL4hvgxVvZxdB1M5mDoCplaSi5hJZVaOMDoDV -td5WXRBU40GWWXCNB4JrPbGmbilWli/GspI5mKpzgcuVTzFI9T5cTn0OfYMF -m48eNqWVd0czu76OVMbSNnY9q5d12sPOnFSYdyRoD6Ned0RKM6w+iFsyMFP3 -+EK7zweJmxcQJLWm8Vvx8fGm8VumuiYnBq6oqLDg0oLLr4NLJ9H6jfKn8dGJ -tzDx8mDMvjoBC1Inw79oIQLKlwi+BVa5I6ByCTEvoGIJ8TGgejHm5U3ABNUA -jNb1xoSi1jimmbJzU9JO7STtlIMAmiWTn2OeVlzy6oG92u308j7dDhxI34W9 -6duw5coGbE/dhMaWBgsuHzlc9hS4tDOz1msub0DSwTBoL8d350S49LJIhXv1 -FHQJx3H15EHkXYlFTXmJgkPeEi1nxW0Ph7zPzWJ6W3D4NXHYTcJh6dP4IuMd -zMUozNS7wK10CKZpRmCRbgqWZs5DcIkX1hr8xBo6G9WRTSvIkl5Bsl1aA2I3 -5dpmP2OwkuSm/BKjs76Aa0V/s2AlZ2UNiDA5tvxzHM7eI8dnW+D3CMHPuBU4 -eSN0R9eLufzv3XyIloUZC8i+Ach6GEH2ue4dzG4aIa2HCE/hULjVEtAqhgpP -4TTVSHims6fQHWG1yxHOnkIIT6FVe0FDIYZlWFo6C9PVozBRO0gKGrrRB1Nr -BilmdGdTppV9gQNZOy1Me7SZprUwzcK072VdxIRpNu3E6yjuummyu25p9lyE -VEmhkOtgsqrcBRGN/kJ1EyE7Bh8EVbq3WrXa3tLunCpzq9bWgjYL2ixos6Dt -O0abvenaron3jANmpqqHY4F2sjFgJqw1YMbJRGFTrNDV1d5wz5smrNAxmt4Y -nXmbFWptoZqFahaqWaj2HVPNySxi5T7sUNO9K453NEMnaczMUGu2Q+lGyCQT -t+B3FpqZNm3+IdLMEpZnodm3STMpU4PTbebn1DzF/Jwh7cSTzc9I8OJARAs/ -soeNMbYBgQhrWI7gGk8suDZRbMMbk/klJt3sj1E3P8X+rB0PmyZmK1PmRzDM -tkI9HXWzrax6oG6WFb1Gf6NoshVyJlgR28Tr/GaMr6WOEu3RMMf0OhvpuilW -5pSShtKMk4ZqmGt6iZ245DoNlT3eOBSfM+3x+kQ6lv8R2P7pQwW49kPnNm3a -ZAmdswDuWwNcDwE4+zZGKKlrpWMwTTMS8zWTrbrDL3MxtfHPWoKV2R7wy14E -b9VcTDs1GgP29MKhzIduPdOeqPIjXB1rj0MTf4uL819DiuefoVv6F2Qtf5ve -cPqyv3A+rmVv4fSsV3DY9Xe4NP8PUHm+ya8jw+ctuY0dkt3fRMzkFxE/7SWk -uL+u9NFNvGyDdJ+3cHXhq+ZMcxCjp05ywskZL+PY1BeR4vEmdDRalq/ovZsy -Aeosxf0NGuAFMQH+W7fMfJJqapPh9w8UrPoPDOv+i4YN7wNbehHkPuKSEg8B -8F4yUeDuEgbHNe45Z74FfRb0fRvok/Lu2ojNatMxBBNVg1BUeqMHKmsrOINa -bSWq6Kg2VKO6rhr1TXUPG+Wc6PFH0E7pitqNn+LGur7QRQxB7rYpuLZ7OhpO -eABnvYAL3sA5L85IddaTTPCmE0tgiF+E63tmInOLG/J2TEdVzHw0HF8CnPEE -znvzdc5yc5zxQN2xRaiOXYCMLVORu30aCnfPouaLRVei+TkvJ9GceHB+KSr3 -uhIQf8SaXetEraBz64H66C9QHfUFMsIHIHfzeNFbVewiNJ3yVHoyThSnPWii -i3F990zoouWR90gjGyd6Tp6og3iv9Ufno3zvFGhD+iIj8ANkB/wL5WHvon7D -e9ZMza4PFTA5UI5LyFsC5SzA/B6A2VrmYigmpQ2Gvs5ghM9DQsSugoi6KV3Q -tPEj+pZ/SF/6j1C/sRcqIj+CdnVvZK0fgazoSSg7OBv18QsJMov5K+nE31Xe -BnWSTp1aJL6lNTFzUbB9CtRR45G1eRLy6W9D7Fy0nDBe5mh6GV3Cp5lBFQdm -QbdxAjI2TkQ2jVZ+YKY4j1OLuXsHcRmx4NQSlO0cZw7LrgKW2qnd0LSJ34P0 -Puo3fICaqE+QH9kfutB+yN48AeUHZ8FwdIHADI1823sQk5lHk5kJLU2G33ZW -tGvrZEzfupTdEGfcCVPzUXNkNvKjhkO3+nNi6L9xLehfQvnEJr6jvbj1Q8BR -y8KIhZ4PjJ61htqHjZ6djPRs3PgRf8XoO+4o6NMg06fAlD4HJPq03I0+hEKC -lKAPETTTFIXt0OfUYiN4Gba6qAnI3uIqIGwE76nF7DO8Mz47meJTfhNOkijY -/CFq1n+IgtDPoA7pj6xNE5C/bTIMcfMFoOQZWZlNSWZoTcwcajtFQF0BuiF2 -noRemlLru+drSCs+uRi1BNGKHaOEMpoV9AEKgv8tIFrfasHbWzhq4aiFo480 -R+3bIKiWEHRNIKgfMjeOJ6y4CgS13AVBDTKCmITmCGqlonRNDzMVtpauqTw4 -0whgRYVlpMljyQgzI6lVeyg1ex+EL3OteqQE94NzUH9sYZv3YapWL6Q5KWq1 -MqepYk5oq1Y7tgoFUkt5yuV7pxJN+5Fp/75QSytMTHubhxOlSikGru9w6NAh -8ayLfC4qKkosCvGznvK5lpYWyD9Wz7RzzsGCZguaLWi+PzQ7miHtIzQQ0ipN -HAWSvjr7HkgjzMZKSNNEjUfm3TwFXW/3FBCd2/UUnPFA5e7xd9NtnUwUdMk9 -8Km5e+DAV3MPCAX9Du6Bbq3ugRPzhWabF+VyJ/cAz+th5TDnrpk3b54Zh7nq -JvOZn3UXj/aCuVwOmhm9cuVKhISEYN++fbh+/brclw0X1BFM56o79fX19vJp -LgfN62Bcvq2kpMTuHj3euHHDyt6E6pYYqA5DdRuJ6mvT8fxR4PlYPh0jwL6/ -EW9tTsfYJAvY7wr2LNXLgJ5ON1ZxDy01r0GV8Br0Fa7fCOxd7+m7IN05ztR3 -cWoRo/E0M46wd3YJ8Wg+qg/PQsbmicjd4orcra6oOjRTqOISPhdJlzm2Xka/ -647OFdjK3DRRaLbqsEF3Y3gXRQKRYWBqILCPQiN8FOPb+ih4nq3DyjM1xM1F -4Y4pJH0mIo9mWn1olqTkH1/gbPrmzroLrtfFzkH1rtHICOuL3FUf4vrq/9B9 -eg+NUR+gbLWAdodldmvglMRZWxw4cADPPvusKIPs6+sLLy8vq87w9OT1SD43 -bdo0/PznP8fly5clfHdGXV0dIiMjMWzYMAwYMECU0OTfAwcO5OLKuHTpkpWN -/CVdunQpevfuLWpoVlRUKBjn2mqjR49Gnz59uGiarUnPXMX5Tj3TJKzs5Htr -ifjqaDjf34CfB1zGr9Zq8Vy41hq/2ZhHPfx6Qy4dOXwQWvjRDs9FZODNsMsY -drYWwy81YdRVYOQV6slC+za0t5d6KHwFZ46+iJTLv4c26VVkqv5Izf5ACpUu -+Q+cNCblDzhz7DVczx2JmvKJaDZMQZN+Ss9vIAWk8Cj7Np6XTwms/QRYCZb0 -78zZPp1gmrt9BnJ3zED+rplIj3ZD2sYpOBU8GokRE8V5TRTp59umO4vmDvQo -Nc/bOVP8TtvkhsvBgyXUL24X9dJsHNpfldwwkvRvGmHr1C5ihM6tEzKOIE0o -PoCabpuO7O0zrLrIk1dmk7tzFvJ3z4aO3kBS+Bgcce+FFP8PkebzD9xQnep4 -SDcNDTt27JhpaJitrBbv3buXnlmJw9HREe+9954odPzZZ5/Rzfzkk0/o8r// -/e/o1q2bqGMpEd5RqM6DBw8WHPbx8cHRo0dZ3cf06dMxZMgQTJgwATk5OZ3k -7yZr3FwUee7cuRyFpkCe1HlBbb4iMTHRVu6cJ6V0vnz5ctE5D8iSRuk8NzfX -1uTtXbhwwRLe1jE474Rf7qvHm+tSMWx3GkbuTMLUAyrMPZ4DryulWJZqwDJV -HZam6OGdoifNyTu5lj6I/HzhVT3GHkrHgL0ZGHAgG0NO12LYOQP9U0clorsF -/W3R7yT38L84Gfc+Ei6OQ1LCTKQlzUXxteWovLUC+soAwv0KVJetoDtdVepP -366q0hWorfBDXuYsajsGOpULigvGoLp0POqrXYVoaKyd3O0biIbHBYxtTTw/ -HyA5uB+qKsuJILXVldbQV1dSA0NNFZrra/gZEi9fRFVFqdSA3rK+phI3NBfv -pt9LWxJsJB/Nxo9wLeDvyDy/v4fowVb0aqitQqOhGvX6ajpbYSW9Zie9RqPX -6WvQZKiCvqoMzU0NHRfiRDdRa94kXE2BOGvonTp1EhC3tbUVwN6+fTsry5yG -WFzev39/nDx5UjzrKmv2t27dEmo3szYwMBAGg0EGqC3zFW5ubkLBDg0NZf+J -/JoNCgoKRBHjrKwsLmR8B5rbyD3xpKdMmSJGCQ4ONhnFhkWEmAGPEh4ebkp0 -S/xdhyF6F6MrfVwKMIZU8RHnDRgVX4JxB3WC7ItO5sJfVYvA9GYE5wBBWSwH -AjNB1AnKBIKzAT9tM5Ym1WDSkUy47EtHv71ZGBBbzIQXUJdVfGcL59tyvovk -0Ml/Gdmaz4DG6TBUTkFZ0SRoUl2Rrp6HTK0Hbt5YCUNVCL0ejpb6MLrzzXWh -9F9oqafndSEkBwKRn7WAmD8J2tThyNIOR+XNcYL5LXVT2Ryga74+9J9Ulgg3 -vw9t6EA0t7TuKi7PV9919fNJk+XFMnZrJx8zjttxUHwHt7YNGhoahJJK+jLs -7e2tmcR07SuvvCL8zKWlpUYfMyvLrKy2ctgGZ86cEdAcO3Ys8vLyFM8IY52h -yfAkVHe5G2ZthBucT40bNw75+fnKadabma5yJ6Y15y0LmB2GsOaLldYCgZ2Z -hgKDLkTI8edrSDfOwGSi54IT2fBLrYV/GktSYq0jAjIY04EZYOgK3AZmAT4q -PaaeKsbY/VoM3J+NvvtzMfh0jalHhYex8Na8aQ8jbzPTPiV92I2pyDoxWgyT -oa+YRLr1ZNKfp0OdPAUZ6sUoue6PmopVaNQTfxvCiLwhvBfEEEL/FKIw81hw -ua46GGXF7jTrKaR3jxW6d1HBKNSUGV0yaCQCO3yLHG5qbjZyuCwv7b45XEoc -vpZ09GHgsBKWwZvc2BPs7OxspUD417/+tYBuYWGhcRmSeU2KqxmEN2zYIK5d -vHgxv67wMyMjAyNHjoSLiwvrvPeA8Pr160Un7u7upp2kp6djxIgRohO1Wm2B -8EMAYVvBRWeMSJAgPOJSM4afqcGoQ5lwPZyOefFZ8LhYjBVqAyMYQcTcgEwZ -xc4ShrMkFPsShhcl1si+jUzZt1EDl4sShkclws5C4TssY7ZS2EZA0VmAuEnv -SsdkVJVOJBBPIqWWgJq2GDkZnqguC5ZA3BhG4A11EhxmbZgZvJYYvIr9IbL/ -YzTS0yT/R5W5/8PWguCvgmBHE6bxul3Pnj2NCP7pT3+K+fPns7+AxzXqwbxw -FxAQYFSjeTee4o8gdfqurO2EZcuWiR6CgoKMPXDie8XXEB8fbwHtQwBaBxm0 -rO2OIPyNpmP4eT1GxBdjzAEt5hzLwcITuaTx1mClrkmANtActGYuhmR2MWRg -+P5M9NtHsI0twVDFxZCIThbQ3hO09gJ9XWTQktZbN4W03skovTGRJjCJQDsX -GRp30nrZw7xaaLwEWhOt11nWetkTcV+eB2sLbb8KbZ3lKbJ2yl7an/zkJ0ba -Ennh6uoqwh56yJ9sVnZZJ2XdlHRUBZfV1dWYM2eOcBDs27fvDsBVFvEaGxuF -dsydREVFKZ1UVVVh9uzZopMDBw5YmPsQMNfZhLmmHoZxhzMwKy4D848bPQxC -uWVnAuHWgTVcq+78p+AuH6tygJXpzfCh5m6nSjD2gE74GgbFSdwdcakJo9nX -cNUIXAtvzXnrJODnZOZhqLq7h4E4S7S1Fi5e+to2hBtV2/ISD2hSpkKnGkeq -7XBSbUehtnyiAG2zYaqFrvema1d5iteuXcOiRYvw3HPPyXS1QZcuXURcArsa -yMJXvAccl7Zw4UIBwc2bNyts1Ov1WLBggTi9devWewDWYDAYW2/ZssW0Ew6a -5tPbt283BWzbRbKcmPgHD9jEJctZ4BDO+LETjsfmP2DAbl2vNZuRXm/4jgHb -TQDW0eg9GHVZ9h4cbPUeeLH3QFMHn7R6JyxT1ROPl6XV09MG+Kob4atpgmdi -BabFF2DojiR8vk2Nz3cSXM8axNrZzYoq6f3YIFWd0hFBWlVTRV936ZanJS/+ -7kHaVYDU0cxDUG3iIUhnD0G6Jymkq0hxDXKmh5XEXY6SMFQFor4mGJW3/FFa -5I109WRcvTQUKVf6E0JHoChvALIyDhrfjzZs8P1jM2QA6hsaCJvStTezU74S -NvMTY43jFufpHjA2NXHrxFxe5EebtuzsruD91i22zPHiiy8aNdOuXbu22YVn -wzs3BGMZbps2bbJtB4XR0dH3AOcd6MudsN9B5qkETgdWjMXUtm3bxqdxKDYW -p9dugKrHC/cLw2+dm6X9xuHktAVI0Wis/sqRy9RUo03FxohzGPZ+pSn7vj90 -Brs3I2TlBag1KcZJpaak4EpiIl6LVOG5GHw39HxM0NPBzCUw8oIerqRfumy5 -iMD9pxB25GxXhB4+a9WZ/jyH8JjziIi7iNUHTiNw11H47D+P2ZH7cO7iZWEJ -vS3mb4s0VRoOxRzEuPVGXFo9WF7aYAbxcnzKAFy6conub6p0qzvRtHU4fdwV -NSX/Y8bBbxWZPQQyHW6z9Tm6IOXKOByL88CZU5Hd6GEtNTtzOgLnzqzD2TNr -EXtkFU7Er8Sp40tx+dIhmm+aMvUUTQYu+PRC8xwrxsyd6Rj9AVICe+NqUrLV -b5VPWJoaF4/uvlvc15PGuK9eqAj5J87ti6DLtMbPKP2PL5w4guvbp5iz73vD -ZOomJO5bjeSUVKsXxKTsoFKpxIo+E4dUQbEVbu3atWbYlLap8Wa4v/3tb/jx -j38sQgI4XIBDuRRd09SYN7HDeeOboibu3LnzPo15br1x40bTTjhIl0/v3r1b -QSbrmpcvX0Z5ebk42HGQG3tc0TUfqKpJ74ToxI/0rpoaER+Tp6ibD0bb3LJO -I6bzjnjshNpa/XesbUqb4GwwgmzsQYfyUVZRCbQ09QCam9g33tJER7M4musN -bLfIk7NBSlpyR1QdK6srjfevsbEJqqRFrD5+dxx8QnDQRqzAVxQPR3ZmDJm6 -6EHfNl4LpD/RbHI0NbWYzU9WB+8OO1IFNaQK1tXXkyooXXt/qqCNURXMuxLD -4ylDdwxtkOfyoni0Fd5AhRJ8EESszMxqO6GW7dixQ4SpPv/885g1axZHLCmh -t97e3gJtwcHBxnWd0tJSsbWA13UOHjzYWcYSs43pyEok/9y4caO9lSIvLy/R -4+rVq409sn7K+wm4x8OHD9/NqLZ4LTuI19J0r+/gg7koraqx+sLiS2yHY9JC -SukNdvXFWPW2uPruvpBiJ6LrIyIi8MYbb7DJKpBRUlLyuPzp4gh4Joinp6fR -6qXTeXl5QkNj3pB6pGCJMxPwyjTvjuVNqIwlXpFpEyy0Zs0a0SkDz6RTjrxX -Ok1ISLCsp1jIZCHTD49MjjKZOCjG398fL7/8Ml577TVWYphWT8qfrri4OKHD -MF+KiooUiHBIOZ9mkBQUFChkYtVm1KhRwrzj39wx76bkvZkmZIqNjRVXT548 -mcdXTp86dUqc5hDzwsJCC5ksZLKQ6YdHJgeZTLwNkF1Iv/nNb/DWW28Jj1Zd -XZ2y04Wf8i5Bfqa4rsjME/Rg3WbPnj2SM8oWtbW1QrViLHE+EHZQKMhqJnOb -scUBg3wZo4pjqXkR1gRZpqrY3r17lZ7Zn8W+Mu6ZAwYlp4eFWxZuWbj1Q+OW -sl2afey8I4OD1n7xi1/gH//4h/DM8xZnZScJU4dTD508edKY8yI8PFyoPxze -zO3ZrOMAvBUrVggqMZEuXryomJTslOIlRoaVCbCUJBdhYWGitzFjxohFUVLe -xKxYJePeeK/IpUuXTLdEP+K56WyNsBr9aRVc+0C89hgmyX20WIhlIdZDQCwb -cU5H5zhPPU4tekz0bSNyw93aPQ1FR1cC6m1fIQubvVgU7NGjh8jxwAuD7Dhi -qhBC6FVSb6h/xskHH3yA7t27s+dI4VZZWZlRB2KysALGxh83Z3Vp48aNzDtF -R+PsOwyfNkl52AW/ZMkScVXbXvg5Z1qjXhResd+LO+bFz0eUV/ZGXg34bzIG -f5CGoR+lY9Rn+RjxSS5JjeEf59B1Lr0yMOBdlYVbFm51cG7ZicuTw8dAvWES -tFGuyN8xHXnbp1sjZ6sbXZKzZSodbnxYOYlHe+Rsc0Nq5ARodntBn7Ae9Vc2 -kEK2BUiN5hncMZ1NUlKSSJkQFRVlns6mE2e4UXKSWXWRQ8dsbGwYRqJFd9ky -5OVFjqTgoIeJEyeKlT92uTMqiUTd5M8wq3KchYF38ZIWZWdyNcdi3OFqJYkk -612k1HHEw6PKsS4yj65h8dQMeM25igCvVKzySUN0WAl2rq/C3k0N2LOxDruj -DHTosStKTxKB/qL++PWRn2sx8QsL3yx868h860yPC6DZ5Ib0Q4FI3rsSqphw -ZBzfgNKkvdCrD6NeF0NfcoPmsDM/pY+4QXsElcl7oT0Sggy6KOvwSpSfCWul -nIpJt7nbXUDHARGsO5kEQiigIy1P6HT9+/fnjeYjRtC5zz//XOzg4mSLPeVP -KVuS3A1HXTU1NT1m/OrUi57Zp+XQflPTehWPeFiDQrEC+M2rRAR1G+bTglWe -BqxYkoXgpZmIDM7ElrVFOLDFgJidQOwu1muP7OD+Dm1rwqgvdBaKWSjWwSnW -RVBMu3maDJ9oGBI2oPLyZuiOrEbW8fUouLAdBl0sGjKOAgWngbyTHOeQe4Iz -ofPznOOEt4PIOxGBdL6GoHYtLgj6S5HMMQVqfM39V3ZgVYrjqfiZUtmBLUgl -56ByP34wTncmke/ccoT7wFqQw4khghBvhpIeIT5lCPbOQtgKHaLWXMP+LbU4 -sLWRoSSQZIfD24WMoHMWMFnA1PHB1MkIphbChrWAhzODhIASjfrEKFSej0RW -XAiyCVLaY+tRlrQP9Qyp/FMMKULUcUemk0Qr6TT91mtICUvciayjYUg/4I/c -mEDBKhNTs/NXQdWRI0eEjWmKKl515C2dP3RU2cqoCvUGP8VqrzoEuZeSDpWJ -MP8shAfosHtjFQ5uaxCoIj2KOragyoKqhxdVtkZURQtU8W/95fUoPBGGzLgw -gaq8M1ug18YK3Qn5JqjqIqGK6UW4qk+PFfZi1rG1yD4SDO0+X5SdDm1rL8pD -3g+vrFtd853EAiBbfD90SnUWGOkiFKrQpS0IWaZHoGcegkihCl2hwaZQUqii -9axICUvv4FaLdWch08NHJkmtcZKoRJYZO9grL20USlT60QjknI4WVKpPj1O0 -JW7dqkEZrb1DuHZ6A9EsFNr9fsiLCWhr7VnfD5GekN82J2n7Hg076fIbomlJ -R+KQs4CGI8KWmht2QYphF3INezfXKP5xC3ok9DQyeupE68YOhJ6mampKJ+h0 -QyWf/iGjx9nUfkuLRsP92W9OgkHOEnmIQAZtDCqv7hK2W8bBFWS7BZFuFYkG -oRBtpUE2MW5+35Y0SppIjmN/7rnneJef1d9NSPOthkLZiKbHn3gROU/+L3Kf -/L01sh9/mXrIevwlZPUUB2kb/GiD3J4v42LPFzoGgLoLdNiamGpl8FuUjmG9 -VHI3P0Da2Blp82rqU3ij6sd4gy57vfypHvhT2VN01euVT+KVq08+KOrYG6mT -duVF1Nz8Pb32e+ruZVTceNmqO8qvv0TvoeLGSyhI/w3UVz8E6qcpaWl7/vBQ -JK2udTa6koR9RprQNbLPsmT7LJfss7r0WCKPPu0gp/RRH4SBtB6Dhlf1jqCC -jLIb57dAdSAIqt0+SN7ugfKTwUg7HG4lw+fAgQMyfKSsiXYiTTiv0XFRNK6v -86Mf/YiDEBQOcYgT16LkpbpvhUOdUfjjV3H0F6/h9F8/wra3/ouTH/THhY8H -I+nz4Uj5YgT9diEQJX3mQl0k9x6B43/rBfUTLz94EPWUqcJakMvHOtHoB6vu -dBaX/LniJ/jnpZfR78K76HXwb3C5+glGa3tjXHYfjMn80qorRqf3pi7GZfTF -f86+Rl3/5EHQqLNoWlb4e1w681ecO/kh9u/6L86d6ANV4hBka0cgSz2cvoMZ -aS5ErnTVMOhSx0OdPJx+0yesZCzqqiYxneg70KZs2A+ET1KYk10bKy0KF/es -QrbqYnfkqC7Sy7lpl5CvSUB26gVkp5xFoeo0CrRXXpYneenSJVFBcf369Uqc -gBTB5MBlcUW4+Ouvvy5iP7mW17p16/CnP/0J586dM9WLuJdvLVSpK6499QrO -/c/fUDFyOkpcpkI30g1pE+cgdY4nMhYuR/mKcBgC16EhaD3qAiJhoEMfEOFA -D5GsRq+OQvrYmVD1/J+Og6g1Xo0WRDlLfCl7Gl9k/B0LmsZhZtUIzMwZg8UZ -bliqnYdVRUuxri4AG7GKjmBrRCGoMza0BFGXWxAKF83H+FP5Uw8CWc6yAiXV -w2rSz4C+YjqKCmYjS7cAujQPlFznjH5haK6PAFrW07ehMZK/tQ30tCGSDy7I -RI/O/IpIVF1THoTKm97I1M6EJnUctKkugm5cFsBYmqV2svMPj2/GOPWUjdAd -2yAG/ac8NMcZcXy5SXRTF1l74uqAM2fOxK9+9Ss8/fTTopJrfn6+QiaOuYyP -jxfPlDfyrYcpdRcEO/viOygfNhXlg11RMcgVlUMmo3jQJOQMmojkYZOQ5DoX -V6cvQqFnAMp9VsPgRx8H31DULA+xQ/XyEOpdv3IttAQ/C8k6Gsm6G0n2mYQd -TG8YKpgzTT8E06qGYnbhGLjpRmCR2g3+hYsRWr0c4XW+iMQKRDT522Ntox/1 -TmjDkLQPHxTUehihlpn2ibHolJTFdCqqyybiWs4kpKdx4aiFSFe7E5mC0VCr -FPyT0u93Fun3RXJoY8GT+prVqLjlj0zNbLp+PFRXh6EwdxQXfLUWilsnkf2P -h2O22f+ACSc7v1to0H9JVmHbhAzS9kEutsdlsn/2s5/h448/FsHjH3zwgZWy -tZj3PXPihrZw+5Yd5CZwo0bMHmcBuUo6igZOwA2XKdCMmIKkUW64Om0hCj1W -4ubSYAE3vV8YA66TBXAdHHA2bQFnIxDkjGmNQzC9cSimVg+GW+EwTEsfiSXa -6fAgDWZ1xTKE1/thHTOu2R9rm/w6dQzO2bTlnFLWSck+aqicjPKS6YQrV2hV -s5CWvBA3CvxQW7HKtNKIVGjESRQaQcNaUWiktiIIhXlLiHJkpiS5ECmHUldt -LFRbC9/a5ZsUK95ZpOfjaM7/+7//w7PPPivyw3BGK/6JiYnBu+++a/Xv74dp -9gI33VHGShsdZaS0XSeuqYdMRMroaYJpmtmeuLlsVSvT+LcFZg8LzOwFZ7oL -kM1oJsXNMAxTywdjaqYL5monYknaDKwsdEdozXJEthhh1uEoZm8sTucq1fCo -nEQK1mRStKaRRTobakGx5aTIrSKlbY1SJdRYJNQQIoqE8lFTYWKJpoyDTrFE -b5lZolbWFpC1CzI72QDl8h2cTeHNN98UuUY55/uNGzc6yVPlysjEMvHsX98P -zxwFcbqYGaIlxLTcdgzRqhXhyBg9XWGYlQViHRdijgIzXe5seaZJlmdItQ/W -NwViqOYjBVxWD5xcTkb9q42pqZZMTV2aOypvNzXvZGlWtrE0r+eONrU0GV4W -WLUNSrcTyUe5PgZvfHZ0dBSpFsrKyhSD8k6w+pZTwpjCqqsgi6PRoCw2MShT -xs1AfG8XaB5/CTeffo26e+0xFD/NPd96+o9IeuIlZH8yDJXDpj7sfLJt5dOe -WjwfBzwfy0lpfhXD7Z872NQGUp1aIbVHT/8Wai01tsEv9jfirc3pGJcsKq8/ -8VVJZWdOqtof4+1GolIjU6nhZwyr5p/hj7p7waqrIEvnds1H7/Q5+Pz0P/BG -5Y87BpyUij6txqHr3YxDZ3oI5RDIRgJScwTQFCpqrhcVuCNLO01Un8xUD0NN -2Xjcuj7sB06h1ogHZWsM23mcp+qxxx6Tq/bYixVHTlLFidbZ98U/nP7K1A5U -QiEuX778XaCoh4BIZ6MdSHoPkv/TB0efegmnf/4HHPvp73H+mddw4Rd/pOHP -PfNaV5x95jX6wvDJ2J+9glP/6Y3cPqNRPGA8K13WDLXHHhEy5eLZ1cn4VUgy -nludTG//d+szqf1vIzPwm8h0Pkgx4cdO+HVYGp4JSTOhldzHuhw8tyYFvwlX -Ux9JZn381qwPOzwfrsFfQi+i/94MDDpZDZeLjVzD3JqJ1uOrEs3RSLT39/wZ -f7r4c/z56i/x+qVn8Lb6V3g77Tm8pXoWf1E92xV/SX2WeuGnr535Kf5ScTfC -9RB4sjPalLPrR+CDpDfwRvnTHcJWbK25I9mKBhNbMZ1sRS52oUld2oUeltGn -XqNaRqxbBp16OSljy5GU4IGEC7NwaP8YnDw2GAV58T9EiClLkO0ETigpSLOz -s8XOvtYiZLaws7PDf/7zH66kKFKUmrrtuSgOp4tBG7c9D1FTU/NdoO1xWcsq -JTOwqP945A6firgvhiJ+0iwkz/ZE/mwvFC70RZlnEG55BnbBTY8Aak5/4tYi -P2gmzEbS8Mm4/NkwAbjCfmMl65IsS/rd7SFnnLPg07Mb8tA3tgRD9mdgzD4N -pu5Lxrz4THhfKYVvWj181Q1YrqqDj8rgCJ9UA426PNUAr8RKvBChZe3LrDci -Zv+jpRhzogSj96ZhCvU251gWvBNuYWlStWlvTqI3J/5TDOSepMeUo7miimPf -3ToMJgAOPaMXdcpGJQqtjtTmrwhBKRTjnepfYvj2vpgV6IYZmaMwIWUgZl+Z -AM+MWQi46Y6gck+sMSzF6hpvZ6yq9qLewvS+GK7+hINa7wLDnnKRMV4Z/Uj1 -ZoeBYGvBHVeANLurCRNRVVX+GAw0JJf006OhoY5+19JXsvEHzDcOsWhTSaez -/HniTC/Msf/+97+cIUups0jamyhkkZuba6V4uzhJKeexaou2bzkrjCnanpBX -JMuIRdV06D5zQWGKChWF16E7HAe17ypcneOBa/N9CG+BMPiFsQffmV34HMK7 -Yi2qfUNx0ysQmsnzkcyY+3wYVL1H4HpfwpzsQCsfzN6Lh5tzXY2cG3SqmvUp -UTJ71MV6TDxNpDqcjZmxGZh3NAN+yVVYqW1EcA64MrcD1+Cm0YMyAX9NA16M -1LXyrquRd6ypMaC41xEX6jDyZBnGHsnE7KNZ1Gs69VqNAJ2xV2fRq5Oo7R3A -tb1T9HA7lofRNJG+u3QYcKQQQ8/WSty7KnHP6atyr5uReyO398fcoFmYUeMi -9DW3miFwuzEM08kiddfNEAuaayqWYW0dL2iu5HUA+gpENPlT11EIxuj0Lx5S -CD4pu/CbCYJpya6kgDRYjf/hoe42r5iT/MFhZYzTMnBm98cff1wCnJ1IkMUF -djiTA+eO52SoJ06cMA2E/Q69+IpLi+GjJr2rRJchD9MZLaRB1l4vQnbMMWii -dyJxnhc0szxQsmQFanxCoCe0WXPcRWcRd+EkLVf6h4ulyzLvYBQQDFPGzsCV -vqNw+dMhyPlylGK1Wgmz1eEhR52NEXUDT1Zh1BU2HRP41o24IpXKdjlfh3EX -9Bgbl4uZccSoOB2WE/X8VLV0BwKzuNsAwl1AhjjoHD/aIJCe+6nrzRFoY47A -1tEYXSMZXZebMfa8HmNicjGJiDgrRg2Pc9fhL0YLum00B/HoxIBEcDZ4PjRq -HRZeLKXrszBwTzr67E6n4aoU29hKGMf2X5WPPdvwcSZmVLlISwz1Q1vXS+ta -10vnaMdjSdp0+BcsltZLm43rpWT4tEZ/PDq8bGiot/DSWFqxk6iC4efnx8WC -ZIPXRuxaeuGFF5if7J97UJDUpssLs52hr6nBrctXoSVAXp3nDe1CH5SQMVvq -FUSADJP1P+ajs8RH0gRLl67CzXsbvLaPGh1tBTZ6YESCRMdRl1sw/CyZnDH5 -cI3NwexYHdzPFsI/rZZphSBmksyrNkS0ugMSpSGcjUOMICSOICROOFUK15gs -zI7RYTEPoarBClI95SGcBAmdxahMQr+0uvsxkG2+3rJHOxxU4uCMq64GadV1 -zo2xcNMNF6uuvgULEVLlgzCDrxQL1+RvbSHhI0xCpZA2F/4hixkffvghbG1t -xbqqnETauLmcC2nLKxpWz5icU1yAptlTv2dUSha+I+pr9SjLL4D2UCzSlpO9 -PNsDBfOWocwjgHVJ1ErbFBzb0FKxm7WK3fyZZDcXkt1cptjNvA7yiNGys4BL -F4mUzBuyddmCHn0oCzNi0jE3Lh2+SVWEsQasyjYzme9Ex84KHWWEDacuR5xg -o5yURTKf55J6yl0Ko1xWCElhdBR07C5YbDSjU/WYJszonNvNaImOPJgpGr8e -GR0EhrqaLfFOvU6ETB+BJbrpcNfOwOrypWIXBFPx0TKiLSiUUCjlibYViOPF -W7aYefWDF2l7yJhk3J09e1bUouWVEo6X41URdh0qpbJ5s0N0dDSXyW6t7yY5 -H7lWCMcKFxYW2sk9sruS7XIumcsV13jb14YNG6BSqYzrMl8VqG0TACV9daA6 -Gw30JtlAj7+jge7ISLUWaqgzDP5r6QhHOSmg7KlMHTcTiWScJ3w6FLlknJcM -mICqIVNwq884ZqjyAXgo8eksWOfYxhQ3yKZ4ljDFvRNKCZnau5jYzvdjYp81 -MbEdGZjWwufoLGAZJNBcj0VsVMdmY+DeDPTZkyHUSTaqR6cQIA/lfX1AOgk4 -Od3Vig667o2R6s/bD9SzUPFhpaKSw+yTTz7BsWPHxLNuMin1ej1WrVol6hkx -Lbm4kjV7F6k91zviArjS1dKHjonZu3dvkQ+toqJCISPRUBSJ4wJyCQkJSgUl -XmqZM2eOqJjEW/h5FPZc8khcnIQrKDU0NHydim/Hn3gB2U/8L7XLoUcpcVFm -T3GQGpApEhfl9HwZFx574auCU1Ko7cyN9vlGo70rihf50Ze9ZLE/brkHCP9l -3vQluDJsEs71HYmT736JjPf6I2G+l/Fj8FCysZugmv1thvjwg1n4dXjabXHK -JkDspng4jQZ2CxnYBkw4LRnYs8iGX0IGtm+annRXr+Ra+rB4JeuxNMWAZao6 -LLlchtnnbmHUPjUGbE9Bry3J+HxbGm59XfxJIYAOt1nOC4on4JML7+CNitsZ -ZiHew0W81uA+hXi8kMIFeFuJ54gdO3YIHnHQH++PYD3xxIkTglOcvp8XXjIy -MhTgBQQEiNpw8+fPZ/1PAd7169fFFli5ZJwUTuMkdsDOmDHDWIicq2FevXpV -KJRc7pcH5Uv27dtnZVo37t6RhA64/uM/4NgvXsOZd3ph29vv4cC/P8cFUsmS -e49E6pejrJH8xQhnJH0xgqaXQmraif/3CdJMMyXdm3w9FTjo2Qa/hvTDcUTD -jNh4okBmbDwy444j+9hJPoPUA0eg2bob185efLgx11N2z7lcbMKvI27ffmGC -NamprZllPCSuGEv2XaTPV1xqDv2b4lQ5OKrKxTE6jmvyEZeSjYMJWuy9mg1D -Q9PXw9djMoBmtQzHZxl/FWyy4OohxZUS5sLBKbzLwSSMT2FCamqq4AY/UxL2 -cxpsVtf4WVdZfWPeuLq6Ct6w+cllxK3l1xhRzCIugskqHhf7tZY/fcXFxSJb -CW8Ya25uvivVbLBz504xAlffJFR2kgdghyMvvXBrngRdbYwrZFWOgHaPGMIu -KHzqVZwjIlWOnI6bLlNROGEO0ka5IWXaIqSTvlXmH4ZKOkS6pUCRbok37AZE -0EgNq6KQOX42Uk33vN4bcson7uGG1fn6e8FK2RfW/2w9Qs9miDHGfSP6ME8+ -01no80jQh7+9bYLsFPpERkYKR5YpfZgkSgJspW4uP2cujB8/HgUFBQou2BfG -p5kJBKgu7cNFoQgvPXh5eYnkIgsWLBAIU3piY5CtUO7t0KFDpnC5dxRfdwGX -sy/8VWRCIg6gfNAksa+rZOBEaQPq0ElImTIPiW4LUOC+AmVyJqRa3zCzTEgr -1kI3erqFM3fnzIAzdVhzWmfhjIUzd9n32UkUsOXtCGq12sqZ4zfoHOs6f/7z -n9kxb6VUsSW1SDiLuJB3Y2OjwgRWW7gKN5tSpCbdlS42YiWABhIWHrVWHPx1 -dXXCouP+w8PDTcFyX176VrBYSVmInIybRjn298bACdAMmSiyEDFcNPO8UbI0 -WCxS6v3CpHg4awteLHix4OXbxgtv1OTQBzs7Ozrn4OBA53h7eefOneVn/Ggj -nnOYBB8EjG7y5az3MBUCAwONy4E3b96Em5ubUEPi4uLugBxn+TQvMPJedu7F -39//m7BFinztJnGFt0uR4pI/arpQXBInzYF6tqfgCoeK6eUUjgZznFhZeGLh -iYUnX58nHAMgh1LROX7sJJ5bW1szO+gZn7MRHOGU+fb29rypXLGRTGlAGo2C -FI4ZmDt3rnDO7Nu37x5I4XyzXGqWAbRhw4ZvghQnJWmiiS2U144txE6XzLEz -v3utpPl7okhDQ+NXpkisaHpENI39vijCXKhnLoh6QfSnOHUnilTc3rrsjhTR -1+nNKFJV/DtR/ucxkyJAZYUPeltPc0tLR6IIkYMpckI6d2eK4G4U2bNnD+/J -FgaOLaewp3Mcor5w4UJepaJZSOdiY2Px/PPPi3MKQthY4XbMis2bNysIYV8w -O0z4NNlUd0CIYjaxEcTL7WxVlZSUKKe5KqyyKHX8+HHptIMgC1/B5hMf9C9B -9pFjClnaA0tXOWNFe3YQb+85/uVwpD3+0j10EhsjTa6r1GhobBgrO4ToA4X4 -mDwFKhIAbAVT+v8nDWM+MWBULz1G9qqlT/PIj2qp9+EfVmHAu+rvgC1b1mnE -J/wdMTn2pdXijSjtvdliI9jyyxAVfrGvDs/s1j+Gn++qpffx8921+GmoDoNO -68WWRd5f+IQJY1adpBFprHHy7UhJS/7KjLEV1PhE+xb+cONxvF7xFP5U+pRV -D3p8kl77U9mTeOXaY/g0/a+Yg5F8mZXpde+n/Al/KHqcqwrdfl0BXad723jd -E224U1FVId8rG8Hh1KvzUZL3HMqvv/wYAYdjNcquv4RrGS9+Q/SokiahtrZG -vk0E/cZGaEIHMX74O3xX9GhCBsBQV2f1W5OJlmQlK/i5M31sjPTJuxLDlykf -i6Jc7dcHkJ0AUFrEGOgPz5KOQzNRe2hmD9QenMnLLwenIy1qilzOMFpUWX3c -hEmauHWop3n8PzEbydGqfJ/5IEi1dfzycvUHH3wgninn3n77bUEv03N/+ctf -jJFBCnfq6+uxaNEigSMCjUIpzq2qUGrLli13pZSzyLbKjmBWdPgqekk4qTmt -BdOLY4w4iEhejVdwxctlHMe5ceNGAbi9Bw/iTEQUVD1euBOupFw4tgJVlUOn -IOk/X0IlrZbfE0+az11w7sAhpKrTxvLYdFqjTcXGiHMY9n5lK57sCU/AgA9O -YPzgI1gwORmLp6Vh2dxc+MzNt+qOpXN4t7rX7CwM7ZXaDnu+CaaC3ZsRsvIC -1JpU+urxJDvhCt3N1yJVeK6tddQWUxzJ2IJPopPxz4AY9N6aggH7MjHwcAEG -HcrHwIO5GHggl/7zA+jRQTz/fG82vtyppTak952uhsuFBmWf9GMyxgafb4Tn -3nPQqlKtpNtmizRVGg7HHsK49UaUWd0Xy+wxs9kFw7Wf4MO972DgmQ8wMu1z -jMvqi3GZfUkZHpfRl4Ycm94HYzPEYeUoHu1F8SEOcux37l2M0n6Bibf6Yqp+ -EGY0DaPrjKFCjpjROAzjr/XBxwf/jkFnPsRoVW8xwHhpENERDdBF9OvApY0w -NO0jjFH3oT77SX02DxPdUK89ZCTOICSOTxmAS1cuyf8Xe6hUWpyMX479u3rh -7InPkJo4ANnakcjSjKQpZapHdqEHDuvIVI9C6pVB0CX/L5Hxta8DScNkJCWM -oy/WFYKk9LFI1WTggk8vNM+5BySjP0BKYG8kJScTJKXPfWqaGheP7rlfSFaE -/BPn9kXQZdq/Kj3QR+DCiSO4vn2KufZ1n5x0EJzM3LUYh4PdcGWrJ1R7liPn -SCCZQsHIjQ3qhtyYQGqWExuEi1ELSI8JQM3FCNRdXi9VqJbY2UNBZ+omJO5b -jeSUVKu/iznacSS32FrDbOHIbl4gCw8Pb0NPjiLnGEtTUv7tb38TV7alJ+la -ZvRkM5Ed3Wwm0ggKPXmRTjETd+7ceVd62gtbcPjw4SK0kl9ixY6Xz4ia9Dmi -MzT45MmTRa5+qaNWbY9Jy0YpH6xZ5sWduJu211PB4bCpSHu3r4LO+1HsitRa -dhSM5fdsxRvem3A8Nt9csXPCuM+aMH6ABhF+jQj2voEQv3xEBmdic3ghDu8w -4NheIH4f+DfJDfoEsvJM93nMl1qm7res8G1dr+WJ0jeWJ90JepJq9zAmH5cj -y8cl0qQuNWBsbAEm77wMn1PpcD9fBN80A1bnAmvy6MiFM9bkiAQUciD44ktl -cI3JxOB9WeizixTDE5VGqLZNvMMK4upT0gyl2ypJ+1R1iqmSeC+y9pTTJM4w -uGBO/UgsSnWD56m5WKnxFLWRVtd6I7JxBddGshLFkZxEcSR+DESYfjn8qxZg -ftYkTNYMxSj1F5hU2g+uFQMIgUMVDPLmRRGIObtxBOYYRmHhzYlwveCCFWme -8MtchOAqL0Q2rehk1j+CEF7vi+BKLyzMcqX+h2Bk6ucYU9AbrpX9zfrv2kb1 -rK6tlv9rjuKe8BetsbEet0oSkJt9HLq0lSguDEBtZSCaOKlrS6SoneTIpZP4 -G9K4HtVlAaSXvvJ1kSubxAaDnpArfX7o8w9t2OD70kvZJGY97rfyF4avvZWT -+lX00vzEWL7sryY9lOSnK7rpV0aus/CmZWydhYbkaJScWYfck+uQfWoz8s7v -gCHjGJB/Brh+Drh2lo4zXB33DOe0pBtelbIf2ccjkR27Cpr9fig9FQJDgoxi -SZXt2kaLbaRZ/12+c/w/ZD5JJd/o8UesnbYhMXO6V69eZtR95513hLVreo5T -BikVmZQN5d7e3oLCQUFBxgWAW7duGf1vhw4d6ixzk0NLOaBejsriVNu3Y9lR -BFtNmTJFhJHyriMOBOUSA4xm7pUDt4jodiZevfvKUfRNcHy/XrsuEoj7a7F2 -OUTVby68u8arHkHu5VixJBtrfNMRtlKHXVHlOLC1HrG7eNpHdsABh7dzpwe3 -NWF07++Cyl9joUDy2zlh4PkmBJxQC5BfzC9DbEo2lh3XwePsNXjKKdECpV3f -Vqbbvnmvzsr0FngkGzD1WC5G87bvnWr0O1SIoWdqTDc2On1rLsLHlWTbLUMw -I3U0Ajb5Qa1SI+OWDnEZBxGo84K3dg5WlC3EmrqliIC/MQuGo9j77YyIphVY -jwDB0VXE2AXE0anpwzBK9QXG5/dp5WgTqazKdiFnMeQE9QCUVZQirzYLR7MP -I4CG89UuxsryJQiq8qCh/JThWkfzN47GYmPJ9amYoxuHMalfYnxBH0wq7wc3 -/WAxmnFzkvlqxz/lb09dnQHFRfRm048QrP2gU/ug4qYv6muCCM6hSnJue5Gc -20Yk5uaXvzmvH/qFkC7SoscmN3ZXSrU6ibGNVzei6vImZMeFIONoBDRH1+HW -1X0w6GK5rDkjJ/cESb+c49xB7gm5sPlx0eD6uWipAPF+f+QeWSn06JbkTWY+ -CMevsrrCge///Oc/zaj8xz/+EVFRUSYqqrRJ/dVXX2VaGwNESAMXirGHh4dp -gEhubq7I3ssUTkhIUGDNiX55DxK7Djjmn7cssTJsBmsHUQF58eLFQgRwjk0e -mCNvuTlx/itvkP8+IN3JFNI0ABPSiWGJVZ4NCF1Wh0DPfAR6ZSF0hRY7N1Rg -7+YaRjRidoJ/063vsKzuhIFn67FKBqi1kQr1yC4qw5HkTPieyoJHvA6eiZVY -rnDbdE+6s8me9BaheM8+XypSu/XbrcWAw4VtXRYO3zK6bTC9WUL3yg1+SNem -K2+jobkeuYTV49mx2JwegWWq+fC5NhfB1Z5YK7DqxyyVsOoksLquZSUiWvwR -ovfBshtzMCedsJrWR/g0bvNl2JuAdWLaIAJrjfEWNjTVo6q2CqdzjmNzFo2d -tgDLrs1DYLW7NDYNYhy7CyIaaezmlWL8UBp76fXZYuyxmj4Yre7dns/Dyr4d -rv9bHr6Jhq+trUR25gmka9ZDleyF63leqC73B+pDZK6H2li43s7SVCvX+Rk9 -Oku14tOiie9RMCRuROGpCGTHrxN8L726F9XqI2gh/Rv5JxnrToLwzox8Qfk6 -ontV0i6hmqcfCjR6SQyX15l6Sey/Cty5wsMrr7xisvNAqiUYFxcn1sQ5OwmX -qmEFmIBq1Um+jhPcvfTSSxy0Z4Q969msfnMRVVKWFdgrIcisSxOiFdinp6eL -/VcsHnjXAgcYc5Qy+44J9soEV69eLfaiBgQEyNvlOzTZ7RWykxoe4k1E86gj -FbwAwUtziOw6bFidj33REtljZbJbPyxkV/YMNza3oEZvwClNHjZdysLiODUW -nC6EV3INVmZKZDfJxRSc1bp5fvHFUuEzGWTiMxlm7jOx+a7JrryNFn4bhmpc -Kj6L6MwI+BBdV1xbgpWVixFatwyREl2dZIWZE9cxWUNqfYxulCmaoUTWdt0o -Nm24TiPJucYcUFNXg4vFZ3A06zBWaDxly2ARjerDTLemYWU9vbM0LFYirH65 -sAok78pQybuSL7wr9AmigXksJQ8fjWzdDtj/K8Yn9jU1w0DvvOjGeWRmxCAt -ZTmBfTkqS1lp56IVAuzM9bZUt7JgXcG6vYJ1VtuJvXVXNuDGiTBkHQtH+rH1 -yD4djRoj0iWGk5buqGA996RQ3Bszj7bjcQlt63GxuX+sO4uFuG7duiEpKUmo -xrzyx2oye104PwBvmeXVOB8fH8a2QnXWoLl6rGmMN59jVwgr4du2bVP2hFRW -VhrXEjmbCrt+OsvdsABhFZ/9M9YMdDrHiGdnN6e6Unw2HAfKSvy8efM4gsKp -4+PdUUC1i7mXxcPcy7IzqgIHtggvCw5tb+7YSHeQWUj/MyIEO1pKJUdLvLY9 -R4uE9G7t+FnyRDqrO/hZRAIpmefyvf6WWK6kJNPX6ZFeokVc5iEE6rzhrZkD -/9t9LRJUu9/malmouFpSW10t01tdLRJUW0GujGqoMwjbQHG5+N3N5dK9HZeL -G+nn4yWXS37fti4X46gyvj8UozrJ7haNmbulvER2tzSFo6rUz0Lr22gt+Twc -zZws1WZOlvWmThYTH0t3Mx9LneJjOdrqY6m+sLatj8WU03fAtK3IVOXg4CDC -zuQlR/kbaSsSI3CkOxeJ5GypCQkJctoTR4FxVql5kw2n2ucMq5yjgNHO+jO7 -sY2xqXaiggg7SnjR0YTDyixYSPBVrI2z85s3O3fCunXrZPuAXfKEZyvTmNb7 -ygFzFz5rHn+Za7T1RPHTf6DTN578vWhaQS+XD3Z94hsguquApKPwraw28a2E -+mfRocX2dbcw6gstX4lJvfGYGWoLicoVrVS2kamcLl42ae0qWl8jMFd+R2BW -UoMpXpSY5Cz4npa9KFfMvChS4mcT7zenWPVV12HOhXKMOZKDfrt1GHikEEOI -ysMvNmLQ+SYm8bcKYmW+Dc0NwgstuUvWYpmKXRZzCYlGd4mcJr8ba7mCiYxJ -5iKX0g01+MCnaK7g4lh1H4zUfI6JpF27GQZjJoZholpSpU3Hq9JLLpJoo4tk -LgKrjC6S28eTfTRCrTYsFz6auRk0nrYvxmi+JG2+vzyeC1zVQ4Tq/LEsLtv6 -RNJSvJGhnouMVIvTw4y3XQRvncycHnWJm3D9VASyhNMjsq3TQyjFJ/ixgLTl -vJOoT49DdfJu5JxYh4zDQciJCZTiQoRqHA3dsQ0mfG1bOc5W7ArifYv8mzMD -EgiNfOXaI6zAsmeDg+cqKiqMfOW2zF5WblnvZc4yOJm5TEpOUENKrhL9yyFx -HNTBL1+5ckVRbzlzA3u5+fSAAQNs2LdNN4kTcLFXmzRoI1IZ3uwrv2eputuQ -ai+Qqn2vP/b/+CUcf+YPuPirN3Dh2ddx7pd/ojd0lh7tcZrOH//9/8O1/uNQ -JCXu51SrzFqrx74BbHsI8HUW+rBwZnvUYeWSfAz75CwG/PcKRnyaQUcmRnyS -QXMZ/kk656r6NB0D378Cr+lFBOh6oUfztdQHteH+7BDi3Yxhn17CwPcSRR+j -Psvi3z1EF3YY/OEVeM8spuHMLu/57WNYsoLs7+LyqKZPumdSDd0Er6RaLE3R -wzvFgCUJZZgeX4ARu1LwaXQK/rXuCgLiVd+u8qtMTnJk1OBSyVlszoyET9pC -rLi2mB0ZNLmVFYvpIx1QsUQwMajaA34lC7DkhhumprjQW+6NAYnvYXjCZ8xV -JbEaeyguyR6KlWrZQ1G+qG1vwTWeQs1mgrqljKDevkD/y+9iyKmPUVtf+5n8 -XVP8DbmkJ2uTXrVopmaklMLaHMz9CCdb/Qg5Z7agVn3IGTWq/db0cIDa1qYd -hEFzGBXJe3Hj/Bak7g9C6i4fJGxeiIu7gv5PnmU7+Wt+JwsyjiI7ePCgCGnj -0AfePenr6ysuIbZ1l3sgNVAohkQoo9OYA4Y5km716tV0LiQkRPbTctJVes1M -USS1lZ3F9001qfScgyg9l9J/DC4NnYgzE2biiutc5M9dKtL5lXsFWXNefmfc -8griMnXewbi+YDlSx89CEl3DJUqye48UpeuYam3qzn0d0D3+/9s7Dzgtqyv/ -v2GYoTfR7Mbd9N1Uo9lk426K2U02xRhjEo2aqomJLSYmNhBEpUvvvSogiBVQ -QPrQBKWXYRozw9B7bzLA+Z/vfe553jvvvDOAjPmj8n4+L8PceZ773Oeec36n -3HPP9VblMEWaQZ33S4+2udK380oZ3rdAxg7ZrVblQXl1XJlMGvu2TBz7dn2Z -+OxxvXzi2OPy0jNvy5Dum6R3e7XemudJr9b7pW/bw3RowNXA9V7b/Tqo8z7p -3CpX+jy1Rno/tUJGD9whL0a916D7Bq7rWvqvYl+vjdKrXZG0b7ZOOrXYbN3q -ZGtPjasfDS/x6CUSRQve2rhXZq4pbkQlrRoyO4fyvHPWlcrcvE0yk6JaazfJ -6q37qhf1rALaMefy58rsoukK03OLZ+oEzi2eJXNLZsm8ktmycGO2ZK+fKTNy -p8j04tcUwk/YrcffPuaM1OwNFE/j1lr+tlnxbTMLpsqc7a9L2ckyfxRAhhw5 -vFc96/+8iF/l8Cva0ZCZ9KzVE96aPVRWzX9NZ3dDzhIl8YZ1S6U0d5lsyl8h -pfr/vOULZFPBKsMplpOIKKohZjj1Bc8zhC3J3gJ0FJcu8XfQjJlG3NFK57+T -tCw7D+7A7Q/IQQWG1QoM+c+9LOtnZsvqHgMkt3VXiokq3ERnwR3p4Y4CqUuh -CF/bnu3ch7oNlt1te0r+31rJqjsfkrd+cYfrajO17ZMngdQ/Dwj6sIegEd1F -ujy2QVYsLZXFC4vlhdHFMrJ/njw3bL8DBZaVpr0k9d3aUj2XcTv1BXFQNKzX -ZunToURhKF+72Ch92h5yMORtKH2fJMr1aXtUhvRaK8ve3KTwUSSjBqvvPPKA -wlmclxA/4uXoEZP0EaP675MBXYrlqZZ5+ohN0qfNodBMSzSoflQaVJ3o8oof -y6GDOy6KegVRjzdUqqjvnNNPdpQWJH4beV/J6NatgTieaxw/Cs43jATkxjtk -V6GLM7mcn31btkrBtFmyrtcgd0Qj5sCe9r2TR044sew2WHnskD/AjJ9YB5sf -7SCrVSyX/uKPsuaWO2XzL+911RpCP6j2ectmfcflnVtuku3b9rthc2bHnl3H -5a03NsqMKUUycsA6eWbAJhWiQ0iMS8Ks55Z/6zopItmHtYPnhu2TgV1KpNNj -Barc86Xnk/tMipxur+PXIfq2LZPxkRTJqZOiQHlcVi5T5TulRJ4emO+e9eLT -h2TK88lEouh59d3vPNOeN6BLkXRpVSQdvY2S4lzVuSi47xvB7S/bite9G4Kb -EQvujnV5CSu5ixgc27FLNmgfec9PkOVPdpZ1LTrIdtWrh7oOcgJ8ODozJhEf -GhOdu+pOONiitv1qte2X/fqeCrb9vtvLHbH1zoU3IxberZv3eVenjhxTgcrP -2acCVewE6tlhG1ULHnKKNlWgXE6HCtSrz51QAT+uRv/GckZ/n/JGf5YJlMrw -c0/nx6Y1jgBR3zx97OIFxfq3AhnRL9/pd9wLfazDjboeNxjGDOX+Kc+fxjVw -TgGPjZyCTabkHW5kXRTii0J8bkJsK8THKTi9Yo3kqwCvaN1Fctt0k+2tu7tD -3wMBDg99wjDe12WgGsa9yhnGxb+8Rw3je0PDuEY1y2/tWJBOyLat++SN+UXy -wqhiFaQ8GafKbsKYVEHy8mvWshOkTYG1vCnVWs5II7+1/GQhS6b3zXh+fuR+ -eVGNZ7r30BEhR0UDeqAa0J0qMaAzLorwRRE+NxGu57nyxPHjsn/LtsiI7jlY -lnsjenc6I7phOSN6txrR+Q+1ljV3pTeiD/7hQcmN5PZ8xLaeF9uk3bxJZkwu -kmcGqfyMQH5S7eYGgd18wtuxxdI5tpvL27H92p1EVss959ix8jbz0wM2ms1c -7jlV2supz2lThnDGHHShCWbhmv+Uk4fgIKoKZej/33eCeVp/a8pvCOa8trJ7 -YvUK5rlmQKQTzIbeyjQDuWRWJQZyN87/OuoUq/7fCetxlcy3ewyTg6pg0cPr -CH6rgbzspj/IplvvkVU3/O58pdHWlyIJ2Syzpm5wkjh2aCwhKheYwHVd1Gmm -stjk8afklVFlMqTHFun6+AZ56tFC6a0qrNtjB2XsiNxGgV42A3fcyDx5dmhg -V7/oI0u+1wmRcnx1bJkM771FbdsNkUpuuc31+tzTuReemGWqmG2XtUuukEM7 -rpC9W78ke7ZckWgiezZfoQ/ft/UKWf7G5+TQzve4uGU6cVs38j45PCWqgHNk -yqP6mocnN6c0wpRHZeNzf3uHYpdczm/gp5SNxSxbUW5m//79bl3p+35s72QF -PZ1I2hLH8WPHZI83d1e17tpYVrbtpqKwql13WdOxlyxVC/jNFu1k8p1/k5d/ -c6fsW19yXvaqHYvo7NUt+2TRghIZr46fGo6KEqOH5KvMjB5SIGOGFsjY4eu1 -PV+G91stTz0xU9o2XyCvjMu3LhCCrXShJu/zavKOGpwbdVGDHpSfuV9/lRH9 -V0uP9oulbbMFMmF8wYUnRHWkrOyoQsRj8uorv5CF2TfLmuW3S0n+3VKcd48U -5fK9O0Hllbt1MMV598niud+Rw7u+/N4WqlrOkHxr8J9duZTs4a1k7YTuUjKt -n2yaNVCZu3RG/wZUTWEj5YwBsubFjrLt3CTs1/7ZrPWSgxgsD9d1P+rbuQNu -1w67P6mE97GPfUw+8YlPyFVXXeWOMG7RooWrkqJy+J1AM7KN8+jRo+clhnY8 -FCYroqjfRGP+rSFvHz+OK1FWJidPnHAbl85H8OIHaV/HVc8dP/42FVv1X/+M -stNy8uTp+DqzGMPruNeuu5CkaKK3+10xjV3LpKRovOSt7SE7NveWw/v6yMlj -FNN4WuTkyGQ9DeWU08/KuhW/VGPwS+9VQYpKytaTXBWCEyvHyrGV46XUF8DY -sHC8HM2fKSfWzw4LYMD5mxZgLG5ZJHuXvlih2tFZyhRrlSxMBkuZtiOZKhPs -bVY5SrgKtYmoJq2ve01t2qg5Q770pS+5TRraU/yC72R5M51sDT4PcbF7LwT2 -fs2z99vHj8nOHXmyvnC65K/rqXZle9m7s2tK+YEhUfkBJdqJkZKz/Jb3Pns3 -dPx4atVYuDFaeV/5rBx682kpmTlYSuZEG0t3LZ+o7D492oFU6jaW1nJp7crp -pfNk15vPnSunV3CLoqjXJS7TCB1BuvpXvvIVadasmavFRf0WildR1Io6XW+9 -9RY1WlyyOTnpVFOlXvNnPvMZ2r8d8Ht1hD/eL/w+1fP7yZMn5MjhEikumi0F -uaPctuwtbMve26vituz3Eb9nhPwORyTziy1zbsWzsm3+SCmeMURyZ4yUEoX7 -QzlT5XTx7GThjIxq5v4sb3ezn65hw4YuaZjNGyQb1/V/I3mF8034W5MmTdjs -nLjmIpunZfPprrOGammdVvvqsOzYvljWF4xRxuysbN5d9u+uuEk14PH3EYtn -hVuWlM1JDD28dIwUz/YbTOeOcex9NG9avGWpGhnbNvBjBpMNzy6l6dOnN/bN -8Diblih++Pbbb3/zIjunZefZZqW8HVgpOb2clbIPK+VQP2eEr1tx6/uMfeva -/mhvmRw2yyQ7xTJRA3zPkueriV8zXGgIM5tzqy4J2ihCtGnTpkTIqYWFhRc5 -1XNqdHJgbTl1sszbF3PUvhgtOWu6y8LZP5Jje69k0eASKTvInr2Th75CYXAp -WvdzOX38kfcih9Y3Pq3EhsibPUqWvdL7XMMrFQKYlkxv9b35zVJfLXCpRvFF -LlQuXGBc6NT/EVmzooUszv6MvDn3C7Ju+dWq5vW77OrGsnbp1ep5LF/0FVmy -8HrZu/0+OXbgfjl97EE5efRBKTvygAr/e48lG5vm9zr/7RVjZOusAecaQ68i -wtfATzCQyK4Nirn/4Ac/kB/96EduZzA7O44ePfrdACWJ6LGx4yJ/5hW84Tqr -o/x5Qrao5srNmSIrlnaWksJOsnNrJ/XCeqt52l+OHeyvU330QH/qBBwcIIf3 -dZWi/Mckb81fZc3yO2RT8Z1yYNdflDljhm30HuTXS9y/Nd3W911z+r1TPk0T -NbNqTxxycuWVV7rAWKYPj1EptqSkxF3xvwGjXgyPJRn1zdjwfFsNz3wpKpwh -+et66bdbslxE2VA5/fZQ/Kg66kgNUY61mj9SNlxOHBkkRw/2lW0bW0vBuvtl -7Yo/yubiuxVs/6xg+zc1TOHbB5VUHzjGrWB9Rikl0cLJV7/6VRfUonQwBW6I -5lK0+MYbb5R69eq5YBdwe/z48ZB7L7pNSe5d6rn31KkyBYeDaozO98GuTrJl -Q0c5uLdHGOyq54Jd9fXXYa7p2KEByrUdZX1uc8lbfZfkrv6D7N52T6qJUPsi -43rGzXJVnNibzkl2fKjbp7/X8FRlIyd8DO/OmDHjIt+m59sVMd9G5uuO7W9K -0foZkrO6exS92tXNmQc+ehXxbR0HwlI2zCHuwb1dpNhbCmudpfAnLAWdXuVa -HbsiLmzrWfciA9f1z2UTIQyMj2+syBFIlBQO2XPhwoXuCMgWLVokLrJxejZe -k2I8rMd4yFHjIae77N3RTY4TtToRr63V9fBLPNYMh2MH+ykEt5HCyg2HGhe5 -N+ZeIlG4Yqmciv0QthFDoPz2b3/72zhriOWF/Px8Dih0C21bt271yxJZLmEK -SGd7rY89ENGtQWNtrBXmS//OEYbRE5J9Yk6HfZ5Pae33s7Ssc53V8cbKISku -nu8iZ2tXdpLNGCt7YmMlEhKc8BPD9TtUjh8eKDs2P6W+4aOSv/ZuRf07ZM/2 -e+X4wb+JHFfeOv7AB142OMXjmmuu4WfMbwsWLHCFgZM8myE/+9nP3Oke/BbF -3Gq7+j8UmKR+D7V7CHFYpbPdu3fbjqu+ffu6smn+2DonJpRVo5jxvffeW4N7 -9AnU8+Hu6LfoX3qmXnJSGmo7iUn31MGDB1OQMzxI5GIIOilItosmufaH9TRT -BaCHWU8qOvt2dlOrlaK0B1SwWPbeu6OrbC19QlYt+5ssWfR7WTz/FtlScrus -WHL3B0hwkgHnun4eqZJAAUFKeJOFQS1Yir5w0JgtlxBL4VRJfmvk1T5ZGla6 -igxAinNz2CMSwho2zqwqlkju6rnVwV/96lfO3yWsyAd98+ijjzrORwo4F/Lu -u+9WzXLXXXclGjqpeP3118U+HBBZ1SOpbXj48GGrQXMxbF5ecorisUQGW3FR -tkJgSfF8BaMNqo42lCyQTRvfUGmax99k29bpUloyW02CU+9z4bAQIyeKpITC -zfWlgJvPvZOPfvSj8slPfpKaSKZWCKJfffXVSI+XkHrOPGJBEXaF7TGHMM3I -BUXCrFycyqRXT1GBfApqkld7jFTW6OlUk6PKHJyOGqKrnJycmkihCgqCgdzy -IUxKwSZ6JrsKA82eSjVlsqn8CVgmKHZy4MX4fSQobh7v/GCwPEyK/V8hqp7p -iroSzuGAB9i+d+/esRkFh40fPz7QCDVd7h41DmFSlQfLDRk6dKhDZ2wd9b+t -uCIP5Yge2JpDHSgoXtvfAj9bT0uWLLGesIzoCQNMewpriF2M6n+w2LeCH2BY -hjkD3EVMFs0q568C7cDftm3bjIe9O1uOh+F5WKxly5ZwqHEe9Y+xUqjyWVxc -XMfDMuU72eEAnoKrVFBWBzrL3wVq09ljjz0WdgbUYtrQWUlJScjGFz3mi2zs -nkvu80svveR++5hvQ/Hjznbr1i1m7fAMYXV363rG3LRpk0NJGBO+JcVazT7r -nW0D9NSjR4+4Jw5xwJOlpzfeeOMiV17kygpcyZkhBFA4tvWjflYJGGLlEoRU -b8vYCR8P3w4OVGPXzGisVFaR4DK+/fr1I5Zi5i/IbQdoqxlsnbFgap1NnTq1 -KsW/ada8c+LNnbn5Sd6cteWceHPblv3xvSdOlJ0Pb67LzzlP3izMLzwv3jx1 -+nTMm/s2rjsn3tyyalbMm3u2FL1bvLm9JLcy3sx0HhVWKnkgnM1bVFSU+Bc/ -u3i8dhKN8rCxFatBoKQ/l93OQqCZEy3R0XAc/KrsbKucmA1EHbhr3Lhx6Q55 -V+8tPJUdwxi7xJ1ard+iqTOrOpW93FHryqKbV63hDQb6ExZ4mVmvbyh/1Ho6 -Rq0ZM+qG4h3letA3OHTosFw9Og9+PQt27Zu9Tjs4noh6yHRjWLlmxbmcSx7x -bGbMs72e6S45a3LoSplUu/2j65vKqyckd8htZ3Wqdu7g38qRo8cSnw3Gtb1w -hWx9QPtsCwN/yDEwCUH5DzWQ02NvUKa9ga2a5Y7W3rD0de69JpjibSW5xseV -s3FmzMbbX1I2XtDWsb3+bW5U7OVJydd7fN7oZTHnR+y8MX8VT7rVj91tJfVc -wnfSpEmJcjxe2wXD4HH7sk+EBSHa1e//54BDW7duncruuHrGuGPHjo2S/Oq5 -51KWGTsBSKbqPZfySbklEXZlkqP3GrPjt7HHhXNfOYBkosrkghGjZW2Tz58N -s+fe9EdZ9NoUWZu7biB9aXOu6uxnRy6SO3584GyZfe6ct1Ti1loPa3VMy1es -kK+OXCufmnYmZr99UZm0n7BI8nLWJKIeMmVdzjqZOn2K3PfMO2P2tfdKl6Gd -ZPrrM0CChItj/tH1nSFrctfLm91+JqceOwOzj7teVve9RVauWq3Mzr21Ze26 -XFk2d7IsffAjsvTuDFlxXy1Z36yxFDZrIgWPNGkk+Q83TtTSfxvJogcul+2D -rpUDw34oJ8dcL/JcJAeXBHKwf/D/yaJXR2q3edfY3Ombvzl3mqXdVy4HtZ0c -7Js3UJYM+bMsGXqfrBxxv6wf30wKxz0iBeMe0cGMfVjnK3/sQ7J42ANSPLW3 -HHhjmJxaOYZbayAfTQL52D13oCyaM4UR3OIGk+VQlLAYjIU9O3LkSAyOciJS -011BuJrzyC6//HLbLPu1r30Na9ctD33YXxoeElyJVnjhhReiAix1nUiOGTMm -FhMOhOAT6hYVkbAXIh40qx/oJKQG2qCGr3/OfaUzss+sCJK2yvacXLU32M6e -IdkzNp2TrbJl0974XkoHnoOt0n9enrtxkPtXuSJ3zXnaKvm5+RwndvpOP6C8 -obefk62iSlRtFe7liMZTcvTgXil8a5oUTOktq0c9KJufu0/2TXpITs5qpd8n -pGzWEw3kxMzH2eg++wnZ+cJfpHjkbVLY+0eyvs8P5cBQlYrRSMVPnSSoZDRM -sXA2rZihFk402l2bCqu0cC71+dmH33paCqb2l7xpQ2TF1Kdly+IXZd+qiTXk -5PqZektZ4Uw5UThDThTMUBTm39ruoL/DqydKyZwRUjC5t1oKfZ2YHHlrZCwm -DVOsoq1FOYlfuqFlOuQHm/kSCJ44cWJ5HVLLVetnMYbPtm3bXLT5e9/7HjvM -1YiOdpxfdtllzvqhcoPyadPA1Me0SmPqWxREHxiFUurE4W+EhdMDdu/e7R5q -zoKaWIl03oKadhedz3fJ+bzCK+oTxw7Kjpy5UrJ4kuQ930qKxv1dDrz6kJya -9bjIvNY14O26ItmtqTw1T62a+e3k5Own5cjUR2XD6D/K+gE/l3U9vi87Bnxf -Do/8kROUG+qdh8d6abxVV02l3PGyR1XJxoLVsmNTkRSvfkNys5+Tknnj5MDq -SXKqaKY7Cig4f61+dP7axnlysmiWHM6ZrL8+IyUzBknupB6yM3ugSZDZYvXO -xe0lP4AN6dFv0b9LlixxHPvpT386YUrmm9/8pvTv359QSryrDGsKbg+DNogd -QRu4fe7cuZYygz7Ci6BmkVl8pFQSBUca+T8f9Bhd6s90wZv58+dflJ93SX6u -8sbACVXeR7flyYY3J0rhi61k/Yst5YAqnMNTmmP7u+o8+jMSofrRrwvay6k5 -reXtGS1lx3N3ScmI30luzx/KzopmWe3zEKTLAsbelY12WBtnnGByHN6zRUrW -LZWCRa9J0fzn5cCqSXIkZ4pIaXYgT/WC8wyz5e2C6bJt0VgpmTVccl/tqcZb -r9B4Szi1VOtsJKpBgPdEx8l2b9iwoemdj3zkI2Z2ERWyoDyBUAvKa7PF0fE2 -sMaQj4KCAhMjjDT0zYABA+IazYRJ7YRakhz4pETnE9YtaQN0ywJUYWHhRVl6 -l2TpK16W2Et69OA+2bB8JiWrJHfsI7LjxftVlpo5D1rmtUmqowaumhzqCLV0 -Qm27Hc6Y+50U9sGYuzYy5mJZcsYcpK1WgTJbikOrDh/cLxvWLZOSJa9L7hzl -/WWvcPQSPFKazX0IUskcJ1Z13L9140IrJwrPbO7VPBu5st2jMCjhKnV3Yq2E -b+8/sfzB44gNPL5s2TJjfWzDYPXLlmPpgeUCkhj27t1b0wsVi2J0gG6iQz62 -UEa7qs1YqLAyTdhUx10UqndJqK72UH/iaGjgPRYZeJMeVG/ocRRTWgPv1BwM -vBaVG3iRHIVSdD5CVMeGSsyutFDNvIXOzKMA14FVEyMzr5xWalzRypvrrbxX -01p5UdWjpOBUkJsm7keWs/AwqZo2bSrf//730R2yfft2y+TBrWrXrp0z2HDq -STblQ+iMjB0S17yj718r0+1JNOngAEnOcoxYvIm7nwAd6uihhx6KXSOeQ0SC -5xCCYBnPnjNz5kz3HP6mCjE2Tt8dEdrH+bV679+cCP3lplMqQvky4oMgQl83 -vlRzPGnjPa7fcjaes+oAVNTTwvZyOru1lM18THaOv0s2jLxN8npdK7sGXysH -h18rp5/9icj4n8negeeve+oHwzuyG2NuWWTMLXjeiY035qJzUhtE9bw2z3c/ -ywqny47F46Rk9gjJe62XbHi9jxy0c6nV6dqVPSC9emnoxQQ3g7VjEq0/+9nP -OjNr+fLlTb0mhxUtP5M/4QsRaiA1wvJ21PKr46WKxT4ixXaEKlqHFB9u+/vf -/+7a0CXZ2dne7arrBNWkAMlBUEn7tEcQrFZJC4Wj+pKns2T2tE3yi29tlLtu -OCx3uu8h/R5sLH/6CSe13nHdPvnTTStkYMdjHJDlztNo+n6Xl2/5uXE1QdSO -K10xS0qSdlwDAgs15OCrDyk0Hp7cTA5NfkR2T3hA1o+4XVb1+Zksa/9NWf3U -NVLa5T9l0/Jp5yUcVo5axxUZZrnLnWG2zhlmEwgfcJDbqknKfgfV8zm4ehKn -ZcqhNa/K7mUvy7aFY2T1pN6ybFw7WftyJyl5rbPrt0L2tDFYUVERvof/LXo4 -gbfp06e7lRnSRAlHowF27drlY8+1XTgBfoe/uY4NaPBw165dkTIrx09XRLSR -Ji4lg5rLSR0l5Ka+PlE5W38hC9V65VLrFZNw27ZttqUAY42svOpJjK4j27Yc -lvFPl0irB7Plsb/Pl9YPrJGOj+ZLzzabpUfrTfrdqBDS/clS5RJOy+j7VLF0 -aJ4rPZ7cI71bH5AhnaTccZTvW1GxrYSE33aumycbVsxSo6Z05Wzlmo0rZ8vm -1dmyZY1abeoKFS2ZJhsWvgjGn5dINLVnqr7YsXE9IsEz81bwzLwVbhVyy/rV -UpyzTIrWviUb1rwhRw/tK5cTzVpHkBOd6QEc8Ga5zz4gLdkbLMHjymP6sLuS -2PRHPEqwcQYngdAy24fJ3zh58qRpmJ07dzrQ5k8wN4s+iue1qr67VgD3aAgW -VM+HsYd6SeYQ0317j8iKpRvl1Rc2ypghBfLCyP0c36R3zJoo9Sg9rzMxY4I7 -rEVeHXdCRvTZIv2eKlUJ4HSWUsfhgzuJOzExPN7wfcvl9jLvhFuf8vdiCbOE -VmEBo7ZL0aQYDS7lDTfcIJdcconjOE4mVsP6uoAXqsMuHul5Yf++E7J8yWaZ -Pb1YRg3Kkaf7l7rDLjnhICM+I6gG53/oICePL5PnRxyQQd02SOdWnDSSJ90f -3yP92ictgzoXGaFyRugcadzUYHyWy4wk94GKyDfddJPLfVBuub6ayT7Kcxuw -WVxwULJnbHAV8ccOK5Xnh++XCWOOcQpFuWPW7HQ3iD9h9Al3lmrfjl7XPVFe -12VdJP45Ez+KZVE5haPGf1rNFH/WCzrO9q4dB2XJohJ5eWyxjByQK2OH7JFX -Rh8LBD0gd0Xgz3en73Kg32BPbp3/ofpWQ/w3oPpFop+J6Ei8D2JWO9HHe6If -UHRfoeg+pxy670+L7vUjdB8ZoXsXRfcO5dHdne80vNtFEp81iUFZ/4lXTsk2 -IOmG374RkL06/PkXK0X3DTJe0f0VRffX3RlD7vC98PzMCWNOyfBe2xTYI0nn -/LC+bQ9Jx+YbL2QQryn5Q38npx9NkBOp3zgtsuCBenLq2TAtstrpnXSbLe5P -NQm/Vh3Tm+oUBEw3bNgQ11+tLk/VTlxy2L7zgCxZXCKvjCuRMUNzE43k2WGc -nfPs8Hx57un1MlZ/PjN4rXRtN1u6t31Luj65SnZuP3SB0rWW5I19WNY+/FFZ -cnemLPtzbZf+V9isqRQ0u0TfLf+RS1wOYBNZ/MDlsnXAtbJ/6A+lbHRqDmD1 -m/BpHMeangyINmb8xz/+cedA4q819H9jkZrUvs997nPu5ykdTliOF/ePnOHz -YYdXA9gpK3Nf9Yn5NyplHRVhFdb3hlyYZK8X5b0dPihFy2bL+mn9ZfWYR2TT -c3+RvZMeklOzH9fvEy5lp2zWExTf03/rysk5T8qul/4qJU/fLoV9rpOCPsYO -Pw7XSxv+45w6q4w/depU+ed//md3JgS596TQ2C47qKSg4CqRUtaG61555ZXq -Lo5fTjNeMOS+12uqsuNHZFfeAtmwZIrkvfiErB/3gOxnQW9mq0oztljQO/p6 -Sykdc6esH3ij5PT4gWzv/z05NOLaRPmMrXdLv9uxHyyGffe733WOGwcgsMb2 -wAMPuO0/bCPmWBCwgtwNWzEgm4ojb7jn+uuvJ9ZT3cd+XJgk/4sZJ4pEx3YU -SunSybL+pSddotF+le5Dk5ulrOFahhEkby0n3CrU3VIy8nbJ7fUj2T7wWtlX -HvRrv9uEt9QB0JREG84Hy8rKqu1zEurXr+9yf6ZNm1bt9dUuTKJGFYco+ndS -jilsl67KltKZgyT3ueay7YX75eDkR6Jslyh7rJ7R1TJdZoPc98fIXZgeuWu+ -23S1hQlyr6itQtLhT3/6UyfcZBHfcsstbgUCf624uPi7HwjaPmQCe/yw7Mxd -KCVg9Aseoyc+KGVgdBVJF8emGUbfVBGjLekiSdFqJeiZDpJeoxTa4Si0zVFo -q1LoDaXQ/vcUhZqZFnWQut5BauHLraXAQeqDHlKfTF3TB1XZQ7D7hXuk9Jnf -S17v62SHy9e8Vk6NYU3/esl/N8QspEp5fzdLSqfNloU1LpfCJl+QgqZflPxL -r5D8plc0lrymX9Q/5zb+vMz41NWy9Xd/lQO3KwMqcfb9/oGm7xlatXA91nJG -+LEjB2UjSDkrQsrtipT7X31IgVGppmBEShM5GYdee8R9d094UNaP/L2s6nOj -LGv/LVnR/uv6/5uUQKer15E1AlV0UGvJka3bJX/UeJl270My+Re/l4U/vU3e -uvlPkvu7v+o1Obf9tYGsve2vlND63V9k7Z8elDX3NtML/igrb7pDSn95j+y5 -7W+y/3ZHNtl3+98bvWdI97gfUNnbGKsLpXRlNtlOq7LVwt+8Zp5szZkvG1Zm -S/HSGbJ19ezEkPMgSRVuZig95i5ayubRAwdkwxtvSeGwMbK6S1/Z1KG37Hmq -n7zde4QS53ifkXrfsd4j5Gj0Vczg3/qu7XCPobK/y0DZ9lgnWas0W3rrnbJS -vxtuvVu2/Po+R6D9Ec3qv2do5j7/UQ2EwHFP2XOUTrnUNmWpULx55WopmDhF -lrfrLjktOsiWJ7rKgU4D5Ei3wTXkcPchdeWQO9CciT/ac5gc6DpItrftKev+ -3kpW3/YXeVMFpkAla8uv/xxiXZ0PzuSflT43o40pP5BbIEXzFsrqfkMlp213 -2axTvqN9L06OlyPdhyRnvQH/lWM66/zc16GvFD7UWlbfo1B1y59klc78hlsr -QJWK2cWpD6fedo+eOn1aDu3eLUVzF0rewJGyvEMPKXlSp75Nz3RTf0h/heGT -iNNZcu5t7hBnVXrEUfT64E79592PLLd9CteEgxRRDJRnPX36tK0ds+1k+/bt -rgqJLxJFdKkex+4mohNG/Ce2tohUE70g24RayyR86S1hxonR+hKPbGUhsrVX -ZGvZwYlZRWRrGCPbwW6GbI/L6tsN2e5MIpt+D/7hQSPsB4Wun/NTSroc+W4k -tpH6ydoB5bNIRlXaWf5b79693Z+owxFW6KW+3F133VWDe7JccdEGriuKOtoH -4hOTJvM0fAypdhQaVSon0tXkvSyg+oHcQgXXN2R132ERuD7excC1jhzpCsGP -qArT/7nv0W5D5G0lPgBwoH0fKX6wteTc84gsVVuw6Ja7ZLMC7JobbpMdObnv -b4In7erPerzEbIPAUIGNWyT3sHEYapDnS5rZgQMHqqouCwPAM+xzIZ5IbeV7 -771XVdQ999yjlKCdNE0+rDOSoknXZK2xs5M0ZAgfDkORIKwua5Z/VHgj06P8 -HqdgQfkVHXomGsnKp3opf6zs1FvWqMG5qnMfWdqhp0x9oKXMvu8ReeOO+2XP -+uL3KYGrsNI/42mH4NmmB+Z9/fr17rEANPSxgqXYlVYnCjQmVkzRn+PHjxtY -kyoblkmlq4KCgpqsLSoJyBaklBQfsBwxh9pQWttreCpSn4+EWx4Kn+kAE8n6 -DYnyq9WX8++lriJBRlw8//SpU5Hqvet9S1CsfXb4B9b+Z/xoUcBpNpelbAGz -OqAsCFFUgNlGRMn2r+X/xnyC6eQx+30y8Y4yVDxPgYiLFi1Kt6PMvewFt25b -XaCZ1JI28eGO1niTXXJDK4Kk5ostq7ELHUXJxAOrKD+VOdtSjviNGzfO1TYJ -qqNYzW5f7uTitCerKaqOSluXcf78+VaXkTk3rAN5WOpUKbJtmcw5+8zYiqZ8 -/0Ge3H/3Y6ykvCBsaDVHgvKC6H4zAvkTyQWK7PX9XQCWFeUZOHBgujqC5eb3 -ginqV25+z1RhL3V+txXnVD6/51Yajwmk9pKVxqPIv3pIppZxv9iziN6Nt6XU -dPNrVpTqC8sCoRlsQp0yDLJAnB0+wKvcY2oZ7FdCf21MgXxihjSVT71Od59S -m+3jozbK7+YdkruXl6NAnzk5OsajiYGuh+iEmhWrl59vnbq1q9e6qk2Rl8A/ -V9kQ9QFbinKqqhQXln2DHOxJ0tucXeHm/0Msf6eQ5VxKuGU585UiCehDWJ/9 -PkrByKCp75IrTAGgI6y6G7LF5iX0hZ0+ogqipu81tZob9huuMEXn+7vK87Uk -Z+1aWbFqtXy150z5eJ835UtP58tVowrky6MKEo3lqmfydSavGpUvXxy0XG6Z -uk3ueOOo3LUc91plp2lK0bX8dWuVcnQcbZ+thqJrM6bNpKuEG7T75yr3AAW/ -dWesbRZSjoI0i+dM4bZ2roczFSQzSp5LlbHI4iEhwqqMsaM4ImM9V/8FwUNZ -83fEFg+EejB4uPyNe1SRx1UxkTHoyCiibKeyCOIGuguiwNSyos0yYUWJdJqR -I53mFkvbt3ZJz9yT0rvgtPQpOCV98k/Wl955ZXp5n/wy6bLupDSfu0XueK1Y -fvdKrtw2a7fcNmef3LlUkEco2/i9oXU6+FnCd7cZ4huUXgz1kNW+0kmvsvZV -EwdnYCPkIKDAtiY+bPyGVJCwefPmTmBtox5dYDJQpVwHkXaDt+tkmPsvh7Cf -lG17D8r8vFLpO79A2s3KlzZv7pYua45KnyL1VvoWiVKskC1HfVWP9FcnU3+T -Xrll0nLeFrl/xkb57ct58qvXSuW27Ih+d0X0k7uWARzvCSJWapdhCECurl27 -VrDLmOx58+ZZzRjgFlIePHjQX9rQuYEGqL76kzu0ALT0hYgdShFEAhrVCSFt -LV1k0N070kvc6VMnZc/RMllUuFleWVEsnWfnSoe39kiHZfukl85JH3V/+66X -eo5ydR3V+um3d/5JeWLJAWk2q1R+PzFffvVyvvx25m65Y6FDVAeodd7TFIuK -NwKIOBhq4VVSkceIBu6Sf6Kefjn6BoV+LJOB8BEmuvqg8aHRFQg02hMINFhe -vFUmrt4oXWbnSecFpdJuqSdOkSBWECgSrfrSr8iLlhKoS06ZQuNmuWOyQeOe -VGjMeo/TKDybQ8XCaIQnU8G7r+lOjWLivfceHoFgxTG0QyutTNYQEovBr75Q -vcooNTYFAReAgPM8Ai7eLZ1jBFxfKQI+Nm9reQScUxEBa7ynaVXPqSGLrZCV -xeIFH9rZN4dR7utVx3VLcITsSDqqK3CikUXGuB//Ceki1Br+jYCaFX6AvMXF -xTpM9QQS0cGVqD5yuSt1asdXgY/t39otHRDBwhR8bFARH2eXyh8mFkT4OGO3 -/CHCR0fT294og44+FSRJwxuXf1v+W/6pibMys+QbJy+HmkkaHrlDmp38B9PQ -IuFYmRx2Bp3QXBQUDCPh2JaqtqyoBnYKYRsrqsERUIRCMeQNGBHdBQsWxNFU -3DV8A9r1WxPR1D/CAdg2KMWQalbvwL1zdERFrQA0NwWguVd6FkCk3ut5lb6Q -qkScXdk595Q0m7dN/jBlg/x2gpJq9j656fVdVBoPqXPPmN/JbVN+Jrcs+l4T -uXXh95U6t77xffnlgh/I3eN/K616tZAWa/8szff/sYaS6Pc6wmZlf0DgHK0a -/UPXLmyxih3oOGkAHMUawD9qlkC5HTt22Go8Ngfxayhkl2IHIpR4BhRzUGpa -wUkC1zSr+ajSppygbZiSxIuS5euidQmWMvT2iEITvICSebpt7wEFy40OLLvN -yaMqQ3aeDrl7dr700G+v+YXu/11nrpVHnp0t941fLGOXFA/2XaxVXmze8yFp -3ke/vR6WFn0eUflv2acZ/zTXh7fs3Vxa9mouLXo0U16M/m3e9WF5vNNj0urp -ZvLY8w+r6Xm/PJp3rzTf8ydpdlgl6/TvjWjKKf+A0DWGGpbG008/nUhZP8Yr -w6bjRFsuA/CUBladgMVgMIs/QR5wLThwENlTAnMskE4WWxgy3BFBtEWlk5NC -5AMfEYlsPwrQh07Tb+IS9y/UP20v73GrkYt+5axZJ5MmTHK1EvsO6yOdhz4l -nYZ3kI4j2krHYe2k24SO0ufNLtJ/XVfpn6vfHP2u7arE7r+mqxK+3+qu0v31 -p6TDM22k7fAn5PG+LSMSjX1EHpvygLR886/SfMedSRKd/D0kqvuPoBA+GOJx -hlSi5EPvcb/Xd3NFkSJEcMKUV2To+MHSbWwn6fJ8B3nq5bbSa3FH6b2skwzZ -102Gl/XIUKO8Z5aMkJ7KeSNO95DhJ3vK4O3dpM+KztJpTDtpO0wnpn8LaTW8 -ubQarZMzVSdmgfJvrvLvvj8l0oFO5v/3pJPko+7z83L61GnZsnmLbCjZIFNm -TJYxr4yWPqN6SZcxT0nHsW2k65T20uvNp2Twrq46N91rMBna6fBTPZgmvvym -/14iI7RNJ8z9janqt7aLdJ/5lLQf2Vqe7NNKWg19VFqNOqOoZ1xAs/Q3L1aH -Dh6SkuISmTFzhrw09UXp92wf6TK6o3QZp9zzfFvpMbej9MvrLEMOdHfcMkJ6 -RFN0sgcWsE7Ph+Pp4e/DjveQ/nkqZjNUzEadg5gxRRfAvDzofm8gckoc96xY -rlI1eYIMHadSNbqzdH5W4eb5NtJjfkeVLOWend1k2NHuzIuCpc5MomlyPtyc -qHTt7C59V6l0jW0vbUc8IU8MbCmPj1TpGhNK15+RLmkmt0vznLttDhL/gEko -Z9u4zyPlRGirg5aJUyfKsxNCEWpbXoT2dsuSIXu6JZrwX/4nQ/Z3l6EHuyNd -0r+wq/RepKj0cgdp2/dJad2/lTw+4lE3B61eULFZeL+0eP1v0nNUN8nPreb3 -Tp/DXM5icJ8oDbt2OaEYO+FZ6TNa33n0U9JZhaLDuNb1pOM4Nqp0HN9Gnnqx -jfsJorQb0VraDnhSnuyn7zagpTw2QK2CZx6SNgOfkHVrc6vnlarQ6CFRecE4 -8Ok+rdxfM93LbSzdKCtXrJRJStSXXn9BceCl11+sIS9Pe1GZ+OXXX5SXXn1R -nn/xeRk+erj0GdRbHda11Tt8bGdcsiDsWLVgDvB/3bd3n6W7BH/98rslHBUH -kvy8efGh/6iHbn3xQbYP8dDsNtqWr6qkGgEv9aGZsntToeQ/fbfsf/UR2T+p -meyb9IgaAnsnPKxab9nQ++Tt5aOjiqtrx116/sCT+vw6cuLYYXlz0jCZPrK9 -LH2uo6x7tZdsnTtMv8P1O0K2ZA9Xg3Zz9jAd66bsYVI4pa8UTu4le+YNlrLl -owlRrB3HoKwirA6x4TuHEyJg5eEk+Vnirosqh+3dWiybC1ZK/oJXZOfySbJv -9atyungOw9nsnG/Kq2+cz09qQuu/teR0yRw5lvOabFzwrKyfNlByJvWQbbP6 -y4FFw6My637I9hr1zgArKasZZ8tuy/1rUEdx99aNsjF/uRTqaxQueMnVSSwr -mJ62wHVtK3Dt6/Tq68rJopmya8nzUjpriKPcttkDZXdEGUeYutUpJ6vcX+q6 -3fvHjh6RTYVrZf1b0yRnznOybfF4OaA0kA1zogGWzq1nZblLo4LcJ4tny+6l -L+nQR8VcFI11VFouqlmdY3daRacQf+/kyROya1OBlOYuk3XZL8i2JS/L7uUv -U8LVzXty4HOjiVYCHF/3mmxamOSbrbP6BXxTK+SbuDBypYP+gh80S8userD8 -3cS3kaZCGwv2ddNcV+csXzgv5LJtnssWKpctPEcuKwm5bGgql2V4wvl3dQ/t -lPq+FrwhAsAxvqzeEctmEZ5d6iSkBikNBG4IqxFq01e2BGQ8/bFjx7qStARc -Cc6QXQiixLlVtVyeBFveSS9NeUgiXD+qCpyj7OM6jluOHz0acfqS6Y7Ttyqn -7189KeJ0nT6KAc+p4Q5N0RtKZsse5fHN80fJ+ql9pWhKT9k7f5CcXDla9mT3 -ky3r11Sel4u1wdQQ6SVSb0F8+78/Adkii8zDrbfe6sL/eqtV8WUyiRMTpORL -0WB6IVJGEJK4c3A5oS+mikvtQcQx7f8QI87yP7Nacbm2atsl5azQyVnevJdk -xfQxjfiP0rIATnxjguTOf1lWTRslM8f1lVWTh8iqSf1Rw1UoCwu/Ew9ikYpx -E64lY5UqN5CW97H0cqqZ2YwxcOK0/F3lKYqu/7NLHHv44YfjCDtVx0tKSlx0 -mLoYTAOPgdl80ST3eKvoz2M4vZXHM/usCjDjhH1Vn4Vrzag37SLt1G30151S -Z2j//gNuX2UTfiN5zcep+KnfTv5SRpOihaL5cREyF8JkHpAaYmS2nACjWaYL -sWtGZMtEZHbv2rXL8YXeY81EwpgfYq3Lly+33HAGwFZ1Xpdpcokg+iFRyZ7O -wlPq0y07g7BtlQsX6T4dIgGquHxGGXdb6d++fbvhCQVNLclcaR0mwJoMwRHJ -cdSJcwl8moh77IwZM1w35Bywp8W6h11oZ7k0fur5vgpLfoggvKSTbM+iVIsJ -tDrLtlpbXFzswqp5eXnxsSyWxcc0kz3Dh4wWegVlkq9b090PZelWx10dr5Dh -5paHqdjES8gU42dxi/maNm1adLRGbTfdUMfX33f9MkZuVwm0u+FLE1SlxvkN -05JPsOQsL3T06NHpjpwNDl4jcgomGMMj0DBSkOYXv6wlNNCuElppRuQ5DTdM -XguORAyT11TgonX4+i63gjN5yPVnQi3nAplFdis5b5dMPBPR8ePHh0mFAJyd -gMdhWtnMVCLDfne/LU7T9mYV19FfujZoUFnbnCgLW7v7EPQ5u8xLHp5mljAP -fvnLX8YnurMkiLKlFz6VzDm9WcZrPEvJ1D40kjuodeJE2HO2O6C0puNUyLFg -wQKWQxYFzWS9sJlDmxcHzahg8tNSrkYxshgcN0dH1JBqzlaKxb6NJRfaOOhz -jmvLctf5HSMuAxFNVjG7LjwwXK8M2dokQzu2SWSE2BaW8MhSG4rHNCY/Tc5G -jRqVKiTMvQ4pZDX0L2OIKoadVlaLBIjVIRCL3xb7NmYTlcdv5s+zi8Gf/hFf -RwKY370Wt0Fqn7YZt2FBWoHEOX5MyLmNh6/el0jBPPZK8YJ9+vRJpEOt119/ -3bIReXEsXDO4KNdnKTWGfcqYcTekuWHqca3yTzrwm+fbkPrUCSKFIHWC2OmT -OkEUBE2dIBgwdYKYSKCT3+angpVpMbOQoLsKU6huYA9eRfHEtBgQQI6RGg+x -ZsK6QWL9pJo5gkKzrWp6iV3NYjsdV6HHLrg5oog7rAHoqB60VwEiAqvCcn4w -RrA3EcDYN8pwScmWjmdzxMjpATtGp9Q6JjfFjCTlqffAHGU6EaKkGeNmqxO2 -i5mTWO9m57BbhL/ZbAGm3IOM6SDND2DdmO64RaHIesLBxLjjDjg3fAp8aVtz -UBeVGa0XzNSZU4k5xQuh+fF/0N8Ao6UaIS5qjViKC+oVoeI9schQXvg14CsW -AbdggEa5R9EjzDdglrEw7RHwKNdjWWofoR9El/zWwLfhbvkDmQi9ihm1UCq1 -zabQDl8gj8DaLg3aIFl4HeBgbZcGbTBQ2EbiARvZw3tDctp1BBBgmfA62nw+ -cnwd72ptTdO02XXYhDB6apuxR9M0beF1bLwPrwvZza6DTUm0CNswEKytadDm -d3OWu84WRJqmabPr/LES5a4L28LrjM2tLRQHuxefEmUZXhe22XXYQqnXLVu2 -zLF0ahuqJrw3bDvX60JxDa8zcb30LNvsXgyp1OtowwpNvc7awuu81Zq2ze4N -4cSu49Rdv/s2vi5sC68z2Gmapi28zkyodG1Nz/G6EO7C63yxibRt4TP8BuJy -11lbdV3nP1FpkooxvugQcc7hsrie4qbqGEVb7QAoJsjAlVHot46rsABUW0wQ -PLVQHRYDO3rNZoaggwYNSts3GEygIroyGnAYyzMg9g5FBSY1/Ra2mRMbMqQB -ezgpFmkNwdTaLg3arOqDtWHn+w3rVQIxWt7a7DoihyiV8DoiJNbWNGgjqBJe -B3Ay76lt/mTC+F50YqrSos2UVlVAzPk7qW1YgqlKi7ZUBQVIpiqosM2uQwen -KijaUhUPbamKJx0QE0dLVTy0pSoewMXa7DqEN1Xx0GZKpmmatvC6VMWDz5aq -eNIBMdelKoXK2kxR2L34gKnKg7ZUpRC2hdf5kjdp26oCYmyuVLAP28LrUoE9 -bAuvSwXxsK3pGa5LBft0QMx1qSBOhCEVxGlLBeywLbwuFWDDtjNd5z/xhpQ0 -KwnRqlQt98r8meAFjirmL/6lQpSHxVrOdoG92PZEUjgOOlsJFSZ84ZqoH+Ak -7Ac3gn7ChSdsF9wHg1zM5VR4JRHK4DVsM3gNbZ5UKAWaDUpDaE6FV9oMXkO4 -9hsZqoRc2lKhFLhOhVKg2dqaBm2p8Mr8G7yGbQavIVyn+gS0pfoE6SCXtlT7 -H7g2eA1hPRVKgetUKA3bQghPtfVpS4VX2lKhNB3k0pYKpbSl2us49anwSjQx -FUppS4XSsC28LtWGh/9Tbfh0kEtbKrxW1pYKucBhKuTSlgq5YVt4XSrkhm1V -QS6Qlgq5YVt4XSrkhm3hdalQGrY1PcN1ZwO5tKVCLmosFXJpS4XcsC28LhVK -w7YzXec/MeTSP2MOFif/x//Javnw22W+LYyiXITGi9AYtl2ExovQ+H6ARh8W -qJi+BtAZqDVI05YO6MK2VBcb8EsFNcAv1Z1OB3S0GdCF4JfqYodAF4JfKqgB -fqmgFgJdCH5VAV3Ylupih0AXgl+qO50O6GhLdbFDoAvBLxXUALpUUAvb0oFa -CH6pAEZbKlilAzXaUgGMtrMBsHMBq9T4bAhWIWikAlgIVmcCpqrAKhTyVACj -LTV2GralA7AzgVoqWCG8qcAUtoXXpQJT2JYOhM4ETOmuSwdM6QAsFYQIPaSC -FW3+U+46a6vu6zz4JesxGfgBQCRLKAEU/Pg3w+XTsTrOb5cGbSSTVdbWtIrr -6B+HPbwubEt3XVX3kjVB/YXwurCtuq5jba2yNruX+kip19HGWnHqddaW7roz -3ctSYngd2SPW1jRN25muIysl9bqq2s72XruOleLU62gjDlRZW9NzvI48vdTr -aCMGlXqdtaW77p3cS8wt9TprS3fd+dx7pusQ9NTrrC3ddedz75muAwDDNpLd -rK1pmrZ38zqUSoxrPlNNaekR8JceAYFw4J5E3Pru34w424jfLj3LtqbVfN0/ -4hkX0ljeb+/LJ/W6M7Wd7b1nus74uWmatnTXnc+9F9IzLqSxXEjv25B/o3Sq -ytOeSy/Iv7d3rTWdZ0ymHdm96oVGB/DVds4eWw/YzMBaPanC2Ao4zd7JiD6N -qug9S37xi1+48zjty/K+3h6dy1nfuXv0/rGPfUyaNGkiP/rRj1wSGztWfvaz -n8nnP/95d8Ir2elWhNR9GqQ+NQofRHa3OQ/j/CDI36pVq5b84Ac/kGuuucYN -pGXLltF5sFEa3Le+9S3XfO2117ra75Z+QCCva9euUrduXXc7Z0239Y9iQBY/ -cGPoGAxqp78IJ9ycN2tjqnkgFWGjU+pruQfhKPOBu0j0zsrKIsDhTzPOdO9F -niQD/dKXvsTs+UW4aJsI78hs6TPb+EcRj/jiF7/o4tUVxrjVPxtHlwAEVaJ+ -+MMfyic/+Ul3NqOyRmKH74gFwHr16vGcxEu+DXRmwn7zm9/4MUYZvZdddpkb -o7KV7eyjZhFNnKRg8wdRGzRo4M70dOPpEIytyF9EpJygR/Rb8hkUUSSX76qr -rsr0Z4TSF8mSXLTV34CpXKNGDV7Nn+kdxYwuv/xyt4b5Dd8l8Z2aNWu6Mapb -VMc3Mysf+tCH3BG0ylltfDMvTvWlxo0bu96SHB8OvpaLdjH7JLrgzJBkyX3/ -9m//puNg1LUd0f77v//b5YtjdBPx4OXY4aDP2eIfSYDs0ksvdecZKz/ZuxgJ -WrRoEb8LQoVA8S6dOnWyd2Em7RXVK2vrm4lE/dM//ZN8+ctfjs86aBe8S7F/ -EpG36667zo26pv+X47hJ3/aZTTt9l/Av0suTJmJYRz3gbn7iE58g7hOPFZbL -zMx07SqHluOKlcm804NKbzvfAyvUND366KOJCgMt8ZOOODOZEAeO/d///V/n -YSItTfw1IBjhNkKMZAYxu0wEm1E/4a6JaiQTfuMa5g4WOXz48JVeGImCcAvR -TOaGomcf9uO0PRbRw6JXItpFV1wfv2mmC0YRcGQUPIVNWPXTdFPfXw+JCGSS -aOgTJBNWrZw3og+Gc+DAgXppurHC8cS8mEnYSf/+yUoHnulCXqAqS/y+fpUP -hWS6kBGjIeuKn6QAWH4zYUDmlft4Q3bA2xHcvMVHPvIRPJuEUyA16Opf/Z1Q -B2DlTnrYv3+/3yJc3+WSAcRQFczjnXkSPTLFBDiZG0RN5aWGxwbe117MsJ2X -hahMGQOE+P/mBxie2NEwaLN4k00OkAzG8kj6URiPJ4DhMHH8jdeAAU0YYawP -f/jDDrPYW8OnbcDM630fxLzZKsDrAst6T6KGZGRkaB+f+cxn3FSwnU5ZoYEn -MHzL+hDJ0V/72tfkX//1X91jABrUmAk7GXWEUqFL9Dofj0/oRX7oFoFDRMl6 -BsLRy/wdNU7GND/JLqc0McPEWrBDseAbKMT1ABynsHM8NxjUqFEj+exnP+tO -/wWi2XRl2dpQmMLi9IkWZBujjYMt0tgHpKGwmdzOVwIsGS+QbvXvmFauYw9K -dF0d18bWgauvvtqhKdCD3YGdQXbhnDlzPEZkOa1IygtTz/UcKa5gb1sRUdYk -LXKrTS9Ti2JnGlQJJyyZnFe6+eab5Qtf+IJTJbw+iHfFFVe4g65x8HW6svyT -mUEK0HJGMk+GyNnZ2XV9b4SxOEIZ+nMuNi/wqU99Sq688kr58Y9/7HBWeTvL -X05YnF2+vMe//Mu/uIGCi6qEnDJC2SgP2JFncDTBQUwxHo7BpPBpGAPsYRsA -HkqR2n42bG8aKpm9kKTVG+EgAohdA1ZJZNg6h78zeioij+5mNngqj5g+fbpN -NmIK/2H1MHZ4+utf/7o7Fh4+XLFiRaKxv5bQOwT4j//4D/e+TDL//6//+i/X -DlBbSUXEkz0jbGUyXoOP4DP4FhMl3p1eyy3nsy0DVoQ1eFN+Upcvwz8eXYho -Mb02zcwhQ0VEkhuB6jjbAXa0fozNeQbtY8eO9dfWciswtDM8srXQu2RuAbl1 -/OsAfogjf8Ngt9dBfHlNLFmFB3sdEJs3hUB8mWEeARBmeXqD+HXq1HGz7U6+ -o/kjTpCgMeYi9PrqV7/qBMivazl+oMw8xr2NgDcCEPjwpoyIduMTRgwhAJVR -o0bFQotpzPDQVUgPUmY8ggSqJCaMD8F5FAvGw0c/+lEHMkgdUgp+KkW85ZXh -QNDWjIx68CZUon/MWExwngkTwRCY47YXCYDj/QAknYsavIg2My00MZPKizbZ -rFhxNbRjRth4A93hB5MClBj0/853vuOgm13cqgTttCpQztiPQSJsahubPkOQ -b7rpJge23/zmN4My5hlurICAopOO/5JLLtG/4Cogb/hoPq3Rc1tTp0CgF6Pk -ccaZgDIC501ytx86HR3hQJQFuYTRDDRxuAW7cR3XMEm4QnxAHADWpEZHKJ/+ -9KcdpoF1Nj7LOaTwAxB09913JyoozwJ/EUqXC1XrJSJDoK584xvfcHPHugTM -wm5O5hQGbtq0qSPy7t27rUoJvIeSUn7yfJPpFBnYC0+Bu4rBCbMzbrzxxngt -1uaeECrzqCLk+2joeAvPAGDiCy/CY/ArVjUagvcD3/36LMsN0e11HHsylbbC -wjQyTSgiGAcvzWxpHHzABZ2qb5jhbXdmG34kK1QF2zQpBOXB1Eg3TYoJTxtV -frO8lib3njYEDaZjLQXhJjYMWyNsTBwOsxlQGE8IdzRV/FvLITSL/fYBOJgs -tRT8pNZyE/KTn/zEWTS8JYKNkI8bNy4+64JXYTxY/TAX6hmrlIVwYI/nQPvo -sJBoPFznAxMxAbkfqOWK2r5vdv5yHU4jm2Hpk755Bn1gSaAuYfZIgOo72xVB -tMAHTigARsFe9jugEngWul2NQdt2h+72jk+MU0xteX1Z0w1BrUCHT3HNhMgp -IUoDyMDJKkIJIzhPRHyxLJTDzTtAGlMnAa6zjRV2JgyIwMRzLWYc6pJJgNut -PAsTASGUiA383CFAzA23AWvk1mP8olew0WF0dAunZdb1L0eXzDNvoBxto8Ky -AlwpPm5aEea3KcaiQoVhTYEVxhrYFQgG18AGbA/BE2MY4BjsSztHDVqIgeGB -0pQ7USPRhoCrDcWRLxsCsmdDQIRBE8jI7m4jF8DOvAN5sVdS0zEEyMnibmBm -MEfWI8oOMGWuMDNML6MQ+TtMoKSyOAsixtTptHrCZ7kuUOFgK3krfBRvTLrg -SPABnOADu2H/KywlbKDAMZILXykjZHqewH4BoW2waAK6gYB4PWgMeAKwUE1r -csfrwrgRlkUzi6zg7CSVcWOHJci+dQ9bfvvb33byA64DnMgQe4yIsdk+JLhc -Od8Gjx6hCf2nl9gsY6pg/9Mz08P7QSNcONu9jXfurV0/F5nuhRAEKMJ0UwrE -+IPRIVBRlYKoD1KAUGlJkc5y8+jTKNyHFCF9Tg0fE6Jug226gRN5KQAP8FOQ -sZ5JTIIPdC5iPEWZQ00rWoOGgMVU2cfURPkgrhhoO3fujLq7xMGrTTUvgqzB -yHx4Mu3AOkY0coP0s80GRYQPghypBWocSqYDtzBfPi1K2gRaOt/TAfUIstqj -4QQ0CfJjpxIxVwwF1Ys5p3PqaRQdnfPzn/88vh/O4lWwlnguNMSjQgaJmNAP -Zg/XgolEFyKzIssxLrzO3/BTec24iFd9FwGwAAxKDvYxb8YiKsyQ3zhiVQ7Q -b2Acnpd62HX9SzGPNmhYGfE2OSa1gPbIY4q6AWURd6JwQWUxHDY0G/OsEmMP -ZYxYeIxHp6uB12gMn8ADnQOKxMZRJiwBqFyaqQlNbWwwL39WOyTD90LEBdwD -Dy1oCKxiKi9atMjGgAHGw7BqFG3tbmQVA4rOmRP4kDFQH01Z3eYAIeHuZAGg -KCCLsMIkiig1PA9BhM997nPxkPH1oH+8YpOIdgYiWGqixuY+8mtLFKhdnCdG -gjnqzxSJtRIE5zqeo29gATmEkJfgT1dddZVznmyyYU0MS2MnjCu6J5g+aNCg -8PxYqGcYN3ny5PiFUUK0E/dXKajnb4HovIy9LExsDMGLIwTYlzox5rkThDb5 -UOA2MTVO4xsfIZnpcANmo/nf//3fHRHsAUSYEHZmTG+xocIMXA4T6HPtAahf -e4DKXiPfzFSbApsxY4ZdTfjbnqsAFB76GmoafXcvK40c21g7Q8Jcgyrod8Kq -EBLQAJAsdAFHQlwbO76TBZyV9y28By7z9jZQ5fH4FjwH2rFuFGOsUk4oOYRc -wG71fNxEK99ZiJ8oqt2Cvcmk2W3e7TO5h9YAIqClKGPN7Iq1O3RcNoGIAkxE -88033xwxTAO3acuuRnsBUWhAno3jDn9h0tkk6IP8m9aLOZ8vNj33kKOCseWT -JN1Pte9iTYgVZMFSG7EJL2KifkEYh8X/saER2LNJ5r3t0eoW2Eua90Fvyssm -4rg4WIE4HWEPkI74i3KRNRNfNqMQ5OITaqc8TxsYw67jy7rG3r17zbBDzTJm -xFfJanxDTDPUR+pkxf4Yr4t9xd90xmsFs2D2NXqFUGbtAN5Q2rbWhG2ADc7K -mXWLlwiXg0VKPBsgy042ElUc5tciH5BaXycmD7m8mOPImTtqMrrUHq49xYsZ -iBVMxjKTWu4GMUyqMbJaDKa90X9Enu3VqCdmr00AxoLtuKIqTbGTb3ynIhUP -kuvx0732trxyjC7OxYuIFrXxe8K7sga1ISvDc0Rpo8fVsbzl+IPRgR3EtVhf -BA5t/QQVhrHP3/Q51kwX5rqrTRKWRUIP04w+SJ7tkenAlCiajUrdi9jIx2xB -WGhXM7OebyaZGOLxVVSx9zWAx003inh3202/GqXpQF8tkgw/FhZWzeBGZlg1 -tlvwmCA5/KWcbrrAtCc0UQZKB/rai4G+eelwgTJxOtBXZ722JyMYZXiEhQMR -9CWMdQgKm9rkq0KVsCg2EMWM4x4k/DpXHOROus/8SZVylu8RwDJo4auORsyM -fu0TwzlWhPg4RldV4nboLaKMr2vdEGWPA/JRmWXLQbdYIi6RXa7/TwfmatMa -A+DwmLZTYDdWwnPDkjbeAB7sjY05YASVRxPN0HnFGNZhxhTH/ab9hhtuQESN -SXg7S5dAN4ZqFF/HKKaWSypcIxo6ZwbX+LW4jKHQWqwgrDmIsBHxMvzlE2J1 -ru8BfQb82wtBdJVImzUcDdMxas7Y4Awm+KovbOYeWpfBEBlQ6yoreHt7BlxM -3MJgmlsAFSwDPngP8KyKVRwJMEIDsgoLYQksG8T1119vgyCgj/bBkNdZMG4B -MMF6uFvdVUNqIj8YCcCLdWx0xziL7cfIOzCkVsaymcZTtGHceOONFiOyA2aT -hKrpFLwJpo7HhoY3YPisCGj4DB4Q/Ej2UMfF7v1lbrq41TQgwkmKqVnZvLGl -7vDmpM4Y6CKFaEOPntbM8quJv1qrIRYbAZHpZNGryJb3gQnnBhKbN5VHBIF2 -+EF1rZ1+B2Rgr/EntCS0tilC9yINyJxqTJv7c8NklqCsGScyuVxbM9YbBBG1 -3XTkO8NkXrxyTK7leZz3NW8bBsKr4vFK3FinW5qGDTm5npTpctrtb0SqeR3j -Pswae6T2YbdgxxtLoX0o7WIzgHVNOyC5Zs0aA2aW8yEu1btUYs1rIjZlKTD0 -qJfFmvLcEJiOjYarVq2yNzA4hepxnKxmzOnwlNpIxm4sypjhyx0s99mLocAM -xxW4KgNfHNx3Br62PpiUyAwXZDe9Z7ebl4ld4HddSWv3txB8M91ilM0fVGIp -3aQXpjH9yU8iHTYJSLYFA/gi9YY7ZujMmjUrURUA2/oZ8GXRcmTZu2aGvZin -Zp2pH3YG7GVguIkQTaXI5g1tyJXRoeBC6oraKfYI40dGrV5tJXAb2n74iHYH -h3fbuzPXtkvQHEXmkYibZXfBPIqEZ8Be7HrbRxj1VM+9HOaVBbsQYT6oLJMQ -4geIbmUYTNKGgW3oZqiIh2YyoUGa1XNMh8HQKCzbHIKHqiAjEhEZax49erTB -L3aUzQZyAZwY57JGbZGZwHo+F/hNsj9fFRcbjkUv6F/l/91H3tpOzRkS4bHz -AbSIiarWMYsOHjEehac4wdiAGZ4ideIcwDecFlwRRNcwisUEu6Vdu3Z2pgFh -ePgBdchTQBUmHX5TnrG7SV6wngMX6txwmCA8TSyvBcFPoixnj8M48bYSwKC3 -bt0av2MYEVY7vvpxGBPPduDagJhBolUWeFDzJeZqs0NgX4sHhHi8zmMF3pGB -AV8i+Mob4TTbIJ9//nl7MljBepHxNhrSEIlRMvguXbpUicaWvshbsPwXLoSR -Dm0+m5r+lUCwPZHVdJrCtC7z4AlQmSBhn9rt6lScAXXxqm3MBJA2btzoe8p0 -hgPMg1tCDoX+PWGrMrhxQZGPVLht4rtgwYYBQW+8Fp2WOCrGqguf5557Lm7D -evSfhBkqVUEta1RmIquHZ8Y/I0Of//jHP1bqKLV1xOhaY2wcQ3ABvMVu1GHa -QkRVcGyuJt/27dsbwVgNRuZoVs1v5CUuZKb4zTffbEIEIfwSGFkl54bENYI5 -wZo0uaZStQ2HFS+7RQHvHwHHJofMAkFCPgSnsJP69u1rcIwGxHszIxUBMTgO -g9pnBcc1w9V6sswsPE4emzkuUDB5NEVdtwhjYSxUO0xBN7wuHjJGhEKzPcE0 -G99evXq9E1jOjIORNBMJSUa7k7J+dthsuSd8WejgzWz+iLaxuMvf+ImxYtxy -/gBtT2H+eHsi5MyXEjyWXZYWTHbt/cJlPauTURGgM12urV3Hl/UBM5AQGLNU -oR1hGVM9aCTbYYFtRQjTAJPQEubQn//85yoh2gx+PBAr12BiQGzMzCbFpkog -OpqdJu6JrNMjtCRpWfwGU5zfaYeGFocgoYLfaUdssCcMD4j/2iN+85vfVAnj -UX6uzQOKkqwJd4oLOXrRohoWIKKBFkouBUb7NyANwSQ1n2wDCQkSPhk7UYlN -3dA389qEeUBS/XPUQ00n6b7cB2koYVYYQXAdU7T/JBGt5gKXXB4vH1WN/AY5 -SLrysCE/YSdy8nhWA/9En0rhsUrOCPMYlAGA2i3AvKEQkxVGllhmNFdBhdew -Hh/boEh7fWdYj4o2zxheXLJkSVqsV/k7N6y3wwggMz48sfJMf3w9rGllYo38 -Z6cTTNRgFosHszpAlMqeyGKZeVRGbChiMIl+BiZD5UBWwDkohzB6F6+d1nPy -YxRhBLbcgmqyMDW9DRw4MJYQRobFCIH1BS2sbrvP+LJa6Jm6RiBzdhIMMAXz -GoednQKxEDphpf/5n/9xzXjIMKJS1chiWuFsdEj5RyubGHMDfIh8wpv9RPuq -T33Yw7GCATYCs40bNzaswbg0s986DtdoiZPxSac5yH+y6zDW2TNkmsOiFob2 -ZMan0xyISag5CEWQ2cBevrPRHKyZYirwmz2bVzWT3WN4okr1keEsJr80mKjv -p4ZXsvo+FoxhZdduV5O0StVQy8mO+blQCo+DF9GJUQqrxGm/ZO8ie8SeoDAZ -JfhcfNAPCJOqetvqBlVBd5pLS0uNupWEXKCCt5wT1gOXYcGQ0aEUizitUbnA -BlBHfBljBmJY5rr9n2xjtkCwy4PdRKFpXJnSIIubdszyeOEn2oDEFAGC6v9l -uOBjHTcDkNasdRwYys7QTl4lyXFn4zZ4feS+eq+JHME5a8YZCfUJ1oCBmnKR -6RNGY7eoEnnnvgMSZ3cQvLPn2jIXX9Ut70yfIFp+sSERJTbWdismob94Lrqk -vDEUDyvaD8sb4P2ECRSWawyLkEBxrmokXgWtGaeA++baXhAJDdrVMKWpEexF -g8Of/OQn1jluMFzELTNnzrTgkLEjX3CfBR/Ez4tjBv/Ru3kNhg0fKV+d2zKp -5R7z7jAEmISY0yHeDzJsgOI1SOIMKgQT1x6spqzxM1Jk0SGf51iNKsRoDq4S -fAjRBByHo0nMU0Vm0oKs2jjJMktVITnu/9EuL1tS5UtelA7QfACSZexPPXv2 -PFsFAhHVZahUgShPxAqEPCnSNPnNIkZoA8RBFUSc/Q43+k8cA6vEF+FxJIPh -3ZIEjUHHJdCdPQCElumOTUawJTALGnM9gXu8LAM3DEF7Vb5kv5xB6+ATWIAC -tGXXH96HcqcyRbQfEIYhKZWtQpaOy3YHPoRT1d6yPGPb44GtQ+w3XJpPq3bq -lONSLDd0AlmU5KbixiYRupEz3y2Cg1DwwsQMoTExSX9olbvPchiZtJDFq9I7 -th7ETKivE9oNaMHkZqMozeUcVwksCMZXkdKw3MoMeDPBVgnYqGFxMPSrvl/C -AjTwbZisMWjQoEQ6JaPzk479gqUCEuntjdUeDrcIhwk+5BCmUzIqxfaAMDSu -SsZwgMgCqp+krZo+dQsjHUXD1KdzWhSdrVdWjgJFE+ZWm6kNYIe567Zwp+OP -scu2XpHZoCQ6V0XTvn17GxA5hPaarVu3tjSKMLERq9mX83ArGeZRc42hgk1m -6DQqLYzRQQLrDlGDoXG6CUUbo/M7mGxSjVvAC6TTO2oohXrHEtsUCOzkTzIP -yHXEtMNnN6D1OTlnUDU4T+auxfGXTLcgbENAKpIEr1rVWAkL/qaoY0O3uG45 -VVOn3IsyCLYgE+TC/0Kjh7H8UNeQpcCnoq4prwX8TPnNujXL1YfR9nemaBqU -ewTARywI2hL4YUmDxDagl5UeElZI4jJ24zpsGAwu+IM4B847m+xNCeHUW3lW -U7WVrFmA+GDNtddeG3MmsgHAYbvr8C2XgtFg9eKI8lbwDVCtT48ZndFYAU9z -hipJ3rGVEbwIHYXt/w4tVmCTjy1TM1egiloYFk3iYVawxsafVt1kxvvnEAF4 -PQboGnRosgMNbElJLTGzDXhhy6BEAihkcTZ6BRIZd6rGzAqGTaCgTZs2sZI4 -iwygVL1CVM4WMJTvDdzAyHA3H1BkSQeIhYEAXxBaeSXD/xn0ChOr4YOSkpJU -FcNCVODHsFfJOlSnyQhBhpchiXoANjxY0+gD71G4J1XF8FwlhT3AMpD98kXq -GgiMEfgooagrP5nqQGxMr/LaybzW6MAS/kbMs2ZKN7zsqlWrQtVhayRVqQ61 -DWxACK0xVbwOUtNlp9s43ZbsisNXQy4zeK4pDFQXz7Vp49XMPFINkhXMNKOn -GcRNHqdYXkmMHj3ahkooy95AqX2pbzb/jjlS++QMSgHdxtTwJzWf7H3DiJ8S -Ot3qNEZuqA8sC5Kv+pVZKTOHvKiPadNgbhJq4uWXX7YdfAzHUMl6CKNXloST -Th2w5mDBGb5kdzdOGQXfG264oTrUgb0U5gqPxeHEBmRnkZFFuT72S8gbgggK -+YnaHoRhEvSoiFQW0DJ5JiGFrrEg9P/GG4ySXjCwduzYEXF+VBiEDlizIbsC -YhnXwd4sQyv4hgV+DPjVuTGSEnI3powZr06co8ZbWmkxYji0seyYFLMow5PA -uqTYU7ZWr/BpsS3MAZrURywXDcTz4jd7ZbJ7zZZSyDWhw6ewpS0wPlk7o2Zs -hhKl1hkzyLesOmZGDRGLHeIvQU3CktZDWsiPcrksMK9AFebK2M5GTHTwyyQd -/yjVZ7A6G7CwdQc/srhFgIFQEooQz1s1i1kP+Oj+E+tww32QPIj62Gi8qRi+ -lu1DUpk34AxNW1z2EMAM95k0HVNo7ZuTiqGgCi+RCv58W7RoYWMKw82KpMZ1 -xl4MNT6OPDrwGJJj5Rl60WbqU+3/cMsLpK6I+5nlcB+FTJEP27kLB/qFmni5 -mpg3yy1GPrYrmE9JaIjTw40zsZ8sXKQCEYZE7ZZvf/vbNnhGaYyp1pjNiu33 -5PvAAw8YVIVKADRL7mJN7uXzxoVFPUBkQhJRB9GlttCCtKtDYM0UljGm0+Fa -M/xmOKe2RbgcZWsBfNnOYeNEIkxFgB3K7vHcMxi7B1+deKLFGgnRGCf6zLPY -WzRaqIkYIwP7k/0m4lhThFmypHjySacpQqnl27Zt21hTWKoqX/VQq0NTIClE -LRBXPHAADeMZKaMd3lB3LsZMJN2jsQ/LZTmWZVoAczYWsI1SLVuT+hSlYRwA -IRBGMMYm0xIPYVzLOcFyJTuJL0Er3gZLjVGWlpbW9/KBCiO7AKfMLFPgTbWN -ysDUqVP1Gksd42MrqnhGSVrXdR6y7cxmiFYdjiU+zG+WJbQt018O+cEK+7DG -yvZijAHTWvoIh+GJ6BgHfO7kGoCrZOAuU0u+3DYuNhtIoFsw/8xyGzRoUDSC -xi4bMCgb6EaBvkE9sYJhYEOODvYpXi3D4LEKPubYhrv31KqxwbF/AbZLJtdU -0Df1/UDw7HgoaGBmKggHaNhDQTgLbTBVZpDExmAkbKHboUT1CqRWua3LEJmw -ARkJakp4bsxwEgCfAKy2smrJ++g2cBpPQ4loAkRgxdQeI4clDQkptsEIUbrK -GzZKoBjriltIxFBLKYZqXtAWXmAZPD4mJWk3R4UWYUGjHGylGqOR/3O4ZwzC -EcWN6yplOrqa8cPTiTEbWNnWRf7GCFm9MrZCiaBY4jzuRLRRH8ChH2VNW/VG -7PCXbF68ror+3MiNwMaOP0mSELNKJBs1D674I3AdPiG13lQrF4UMYyHsZQuz -VWyRSoUh009tuHUL6YRyCIDyVcyeIAEmnM8YSXUymLclS5aYqxomlzFdMLxO -mc00NiTYZtBNVr4hmLGN8kI8+1jM5pXixQMtNbyAMKVIKHnCxJiMejgRhEQQ -kOnTp8fFBYhIkKPurXXTcBYMMG2bNICy3BJyWGWA4It2a5yJ0WyiyfQwQlIx -idbbzOO3W/fXXnutubaWXaxgELMTgUqUhgR6zgIy3v5wL5JOz0FgsDckfqPg -bzCU/Y1U4OpajlH/Mh4/jh4xQYkdgKjkqyegj0dlubEQZYdwEJg9FUpYM9VT -FFxtT26eDECxjgFcmPYGsPjd2q0ECTPJ7+Doxo0bzeeCG5AS1iPWr19vzAcp -ETxVhfHiq2c4N8/MhYk70WudJ4s0wYcW0GYqKSxi1DfmYjBKBpMpq0UC6Oqt -tgLMcFlopHBVlsdf+Mt2etYKbrdkOEWO0NlCiMBXnV+TIUxV5ANJtRBb9MQ6 -TnkaBzMrpp5JK2HpS+2VRC0/En/gYLmRhIErlSlTc8TrgGB9x6rVXIYzshE7 -sqRt4ukx3EmNNDNKcHXhwoUmnbwYJcgS3kGl2Iy+XMS+9eJAF1/0BR+UPvhA -EjWOMRhLrW4rccD7wAZoTMNjMAUswTvCYIB10TVEq2AXC7Mi6TY/pg2wqkAG -1kZ1uCZ1RIYsaQuzJlmFLKr1w+UqJXH1MvQ6Sy+sAjA0YjZETpWscXzZKhDQ -S+Sz1o31HqTHIoG5MGDwq+Fmz2z2BmgI68I0K35qmInB7XEdpghbAGEPb64w -s5WmRK5hUyISaFzwi+VBLBWixyqCCSth7fVhTHLkDR+CzNWgBi9y5PEhYeWK -gFL7oH2BLKIDSVcly9HdnE2+/F/1QZhEB3DDRVi9SfMs03kX4SYIyvhZOr9P -+Yofz5oBng2pB/Pnz7cVkbAQCmupfPBnccV4wWT1P1fcx1nBdMO8o1CZRBWd -mNP8/jfP5+Lseoxx3hwWYQ2XVAvMRMxelR3rnjXs8INS5BLV1V7Qa4fnRDvz -h5g4Bgi+QLxNN8tZlkH5O+ceqOAbHzMI7rzyyivjl2OAoD4mAKqYycBC4OnR -NfWcrY7wk05K0AQ8x+ulWozlivJTVXsi9K8xShllvNgZZSCyXIEk608DLXqi -F0xXqzRcMUeufAKSgqGpUwZnNgzfv/zlL9WmTsP0OASU9WCJ1WlWuTo1gClY -pirqEj/iSlQnapNgME8AjQzZ7Hf7aWFD+51p1mk1nwZUhyIgl3K9ZQxQHcV2 -GYGdoDVmPvhLCiI2m0kCK5Bcg28L6sPZVnQJSVBgjF1HOJxUC8iE/c8SNXrW -nDZ8aTVzDG2wU23qsWXxk+A1guRgY7I+dF0nfKhmkImFe+AAvjNMBm/VNjav -FAyEj8A+umYkRNnQUyAN8qrSYCNh+c7sLXMTySFiMtDPbBayOYUBiI94BVzH -SzNGDfPizzdMH5Os45JlbeuiCT48AFuAsJR0sgLSMAEZQGATlqZVwrRu0St6 -b7j13QInSqVL/BMxRdAkCD4KEBsfaGNFHEDQWYxdRwiE/Uq6skWrCYky48Ab -Fhwzz2hgNWwr2lQDGr+w6IqhRBILShFHhPg3wwDTWSG1x2EhgJasVDT28hKm -MRDrBe7URLVbYFsSpijLYo8Ew6EIj4G4zA9vgnWNibRly5aE1Qwj+4DRQwOu -gyFYherWrVvCChxi4YJN8Cb9mJDxtrySQYnXgLblBsXKrUg8vpaxJsEwPrhp -ajpEqNnICVv4AYhwHCEhLIuqQeDMycaJhkOSm12znMAR3OdNAXO45ZprrjHw -hsEgPQYKcgwp8a9YdY0m7zIX7sG4QFIAeMhrvhkuPwvFJ6PzG526J2pCrAzl -a3nU2Kh8eNNwAR0aYrBAACsHy8I8xtDll18e8wETixuCwFvxb3jFHAYMLkQR -sUQzE/lMJqzUc2xMeV8EBTFGEYHDNj6mFMWl2iVmGpI/GDfvTqCXZ/C+fJgn -/X9sr4C+MIQ/C9XNA2CUrA+c4UJmWAKRlog4gnGBNIwDpiO+C0nNQYW0Kvjm -OaL8bGeYhdTCiieWCR5ufMTExT2wZW5sTotY8E2WN61eVYeVYdsmTHmHm8jU -erQ1z7QqrrazwmAiiExWsC10QixFuRo06uMsjoQa4zIsKbXlLbZqhdeYLxVA -WzPDZ7RVLDUE6np5weTCJoIBYWJmS5WdRVqZIHiM2K/VtuZ3n0VntgtSZ/Oi -0N7YQwuGMlqUuwgcYbhhiuJwW3EjxgXkY1yDdMC+wrzZObYQhDDqA20hy5YQ -4G/VbDaDhNnwpmDhVJWjYmd3Q1pjK1UAFkrEOUQAEAxelnnBBEX529qQJdxh -iujrXeb5mjcl/uUPPHcDAVeYN96ebrV7KzsGMOKtq9ehOKw+XyI65dJHRxKW -a4xjidvnj9F1njx4TZeYFSzoq0tmplNKZrVZ/9AU2jJpPEV9lxhUcJLx5Ej4 -sOgDvg2KhndPbt2Jyq8RrbUtW0QlgHdqIppu5K1wGJlDSElf2KeWOuk1hAkN -OhDqq+ETO9lMgq07qEhYnI8tyTATbwEzcQl6Dr1nFEQ1Ep4DDpkMYoOEHIHR -ep7hgDnmDVeXL/aVwrGtpoLGaAgieOYlICQ8DjTHUWRylIR2QgYKg8UreAOn -GkttyZIlFq3BRzeW0QfV8WNl5rkLFkFm+YmLzi4Ws/HImWCspm4QR1iJgfBu -wLLKnrmAnLmATsXq5jLq/9njMOjgUJs+io3iW5HHasIGQc22Zg4qg1vmyMQd -+Exqs8y4HpJZtxiK1Qm3hmcGrbQr41YCrRahgcVpUiskDuthTGKysVPcQpqw -LOISETbq0mIwGFo6ozYAVJ/51Nrtp30zomq143QAX/SvgsRbnAe7kS1uBkfg -jm0RUI42illNReIBWO8GZCwr2mzD8AR0accQwxT6uO+We0xXKCDenB4kvuB7 -QkhT81bv97fYZgVGoMj/f77ZIu+8j5XEqViPrGa55XnF1AZ+drFnwgQYbIG4 -+nf1MIvpBVAKWbKPJRYzB6qMLAUSQhBVM7gFxZF31lJszSCFwWwRlEvxi1Bt -YfUlDDls15TSYGABL6A0MnZEKDkcJ2Q9KwLjy+gY64XFOJQbPu1nAIJjFNBM -1AISGnkZnxWmxVrHq2rkn2yJDRxKZ3YBxiMMhQa1ZADVxcZ3cItZ83ALKvIT -fnTgN3YcRFA/+hdV8126fGnjO9sHgnAoBn/XN2Nt2E5+iwWF515YKSasR1vb -xxFljd6K+IS7nZgPhcd4waY6OY84jS/45j7oTiKZUFS9e+M8K/FuvjKPwYFT -FI45L6wtFHAeT8cTYhkqTJMDOhAvpXSYfYVrx3yq9BnnEezAWE+yeVQix4AF -b09tgXjuCDDbznjoAMk+5f9GYMkCKdhsaF4jNXSzHHC8TJaYzK4C7LiPeVeV -YUml+AuMGGPHYvyK12EKq/mevC/uzCd9j+h9hIQ4iML/Te+cDcPKiDNnzjQ2 -RPkC2aSWWKQ/ZMM83zV6xvwbshkwqWx7DTaOBQSBCoofGAkwt8xiB3lT2ZA+ -FTDKsWFYOZc1AWNDnkso0D6oI0ui0T6MDbF4WaUL3Tpmg9i+sWHoaymiZAYj -QhGEIU2egufMLCkwGr9ZnUA2SxvaYw1BfzgZFyFZwyLL4ajFOwN9Y+wI6TBr -yaKD5WCCTwVzwoAJBQCN+PlGckYHDSEvjEI9vcZ+iLb3j7ioQSLDggeN9X2m -nGWBMwFEyIgo+bykeBgsgSPezC2xPMI7P/eTxIrPOTIkITMWKuEOdQ++45uh -FnEpptsqboQnQ+b7rrHzLfeNlyD3zSr/44NisFp4FXlUq9t4DCVqe2IN6own -GTEjSiatRGQ1Iwk+p4CB8TfODKYzLgUy9Otf/zpmB9ot/Iixm0yJi04LswwW -XoWPbfcG1qMdZlEBSizVMEEATFW5qunztQgB2TKLMbLtCOFsE+NY86lZC7Tq -/WE6Al9gCs7GY1U0tXUOyGqJX+EJilh1vJWdtIiChq5sb/uSb8N5sh3gBpRw -tD+JCYgzILGlVL7wQDKAGBXB8GsEniMjmcLagChETHBWdTg/9U+xtPgUpoTD -TCsYU/7dP4WQgJXX+1/fZnsuKObs6BSeDhsdT9XY2UMIAbyDbGEmcyMADm9g -j2OX84qmlsFKZkHVhoENrAZ+4dMpme24H4ZJE6uk6p0bikE9PCs86euuu87i -g8TJMFdZD8CcIn6FN/V///d/8TIfShU1hm2NeUGokadgD6kyMsL7grDueRGS -OUyIKwMAV1iMYAM+Kw6bP6UrNnr4Gx/MfDutAn2nQ9A+FdASURaSz+KM1/TQ -5sCdfRmywZZCpbG6oZzOdszqtiUGkoV7YXBuiQBa4QZWMIA7rmjhJxVKwnyE -kmMlHhWotnALP2Hx//J8yEQzI7wVMQLcVxWF69yfoyOZLanadsl4nkx8zl8D -e0N4eMhe0phzkh8Z/h/3Idy2RBvyYnTOaH23J5VnYfpi0qGS4DUglZ/YtUAn -4SHFMoM5LCLcF7rH2iOXv4bLX4nyv4liE0ZWJRjN/b86dQGs0AzgInFEUPG1 -0My8EdEkcJ5lDn6yEME9XMv/gR+0Oo/GiCfGDgfzfzIfyNaExvEq8YfdY9EN -oBRkgsvAAMAc5QZTE8MAnmxnO8DOW/B2PI4h4n6zts2+PnX5o5et40ZHkx2S -ygiw4rmVUVIN1biPpXVi12R2GvdZDBo9keXpi9DAaYgqbgn0QW8T+Gnl6ctM -EbPG2lD2spUpzDLMZt5Im7/umwmrESIi/qETcl3AviyLIdwqMSbItmeAiz7j -xwRcglPoIfPEbC/BRN8dOoz4JF1aTkp4tHeJFwEeC3j6IjIutKbW+bc8b/EO -qDnUHgoBu8KOksZOQ2DZPDAweCzTAynUqwmNb55CFio8gYKwbpg9pIxu3NA6 -BsNM9ym9MP6e+ND/A8YnJdE=\ -\>"],ExpressionUUID->"25afb289-9c07-46e1-95ae-70a90c94728a"] -}, Open ]] + CellLabel->"Out[36]=",ExpressionUUID->"25afb289-9c07-46e1-95ae-70a90c94728a"] }, Open ]] +}, Closed]] }, WindowSize->{1280, 755}, WindowMargins->{{0, Automatic}, {Automatic, 0}}, -FrontEndVersion->"11.3 for Mac OS X x86 (32-bit, 64-bit Kernel) (March 5, \ -2018)", +FrontEndVersion->"12.0 for Mac OS X x86 (64-bit) (April 8, 2019)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) @@ -34278,43 +28954,47 @@ CellTagsIndex->{} Notebook[{ Cell[CellGroupData[{ Cell[580, 22, 155, 3, 98, "Title",ExpressionUUID->"bcf935b7-820d-4ca3-9315-ae11e2afb1ec"], -Cell[738, 27, 308, 6, 46, "Input",ExpressionUUID->"ba389371-54e0-4b1f-9878-e36ccf520d87", +Cell[738, 27, 309, 6, 46, "Input",ExpressionUUID->"ba389371-54e0-4b1f-9878-e36ccf520d87", InitializationCell->True], -Cell[1049, 35, 507, 10, 46, "Input",ExpressionUUID->"4c6d517d-fdd1-4c29-88db-2ebc38cf3636", +Cell[1050, 35, 508, 10, 46, "Input",ExpressionUUID->"4c6d517d-fdd1-4c29-88db-2ebc38cf3636", InitializationCell->True], -Cell[1559, 47, 574, 12, 68, "Input",ExpressionUUID->"c9be84f0-2c20-478e-b59b-84a5537b75fc", +Cell[1561, 47, 575, 12, 68, "Input",ExpressionUUID->"c9be84f0-2c20-478e-b59b-84a5537b75fc", InitializationCell->True] }, Closed]], Cell[CellGroupData[{ -Cell[2170, 64, 148, 3, 72, "Title",ExpressionUUID->"ed745cc7-7622-4150-8959-856369454e83"], +Cell[2173, 64, 148, 3, 72, "Title",ExpressionUUID->"ed745cc7-7622-4150-8959-856369454e83"], Cell[CellGroupData[{ -Cell[2343, 71, 2166, 49, 52, "Input",ExpressionUUID->"b227ab8f-bd11-4f6d-9606-4715cb7bdbab"], -Cell[4512, 122, 4523, 103, 287, "Output",ExpressionUUID->"9eb27830-1d63-4124-b01c-2f08d28195d1"] +Cell[2346, 71, 2792, 61, 94, "Input",ExpressionUUID->"b227ab8f-bd11-4f6d-9606-4715cb7bdbab"], +Cell[5141, 134, 5238, 124, 287, "Output",ExpressionUUID->"834f7b1f-4b8c-4434-8ca7-578f9c8e9037"] +}, Open ]], +Cell[CellGroupData[{ +Cell[10416, 263, 2452, 57, 94, "Input",ExpressionUUID->"51da85a9-ebe0-4c4d-9992-fb53b86cd681"], +Cell[12871, 322, 20834, 380, 316, "Output",ExpressionUUID->"76a45c82-1911-4e97-bc1b-0d5bcce1cab0"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[9084, 231, 176, 3, 72, "Title",ExpressionUUID->"73ad141e-221a-4bac-8a20-766352d5889d"], -Cell[9263, 236, 3611, 68, 425, "Input",ExpressionUUID->"45cf9d80-c96e-420f-a644-dcbc494fec23", +Cell[33754, 708, 176, 3, 72, "Title",ExpressionUUID->"73ad141e-221a-4bac-8a20-766352d5889d"], +Cell[33933, 713, 3612, 68, 425, "Input",ExpressionUUID->"45cf9d80-c96e-420f-a644-dcbc494fec23", InitializationCell->True], -Cell[12877, 306, 1724, 37, 236, "Input",ExpressionUUID->"aa698e54-17aa-4f97-82d2-3513a27a048c", +Cell[37548, 783, 1725, 37, 236, "Input",ExpressionUUID->"aa698e54-17aa-4f97-82d2-3513a27a048c", InitializationCell->True], -Cell[14604, 345, 3235, 63, 404, "Input",ExpressionUUID->"78e9680e-766f-4b4f-8d0f-cf65509e370a", +Cell[39276, 822, 3236, 63, 404, "Input",ExpressionUUID->"78e9680e-766f-4b4f-8d0f-cf65509e370a", InitializationCell->True], -Cell[17842, 410, 1292, 24, 131, "Input",ExpressionUUID->"cb3cdcd5-bda4-4d59-b62e-e78ebb66a6db", +Cell[42515, 887, 1293, 24, 131, "Input",ExpressionUUID->"cb3cdcd5-bda4-4d59-b62e-e78ebb66a6db", InitializationCell->True], Cell[CellGroupData[{ -Cell[19159, 438, 6479, 141, 304, "Input",ExpressionUUID->"da475127-bb06-45e4-a1f1-c9a46c3108e0"], -Cell[25641, 581, 949429, 17370, 408, 741695, 13965, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"29ba4025-a724-4b44-b8ee-472f23dfb963"] +Cell[43833, 915, 6479, 141, 304, "Input",ExpressionUUID->"da475127-bb06-45e4-a1f1-c9a46c3108e0"], +Cell[50315, 1058, 762465, 14169, 408, "Output",ExpressionUUID->"29ba4025-a724-4b44-b8ee-472f23dfb963"] }, Open ]], Cell[CellGroupData[{ -Cell[975107, 17956, 4634, 107, 283, "Input",ExpressionUUID->"3f62937c-156b-4312-98f7-c849d1d8d333"], -Cell[979744, 18065, 199811, 3742, 462, "Output",ExpressionUUID->"031f2e2b-7df8-4da5-ae19-4e577ff972f6"] +Cell[812817, 15232, 4634, 107, 283, "Input",ExpressionUUID->"3f62937c-156b-4312-98f7-c849d1d8d333"], +Cell[817454, 15341, 213186, 3878, 462, "Output",ExpressionUUID->"031f2e2b-7df8-4da5-ae19-4e577ff972f6"] }, Open ]], Cell[CellGroupData[{ -Cell[1179592, 21812, 6845, 150, 346, "Input",ExpressionUUID->"fd6b57a3-af46-44c7-a675-b34955bc828f"], -Cell[1186440, 21964, 674469, 12293, 408, 496748, 9379, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"25afb289-9c07-46e1-95ae-70a90c94728a"] -}, Open ]] +Cell[1030677, 19224, 6845, 150, 346, "Input",ExpressionUUID->"fd6b57a3-af46-44c7-a675-b34955bc828f"], +Cell[1037525, 19376, 513873, 9558, 408, "Output",ExpressionUUID->"25afb289-9c07-46e1-95ae-70a90c94728a"] }, Open ]] +}, Closed]] } ] *) diff --git a/Manuscript/ExPerspective.bib b/Manuscript/ExPerspective.bib index e482277..dea19e0 100644 --- a/Manuscript/ExPerspective.bib +++ b/Manuscript/ExPerspective.bib @@ -1,7 +1,7 @@ %% This BibTeX bibliography file was created using BibDesk. %% http://bibdesk.sourceforge.net/ -%% Created for Pierre-Francois Loos at 2019-11-12 21:17:15 +0100 +%% Created for Pierre-Francois Loos at 2019-11-15 20:32:38 +0100 %% Saved with string encoding Unicode (UTF-8) @@ -82,6 +82,17 @@ @string{theo = {J. Mol. Struct. (THEOCHEM)}} +@article{Tro02, + Author = {A. B. Trofimov and G. Stelter and J. Schirmer}, + Date-Added = {2019-11-15 20:31:07 +0100}, + Date-Modified = {2019-11-15 20:32:01 +0100}, + Doi = {10.1063/1.1504708}, + Journal = {J. Chem. Phys.}, + Pages = {6402}, + Title = {Electron excitation energies using a consistent third-order propagator approach: Comparison with full configuration interaction and coupled cluster results}, + Volume = {117}, + Year = {2002}} + @article{Loo20b, Author = {P. F. Loos and D. Jacquemin}, Date-Added = {2019-11-12 21:15:13 +0100}, @@ -1528,192 +1539,193 @@ Bdsk-Url-1 = {http://dx.doi.org/10.1021/j100377a012}} @article{Ish95, - author = {Ishikawa, Naoto and Head-Gordon, Martin}, - title = {{Analytical gradient of the CIS(D) perturbative correction to single-excitation configuration interaction excited states}}, - journal = {Int. J. Quantum Chem.}, - volume = {56}, - number = {S29}, - pages = {421--427}, - year = {1995}, - month = {Feb}, - issn = {0020-7608}, - publisher = {John Wiley {\&} Sons, Ltd}, - doi = {10.1002/qua.560560845} -} + Author = {Ishikawa, Naoto and Head-Gordon, Martin}, + Doi = {10.1002/qua.560560845}, + Issn = {0020-7608}, + Journal = {Int. J. Quantum Chem.}, + Month = {Feb}, + Number = {S29}, + Pages = {421--427}, + Publisher = {John Wiley {\&} Sons, Ltd}, + Title = {{Analytical gradient of the CIS(D) perturbative correction to single-excitation configuration interaction excited states}}, + Volume = {56}, + Year = {1995}, + Bdsk-Url-1 = {https://doi.org/10.1002/qua.560560845}} @article{Reh19, - author = {Rehn, Dirk R. and Dreuw, Andreas}, - title = {{Analytic nuclear gradients of the algebraic-diagrammatic construction scheme for the polarization propagator up to third order of perturbation theory}}, - journal = {J. Chem. Phys.}, - volume = {150}, - number = {17}, - pages = {174110}, - year = {2019}, - month = {May}, - issn = {1089-7690}, - publisher = {American Institute of Physics}, - doi = {10.1063/1.5085117} -} + Author = {Rehn, Dirk R. and Dreuw, Andreas}, + Doi = {10.1063/1.5085117}, + Issn = {1089-7690}, + Journal = {J. Chem. Phys.}, + Month = {May}, + Number = {17}, + Pages = {174110}, + Publisher = {American Institute of Physics}, + Title = {{Analytic nuclear gradients of the algebraic-diagrammatic construction scheme for the polarization propagator up to third order of perturbation theory}}, + Volume = {150}, + Year = {2019}, + Bdsk-Url-1 = {https://doi.org/10.1063/1.5085117}} @article{Sut05, - doi = {10.1145/1095408.1095421}, - url = {https://doi.org/10.1145%2F1095408.1095421}, - year = 2005, - month = {sep}, - publisher = {Association for Computing Machinery ({ACM})}, - volume = {3}, - number = {7}, - pages = {54}, - author = {Herb Sutter and James Larus}, - title = {Software and the concurrency revolution}, - journal = {Queue} -} + Author = {Herb Sutter and James Larus}, + Doi = {10.1145/1095408.1095421}, + Journal = {Queue}, + Month = {sep}, + Number = {7}, + Pages = {54}, + Publisher = {Association for Computing Machinery ({ACM})}, + Title = {Software and the concurrency revolution}, + Url = {https://doi.org/10.1145%2F1095408.1095421}, + Volume = {3}, + Year = 2005, + Bdsk-Url-1 = {https://doi.org/10.1145%2F1095408.1095421}, + Bdsk-Url-2 = {https://doi.org/10.1145/1095408.1095421}} @article{Cle10, - author = {Cleland, Deidre and Booth, George H. and Alavi, Ali}, - title = {{Communications: Survival of the fittest: Accelerating convergence in full configuration-interaction quantum Monte Carlo}}, - journal = {J. Chem. Phys.}, - volume = {132}, - number = {4}, - pages = {041103}, - year = {2010}, - month = {Jan}, - issn = {0021-9606}, - publisher = {American Institute of Physics}, - doi = {10.1063/1.3302277} -} + Author = {Cleland, Deidre and Booth, George H. and Alavi, Ali}, + Doi = {10.1063/1.3302277}, + Issn = {0021-9606}, + Journal = {J. Chem. Phys.}, + Month = {Jan}, + Number = {4}, + Pages = {041103}, + Publisher = {American Institute of Physics}, + Title = {{Communications: Survival of the fittest: Accelerating convergence in full configuration-interaction quantum Monte Carlo}}, + Volume = {132}, + Year = {2010}, + Bdsk-Url-1 = {https://doi.org/10.1063/1.3302277}} @article{Val10, - author = {Valiev, M. and Bylaska, E. J. and Govind, N. and Kowalski, K. and Straatsma, T. P. and Van Dam, H. J. J. and Wang, D. and Nieplocha, J. and Apra, E. and Windus, T. L. and de Jong, W. A.}, - title = {{NWChem: A comprehensive and scalable open-source solution for large scale molecular simulations}}, - journal = {Comput. Phys. Commun.}, - volume = {181}, - number = {9}, - pages = {1477--1489}, - year = {2010}, - month = {Sep}, - issn = {0010-4655}, - publisher = {North-Holland}, - doi = {10.1016/j.cpc.2010.04.018} -} + Author = {Valiev, M. and Bylaska, E. J. and Govind, N. and Kowalski, K. and Straatsma, T. P. and Van Dam, H. J. J. and Wang, D. and Nieplocha, J. and Apra, E. and Windus, T. L. and de Jong, W. A.}, + Doi = {10.1016/j.cpc.2010.04.018}, + Issn = {0010-4655}, + Journal = {Comput. Phys. Commun.}, + Month = {Sep}, + Number = {9}, + Pages = {1477--1489}, + Publisher = {North-Holland}, + Title = {{NWChem: A comprehensive and scalable open-source solution for large scale molecular simulations}}, + Volume = {181}, + Year = {2010}, + Bdsk-Url-1 = {https://doi.org/10.1016/j.cpc.2010.04.018}} @article{Pen16, - author = {Peng, Chong and Calvin, Justus A. and Pavo{\ifmmode\check{s}\else\v{s}\fi}evi{\ifmmode\acute{c}\else\'{c}\fi}, Fabijan and Zhang, Jinmei and Valeev, Edward F.}, - title = {{Massively Parallel Implementation of Explicitly Correlated Coupled-Cluster Singles and Doubles Using TiledArray Framework}}, - journal = {J. Phys. Chem. A}, - volume = {120}, - number = {51}, - pages = {10231--10244}, - year = {2016}, - month = {Dec}, - issn = {1089-5639}, - publisher = {American Chemical Society}, - doi = {10.1021/acs.jpca.6b10150} -} + Author = {Peng, Chong and Calvin, Justus A. and Pavo{\ifmmode\check{s}\else\v{s}\fi}evi{\ifmmode\acute{c}\else\'{c}\fi}, Fabijan and Zhang, Jinmei and Valeev, Edward F.}, + Doi = {10.1021/acs.jpca.6b10150}, + Issn = {1089-5639}, + Journal = {J. Phys. Chem. A}, + Month = {Dec}, + Number = {51}, + Pages = {10231--10244}, + Publisher = {American Chemical Society}, + Title = {{Massively Parallel Implementation of Explicitly Correlated Coupled-Cluster Singles and Doubles Using TiledArray Framework}}, + Volume = {120}, + Year = {2016}, + Bdsk-Url-1 = {https://doi.org/10.1021/acs.jpca.6b10150}} @article{Kri13, - author = {Kristensen, Kasper and Kj{\ae}rgaard, Thomas and H{\o}yvik, Ida-Marie and Ettenhuber, Patrick and J{\o}rgensen, Poul and Jansik, Branislav and Reine, Simen and Jakowski, Jacek}, - title = {{The divide{\textendash}expand{\textendash}consolidate MP2 scheme goes massively parallel}}, - journal = {Mol. Phys.}, - volume = {111}, - number = {9-11}, - pages = {1196--1210}, - year = {2013}, - month = {Jul}, - issn = {0026-8976}, - publisher = {Taylor {\&} Francis}, - doi = {10.1080/00268976.2013.783941} -} + Author = {Kristensen, Kasper and Kj{\ae}rgaard, Thomas and H{\o}yvik, Ida-Marie and Ettenhuber, Patrick and J{\o}rgensen, Poul and Jansik, Branislav and Reine, Simen and Jakowski, Jacek}, + Doi = {10.1080/00268976.2013.783941}, + Issn = {0026-8976}, + Journal = {Mol. Phys.}, + Month = {Jul}, + Number = {9-11}, + Pages = {1196--1210}, + Publisher = {Taylor {\&} Francis}, + Title = {{The divide{\textendash}expand{\textendash}consolidate MP2 scheme goes massively parallel}}, + Volume = {111}, + Year = {2013}, + Bdsk-Url-1 = {https://doi.org/10.1080/00268976.2013.783941}} @article{Sce13, - author = {Scemama, Anthony and Caffarel, Michel and Oseret, Emmanuel and Jalby, William}, - title = {{Quantum Monte Carlo for large chemical systems: Implementing efficient strategies for petascale platforms and beyond}}, - journal = {J. Comput. Chem.}, - volume = {34}, - number = {11}, - pages = {938--951}, - year = {2013}, - month = {Apr}, - issn = {0192-8651}, - publisher = {John Wiley {\&} Sons, Ltd}, - doi = {10.1002/jcc.23216} -} + Author = {Scemama, Anthony and Caffarel, Michel and Oseret, Emmanuel and Jalby, William}, + Doi = {10.1002/jcc.23216}, + Issn = {0192-8651}, + Journal = {J. Comput. Chem.}, + Month = {Apr}, + Number = {11}, + Pages = {938--951}, + Publisher = {John Wiley {\&} Sons, Ltd}, + Title = {{Quantum Monte Carlo for large chemical systems: Implementing efficient strategies for petascale platforms and beyond}}, + Volume = {34}, + Year = {2013}, + Bdsk-Url-1 = {https://doi.org/10.1002/jcc.23216}} @article{Dep11, - author = {DePrince, A. Eugene and Hammond, Jeff R.}, - title = {{Coupled Cluster Theory on Graphics Processing Units I. The Coupled Cluster Doubles Method}}, - journal = {J. Chem. Theory Comput.}, - volume = {7}, - number = {5}, - pages = {1287--1295}, - year = {2011}, - month = {May}, - issn = {1549-9618}, - publisher = {American Chemical Society}, - doi = {10.1021/ct100584w} -} + Author = {DePrince, A. Eugene and Hammond, Jeff R.}, + Doi = {10.1021/ct100584w}, + Issn = {1549-9618}, + Journal = {J. Chem. Theory Comput.}, + Month = {May}, + Number = {5}, + Pages = {1287--1295}, + Publisher = {American Chemical Society}, + Title = {{Coupled Cluster Theory on Graphics Processing Units I. The Coupled Cluster Doubles Method}}, + Volume = {7}, + Year = {2011}, + Bdsk-Url-1 = {https://doi.org/10.1021/ct100584w}} @article{Kim18, - author = {Kim, Jeongnim and Baczewski, Andrew D. and Beaudet, Todd D. and Benali, Anouar and Bennett, M. Chandler and Berrill, Mark A. and Blunt, Nick S. and Borda, Edgar Josu{\ifmmode\acute{e}\else\'{e}\fi} Landinez and Casula, Michele and Ceperley, David M. and Chiesa, Simone and Clark, Bryan K. and Iii, Raymond C. Clay and Delaney, Kris T. and Dewing, Mark and Esler, Kenneth P. and Hao, Hongxia and Heinonen, Olle and Kent, Paul R. C. and Krogel, Jaron T. and Kyl{\ifmmode\ddot{a}\else\"{a}\fi}np{\ifmmode\ddot{a}\else\"{a}\fi}{\ifmmode\ddot{a}\else\"{a}\fi}, Ilkka and Li, Ying Wai and Lopez, M. Graham and Luo, Ye and Malone, Fionn D. and Martin, Richard M. and Mathuriya, Amrita and McMinis, Jeremy and Melton, Cody A. and Mitas, Lubos and Morales, Miguel A. and Neuscamman, Eric and Parker, William D. and Flores, Sergio D. Pineda and Romero, Nichols A. and Rubenstein, Brenda M. and Shea, Jacqueline A. R. and Shin, Hyeondeok and Shulenburger, Luke and Tillack, Andreas F. and Townsend, Joshua P. and Tubman, Norm M. and Van Der Goetz, Brett and Vincent, Jordan E. and Yang, D. ChangMo and Yang, Yubo and Zhang, Shuai and Zhao, Luning}, - title = {{QMCPACK: an open source ab initio quantum Monte Carlo package for the electronic structure of atoms, molecules and solids}}, - journal = {J. Phys.: Condens. Matter}, - volume = {30}, - number = {19}, - pages = {195901}, - year = {2018}, - month = {Apr}, - issn = {0953-8984}, - publisher = {IOP Publishing}, - doi = {10.1088/1361-648x/aab9c3} -} + Author = {Kim, Jeongnim and Baczewski, Andrew D. and Beaudet, Todd D. and Benali, Anouar and Bennett, M. Chandler and Berrill, Mark A. and Blunt, Nick S. and Borda, Edgar Josu{\ifmmode\acute{e}\else\'{e}\fi} Landinez and Casula, Michele and Ceperley, David M. and Chiesa, Simone and Clark, Bryan K. and Iii, Raymond C. Clay and Delaney, Kris T. and Dewing, Mark and Esler, Kenneth P. and Hao, Hongxia and Heinonen, Olle and Kent, Paul R. C. and Krogel, Jaron T. and Kyl{\ifmmode\ddot{a}\else\"{a}\fi}np{\ifmmode\ddot{a}\else\"{a}\fi}{\ifmmode\ddot{a}\else\"{a}\fi}, Ilkka and Li, Ying Wai and Lopez, M. Graham and Luo, Ye and Malone, Fionn D. and Martin, Richard M. and Mathuriya, Amrita and McMinis, Jeremy and Melton, Cody A. and Mitas, Lubos and Morales, Miguel A. and Neuscamman, Eric and Parker, William D. and Flores, Sergio D. Pineda and Romero, Nichols A. and Rubenstein, Brenda M. and Shea, Jacqueline A. R. and Shin, Hyeondeok and Shulenburger, Luke and Tillack, Andreas F. and Townsend, Joshua P. and Tubman, Norm M. and Van Der Goetz, Brett and Vincent, Jordan E. and Yang, D. ChangMo and Yang, Yubo and Zhang, Shuai and Zhao, Luning}, + Doi = {10.1088/1361-648x/aab9c3}, + Issn = {0953-8984}, + Journal = {J. Phys.: Condens. Matter}, + Month = {Apr}, + Number = {19}, + Pages = {195901}, + Publisher = {IOP Publishing}, + Title = {{QMCPACK: an open source ab initio quantum Monte Carlo package for the electronic structure of atoms, molecules and solids}}, + Volume = {30}, + Year = {2018}, + Bdsk-Url-1 = {https://doi.org/10.1088/1361-648x/aab9c3}} @article{Sny15, - author = {Snyder, James W. and Hohenstein, Edward G. and Luehr, Nathan and Mart{\ifmmode\acute{\imath}\else\'{\i}\fi}nez, Todd J.}, - title = {{An atomic orbital-based formulation of analytical gradients and nonadiabatic coupling vector elements for the state-averaged complete active space self-consistent field method on graphical processing units}}, - journal = {J. Chem. Phys.}, - volume = {143}, - number = {15}, - pages = {154107}, - year = {2015}, - month = {Oct}, - issn = {0021-9606}, - publisher = {American Institute of Physics}, - doi = {10.1063/1.4932613} -} + Author = {Snyder, James W. and Hohenstein, Edward G. and Luehr, Nathan and Mart{\ifmmode\acute{\imath}\else\'{\i}\fi}nez, Todd J.}, + Doi = {10.1063/1.4932613}, + Issn = {0021-9606}, + Journal = {J. Chem. Phys.}, + Month = {Oct}, + Number = {15}, + Pages = {154107}, + Publisher = {American Institute of Physics}, + Title = {{An atomic orbital-based formulation of analytical gradients and nonadiabatic coupling vector elements for the state-averaged complete active space self-consistent field method on graphical processing units}}, + Volume = {143}, + Year = {2015}, + Bdsk-Url-1 = {https://doi.org/10.1063/1.4932613}} @article{Ufi08, - author = {Ufimtsev, Ivan S. and Mart{\ifmmode\acute{\imath}\else\'{\i}\fi}nez, Todd J.}, - title = {{Graphical Processing Units for Quantum Chemistry}}, - journal = {Comput. Sci. Eng.}, - volume = {10}, - number = {6}, - pages = {26--34}, - year = {2008}, - month = {Oct}, - publisher = {IEEE}, - doi = {10.1109/MCSE.2008.148} -} + Author = {Ufimtsev, Ivan S. and Mart{\ifmmode\acute{\imath}\else\'{\i}\fi}nez, Todd J.}, + Doi = {10.1109/MCSE.2008.148}, + Journal = {Comput. Sci. Eng.}, + Month = {Oct}, + Number = {6}, + Pages = {26--34}, + Publisher = {IEEE}, + Title = {{Graphical Processing Units for Quantum Chemistry}}, + Volume = {10}, + Year = {2008}, + Bdsk-Url-1 = {https://doi.org/10.1109/MCSE.2008.148}} @article{Kal17, - author = {Kaliman, Ilya A. and Krylov, Anna I.}, - title = {{New algorithm for tensor contractions on multi-core CPUs, GPUs, and accelerators enables CCSD and EOM-CCSD calculations with over 1000 basis functions on a single compute node}}, - journal = {J. Comput. Chem.}, - volume = {38}, - number = {11}, - pages = {842--853}, - year = {2017}, - month = {Apr}, - issn = {0192-8651}, - publisher = {John Wiley {\&} Sons, Ltd}, - doi = {10.1002/jcc.24713} -} + Author = {Kaliman, Ilya A. and Krylov, Anna I.}, + Doi = {10.1002/jcc.24713}, + Issn = {0192-8651}, + Journal = {J. Comput. Chem.}, + Month = {Apr}, + Number = {11}, + Pages = {842--853}, + Publisher = {John Wiley {\&} Sons, Ltd}, + Title = {{New algorithm for tensor contractions on multi-core CPUs, GPUs, and accelerators enables CCSD and EOM-CCSD calculations with over 1000 basis functions on a single compute node}}, + Volume = {38}, + Year = {2017}, + Bdsk-Url-1 = {https://doi.org/10.1002/jcc.24713}} @article{Sce13b, - author = {Scemama, Anthony and Giner, Emmanuel}, - title = {{An efficient implementation of Slater-Condon rules}}, - journal = {arXiv}, - year = {2013}, - month = {Nov}, - eprint = {1311.6244}, - url = {https://arxiv.org/abs/1311.6244} -} + Author = {Scemama, Anthony and Giner, Emmanuel}, + Eprint = {1311.6244}, + Journal = {arXiv}, + Month = {Nov}, + Title = {{An efficient implementation of Slater-Condon rules}}, + Url = {https://arxiv.org/abs/1311.6244}, + Year = {2013}, + Bdsk-Url-1 = {https://arxiv.org/abs/1311.6244}} diff --git a/Manuscript/ExPerspective.tex b/Manuscript/ExPerspective.tex index 58b6d7e..27e8973 100644 --- a/Manuscript/ExPerspective.tex +++ b/Manuscript/ExPerspective.tex @@ -1,22 +1,17 @@ -\documentclass[aip,jcp,reprint,noshowkeys,superscriptaddress]{revtex4-1} +\documentclass[aip,jcp,reprint,noshowkeys,superscriptaddress]{revtex4-2} \usepackage{graphicx,dcolumn,bm,xcolor,microtype,multirow,amscd,amsmath,amssymb,amsfonts,physics,mhchem,longtable,pifont,wrapfig,multirow} \usepackage[T1]{fontenc} \usepackage{newtxtext,newtxmath} \usepackage{natbib} -\usepackage[extra]{tipa} \bibliographystyle{achemso} -\AtBeginDocument{\nocite{achemso-control}} -\usepackage{hyperref} -\hypersetup{ - colorlinks=true, - linkcolor=blue, - filecolor=blue, - urlcolor=blue, - citecolor=blue -} +\usepackage[ + colorlinks=true, + citecolor=blue, + breaklinks=true + ]{hyperref} \urlstyle{same} \newcommand{\alert}[1]{\textcolor{red}{#1}} @@ -31,14 +26,6 @@ \newcommand{\cmark}{\color{green}{\text{\ding{51}}}} \newcommand{\xmark}{\color{red}{\text{\ding{55}}}} -\usepackage{hyperref} -\hypersetup{ - colorlinks=true, - linkcolor=blue, - filecolor=blue, - urlcolor=blue, - citecolor=blue -} \newcommand{\mc}{\multicolumn} \newcommand{\mr}{\multirow} \newcommand{\ie}{\textit{i.e.}} @@ -158,7 +145,7 @@ The typical error range or estimate for single excitations is also provided as a %************** Before detailing some key past and present contributions towards the obtention of highly accurate excitation energies, we start by giving a historical overview of the various excited-state \textit{ab initio} methods that have emerged in the last fifty years. Interestingly, for pretty much every single method, the theory was derived much earlier than their actual implementation in electronic structure software packages (same applies to the analytic gradients when available). -Here, we only mention methods that, we think, ended up becoming mainstream. +%Here, we only mention methods that, we think, ended up becoming mainstream. %%%%%%%%%%%%%%%%%%%%% %%% POPLE'S GROUP %%% @@ -178,7 +165,7 @@ Although it took more than ten years to obtain analytic nuclear gradients, \cite Nonetheless, it is common knowledge that CASPT2 has the strong tendency of underestimating vertical excitation energies in organic molecules. Driven by Angeli and Malrieu, \cite{Ang01} the creation of the second-order $n$-electron valence state perturbation theory (NEVPT2) method several years later was able to cure some of the main theoretical deficiencies of CASPT2. For example, NEVPT2 is known to be intruder state free and size consistent. -The limited applicability of these so-called multiconfigurational methods is mainly due to the necessity of defining an active space based on the desired transition(s), as well as their factorial computational growth with the number of active electrons and orbitals. +The limited applicability of these so-called multiconfigurational methods is mainly due to the necessity of carefully defining an active space based on the desired transition(s), as well as their factorial computational growth with the number of active electrons and orbitals. With a typical minimal valence active space tailored for the desired transitions, the usual error in CASPT2 or NEVPT2 calculations is $0.1$--$0.2$ eV. %%%%%%%%%%%%% @@ -214,7 +201,7 @@ It is also important to mention the recent rejuvenation of the second- and third This renaissance was certainly initiated by the enormous amount of work invested by Dreuw's group in order to provide a fast and efficient implementation of these methods, \cite{Dre15} including the analytical gradients, \cite{Reh19} as well as other interesting variants. These Green's function one-electron propagator techniques represent interesting alternatives thanks to their reduced scaling compared to their CC equivalents. In that regard, ADC(2) is particularly attractive with an error generally around $0.1$--$0.2$ eV. -However, we have recently observed that ADC(3) generally overcorrects the ADC(2) excitation energies. \cite{Loo18a,Loo20} +However, we have recently observed that ADC(3) generally overcorrects the ADC(2) excitation energies \cite{Loo18a,Loo20} (see also Ref.~\onlinecite{Tro02}) %%%%%%%%%%%%%% %%% BSE@GW %%% diff --git a/Manuscript/TOC.pdf b/Manuscript/TOC.pdf index 5f4c5dd0bcd036dd88b2f2156db85d6f00bb4fe1..26d5eb7d850c6295453c32e556efd326f848fb35 100644 GIT binary patch literal 60495 zcmdqIbzB|kvNepm1$PM&2<{r(-QC^Y-Q8V-yA#|YxVyW%1PBf(nPBOJa)#RIbI#{9C{J+>|ZHOfqx8O#^4P`!NY8<<2>+! zZC>4Ojsxmay~J3*Tx^>;|G@IE^n$&?Jl>p(TK~S9uXe8aKyQ6#lyxy=<%z}VUh?Ws z4b0mJd8@zLOfg3h{hSYCn)uX}rMwxsvFIrs#vOfxh2pthfGEeEU-in#(X`wJ2Nd|c zdZF`e{S2LH+~_#0{;VPMXJz2A2P3|pPZN~@NX3#21ixT@4sEG4X2Q?%UE_jcW9}+a z?rsARZ=6mAx!cGBwtB_WlmIX+unG^n3Cr}ogmMx%V>ClWqhJy)^i6JhbxU7b^ z4BK7)?W5>`UDV(bHj!G*HAeK{n#>6dU_D+j)4u);A`4Hot6pk>-b2UenoOr1W4wmR zW%A8z#3Phi-;jOMYlIDb23Ee1;C9ms%u7rj*RQ2xls1#*rnR(~TkiF5G-4i3X}q># zSqWw_4s<8yxptLrmm%pq!;ZxZt$K(BR~JasY(R22)oBi;E@LF3;Rq0j9*BHk{Zzg} zNNTyNdL|nJ%PWy;o62C+^mtX&5u^cFhx&;!S@v72@R*5$$q!w=-ZmTvbr_?c&Q!*2 z&02WrI-#@c<``*;>p%&NV=_PJ1`nixt669K`NgWgF0*Z8^Qpv7vhMG0BOX4zupt;J zC(z1`M#;97&%?FqTj3}_$I}7S8FowloRlh(AwxrlHd)Uh#1ZqpGhnjf$i;1mPxbsN z75dTnM+7(%7q=Tt_R+%`k4Um1$~`~wE-aTb@ur9X6>0v=*KYAxawCqzd~u0@biT3O z;^J${904#Z8c94dT0dMjvnJ&N<9PmZamrxsMx_E&9c34gaN@!-RrjG0N`s!<@L7Vd zLE6XZ+98}V5XHd36lcxuV9uvCNNx{8crWpcS2Fccf@f7&wSWReS4TMQfK~-`-K$tfM9O0cP@PN)Rq_wb z#@l_wCTZzde(0|y@z=9BcF~E?PLS^Qlj=%VaE?IOiTE}P0Y~aA835j2HhppRDrx$< z!-O@wsnZ6G{fYk^lz%MOzG=~JelOCroI#VWP*>(mKO#q4Q1VXoe$o!2v+ zSn6$3!S)GN5)@z0q1JL%)C+6UY;Z_pCjaurW*=V$e4^~#4NO;>4bUNkd+WZUm;n59 zZ_CG}qV*sMq;6Yjua$fItryXdjHb0`i!-`;miB-0Hl(DXq`_zUedv1MfFULAn~C|aCb~Bh%U@0OZzk5i zni$?pv^0OUF}~Yq|7v4;x6%F8#{6!3kMGwQ`rCo9yxZP~+CSM?-)(=4wf{Ka_aJEh zHH!BzX#XV++V?mH z*5A*j96q(Yt&XLg_4~f`Tz)r;;M?0e{5pzv0Qla#_zfIQ^bBN$c;8+AajsqFl_P(RvJZbUiS!o#l@o=X|Jt2YwK(KJg*2OYYkTGUc zu$P5Cx>U|bc0jZM=8Kz91XP&!nXA}^FA&f*J!~!xxm`8;^ihN72=CEqf6eav_AcYf zWBtC}&LfLpsMUC5V3sD`@dqhk2sx@y;BG-s|g9L*fN2 zoj$Tr%`gE@m7+HWwAp@T`^pqa7*4TR8SyEiL57|UHNEKeK^Rn*e5GvJ2tgE75G4|_ z63QsxHh{d_s2dH4+F8wAT*hbF5GEcxS$;!$cG~kd#~DgbxSf@B z7V@)96eFWk*qa4~L&il>v7uq}T>}zHu==Lr{3gh+3E~Ek8q+o1_1&n(=8z0EK7yS# zg4M4x*M^P)F0{p(9R+<>WS<+pNqDic>{dVyOGQ>_JoYZ#GD}FHFpg_fSS8_sVxJP9Z#N!Y=2Y7DB)%_)~ISy zEz|66T=f)c(CefPW~(oeVaTO4<=174wV@@5~Bup_Bh(op=Qnc2~7 z;phnGFdm|1nYKJ9ZKWQOmL{5-h8|2c0dZMHZmtNi(8Ed~cygnxw8_1lO2w@s)URE9 zKPkDNo%FeCAO3ZvW*4oJQeB0)6>D9RqE#*Bkt&=0N^Ph2X! z=2N&}tGyWKgST8}^-yl>Zo^9VGtJJ|C%QOg?rjZ(I;0hk&JV1XA=JPXzkAnaXa*}6 z;H{NLL&WOZ0~lPAq<21ENL`GlgpD|C5#Quxq&qg(s93<~C|w9*gFnBtwj*C#h&{M5 z!!T8BZ{LAJ71QiTl=vR=H%Cj%kV;kWJhhuoS zBfX$8MhN`GgehVrXAVmVL&XnvtHcd2=CVmA#shZIv+da0cnVc2$B+TH?Ykjz7Cv?R zZ?VW2pRYkGgaqldi~A501;wIj;S4E5c~by{Dh?LIR2+4)b;*;RVt`!=Y@n3KeTOPf z_?`+qvmt}1XKzhf;!j*izgL>e!tgmtn&?(KTQMjr+A`3Vz;tRfT7(kYK3V^0tW?O5 zp8>Iw5<9LRF^a#K;KQ`JvYAO8cEPNayXEcd=*B#gP%$fm-{juGauHS9*i6CqO>}$( zznqeBilE1%k65{q7eb1W2%}vQGONtqdM$W{Qfnx@g0*`e$B?02a;gq2KQ`q}li^gz zXzS7Hm#M_e^OTTc5F=ZJ55-^Bnnvl9%L=Ihf>8!`{Uqx7pw#PV!4r-vLvn-z0vWUa z(yksmAjT5q3~rK_Sf4-R=NVH_S65pgIGjudA_nu-;n4kCr6u*vAX$ubCXghoppJCe zDm?U#y=ke3GfA+ZclKenapWgs{s%^=2Q$6+5VO>)u+$%vsU&ShDww!Q*=3%&UgE=K z=NiqRlZqwcwQ}YyQEVyGd>G_J-!Z=&Y0sod!;7sox)OmE9|llnm$cCxDr}qTlBD6r zgpihEWJ*bpUG_#B*6hQJF*p-3`RK@);5T4~mi1iSu0gU(L?KL6Yd-(%gmo28W#*(~ z%WgvwQGnZr!W0b$`_2u5bbtLh#g%IV$!4IF$onIo%u$kDt@zm>Aa~aM;!c5j_HNK* z4T8Ysti>T`Flfc27n>Y#_-i35DEe~d4TqI@Nm)_)vmz38kB?!NJo+<{?6)VNc zerrz|G>2V6B1-3;QsE(T4^U?%r2-W98~MA zaCoRqTi>OVBe!O1{VU$#lUTxAZ)r-Dd?0%4DHL#a=kcPwdUq|1>|Bk*Zr@&;8&9N z4`M(^&-w>3p!;*4`g=n6M>hRGRwOi}hb_P3BeY(jxQWAkAabzdP0ZQZ;=?OhhVQIu z6lTm~aqFfO|h2lQx~KMP}dSF%#!(S z&Q@tEg7XJFwzz$&@*s*wJ@<+aoAM8O5qW-Hte+$Do`S`pCVgw`4Gu;-7UdLR6uroG ze>4q>6a47am$Q+(Xxg&7Z2ZRDaJn3o>`E{MIczCfOBsK4r>q5IBbRUmEpcQQ_&13D z&Z*uKTsnHjKl1)RS9pF)%-^XKzk!{et%DtSn6Q zjw;&VEI}rcw#l*_^+nIX1 zF02$RP2MYj_`hyZ**{au-%0+TiimW7kl4SyXa7vX7+9HT{z}3W-K?>cnz)SWN;N7! znh`J7VE0~%wx|x*>kr1R$LQ&ZbcM)r={5*kt_VAxu+^HxllaH?gdAD`kskUXL&epL zpp(+%cRqlDHDuV@StUs0VhqiU!Vpjf)&qmW_(aP>CEhs_x6tyjuRPvUs< zJ8b~h@kap$^XPRTd&q5olO+Z`W$-;A7DKEr~Gay`dUaOBlPyDGSry$N^gvc~Y z5t1#FoaH=W(;!0xr#)Iyl5$88gkCT6JL5%W17S=7m@$cTNog5|5h~P6wK?AAcLd8A zY3A%kZj($_EvC5^vE#%DD6Lp6D%DH<8mj47gEVi6?j!)a3O3a9=J5{JzD`=}kmlKA}%6v|;ayFy@VG}IG ziOl;<8Zs5#9vd`)L6mEEAixk+!HaqrDC%psO0XKF!&Xet3R1rW;lt=m?MgkSflaGe z8DQ)Fla7go7Jm|>0gd` zKivLeXfmxN18BkW|2ESY5hl4LmuKWyjJxJIzqwu;r&M)=)`s?JlUP2#QNmOup@f;4jHbxPdQvu@01#*gP+KNja~C_Gcy3n`djT7_ z!tC`$PU~)Hry$eoSx(A~;ciDu5RZ+#xw&=xfwSG|wJ%~iNbC6yxM}z*qs5ASg0b<2 z`=p>eNL>MWk@fE2isi^;d12>AqxJqnge;-hbRYZe_^z!`9|{Zz;P$R6H@$7H{sFMb zC&y6Z2<3w8QHGdoyn+tl%>2wktsJe~%1IbXm!V)&9)@TTv0zQUr0nsk(W+tVg^Mg7 zrkT(=urmej=WhAL7VTZs!WzW^e<-iYSm4g~IpqSyr3HPay425edW^1-bEep;n6cc{ zM&MkQFlNkk4gEtS=w3_JuZbseuQ%VVJff@^bi2`MI2|7~8lpbHUSF;>?Tx0T+4SZv z1f_9BiD-xnZi0Kp3uUtNs(<&tt=H%?BJqd~s^ryA z5DvwS=rYHr3k-tQVn}D?uyP)}NZm~Jp%tdY<*h`bl+WVe&I1+#%7o?kaOb$;zOmbh z<#X&4D-8gys?u)?ZnF?$lWxy(=-hV++;7ltg?-KzkrRF*KzOHxB< z{rCu*qOwtgy+fW>hnfm(L7N5u49Z`WY+~u_1}h_{t)_--4e|s)Ot+!51|NFtv2~50 zBBMDpZ)sV6Rr6p=zIc80xaaRiQF^yg1_6ZE-+**7+MXcH6gVFq?sUXCyjn@+> z+8~b{fGe9+n{q!osj#W!mQKT78Te&`bJ<+aWN!qat&CE2ynfwui}HA0I9wZhEGTGK zTXO9mRYx%~PP-~m&yr}GaEKx1A?ugQ+rz=2YoqI$m-H8b z=hl~!uXFQ=sEW#z2%4K!(H|tCq@czjxDcqIJ3g#^P|oh#%U-Ze+*o9A^M9sz1bMXh z$?-_{2{f9&D(g;!baD(`Kic51zjmfLFhG@aQrHEU^o`h)H7pJO z&TLT5%+QW&%)#VgdFg>PyRy7|y$b$T_l$aJEz&^}ymtoU9Fnzkmck_ZN3T|Za1Pp6 zvrXV^p8Nxvp>3Y@?#D|4ci%>C^-bcney0nmMV$NAAC!Vd7pUnV&+;->U>=V(FKys~ zUn(}@?r7biD(HKUfz+ut(AJ#xTKFE@Re4u;S9vNYVvjWZioEP9U-4cGvrhv%Fzyq$ z2EX4Q>%Npf*+J~0U7?}vXW3~9u-h(YA-t6*$j{s0nDppvHe|pFF zG;F?35=~IQGw+&3?a`Ffye-t zA4_p*z+IMcTS+yr({?M9f)8|fqK0_y4j;;O#a(`5H|&E?X76`ko2>IF2uMv$>BBVn z)OdM8`0!OY`nw_ry6$0?L7`pPM-uu;eUQ1d$!Z+}jxpC2sdWjVF&8j=L*pEPsBb-er)&kM(jQEsSSE~HdR z{zkNzpj>R2 zMil%Ua;Bt+rPs`e+rw-LvZE+aKb4^{$Xg(=vgPTx`i70g)T1Gd(rmG;_)@BwX#8S2 zt8U?f2~#%N;{By1B{%5jKOplf->r&@l#oucH605RB-BtQ;a-c?s%uft&yu0!evj6@ zFmD@Tc3XMWkBZ)NUPJ;deAuQTo7@ZlSv(c3j~We}Af@?n&E490WjymUlXRzCYJgvM zGF@#de!a}NAca4TZU2$;`$w1}bXxBEjGpMC$4@cuXvp*S&u(Y} z(>=>$VA4pUq@DwbG_6pw3`pyo1WKPQma}!lFKp5@;E3btpe`@{eVu*c%=W_$K9Bh> zybQVyDu<*y(z&NsnIJ;VaCcgHr%m91fPyQ_seneV@^D647!SfYlBtr;ggSUnvV8v% zDw-<}d%JJ~>88^fC03s!6)$IKsT>B}RU;MPu{K@jTel@miH8%lvat~=P@Ln}JNr_X z=^q=m)koteGqm_EZ;B;5!8hF7Kt4uRpcIIklPVk<5|9S@D2lwAtV!`03kz8n`1@r& z5Gq3EA}L{~1cc@}lbjsSgC;;!uOiSB2Ebk5He`xe33~slZS{h*&A0AD@G)jDw+D+= zCcX+UnD4V0YfwjuYB3yDRaNN)7P5U%2SD+zi;UDVDJV#UbE zWQMdi?ieIA`8<#4niJR}-SyEyi=_w?pNQFnE%|^J;^*=HNd#;2#W)>aOfA%|U7E zKUJisFf%6TLZVt8Q9+!mz;6#5T47ig9zdoi4$~h`SBjpfgHFju2LkNYw_~SA$}}`= z1q<~p83#R)EE{XM06i4eK`m1deLrf&s#uG*Y`EtuMtCm!9j}-$$;UZMb(FZKuEz8d z(ViU}eCgS6P=`;Q=2ckz58L!G)|=%4`zpNssoj@E0OeTci@@M$*YKecZY6(1(|;$P zZxo20j+yxnp8hWI{Z2@KFMRx=@BJ-_dLy%cv|?yPkG>T?VEWHF0-{#4ee*&JL}l`d zTXw48DVKrswCVCd5eR}>pJC)PYJo4V`q%sRk~UqcNPxWHB_q*!uu6d{ETIuML%&s* zmGEF-SShye(z*1BaGaU-7*s7)R{+28bTJ0vz)1~hT>1b4ctJz?Rnud)Q|Z}6q}_5g zW<}sDulw;z>}ry{vQa{Cghlz~G=@CJ=zC#gwg?q{(@3BeDYU+c>!Df1Q2E3UpE37^ zuk@uCH*Bk9_ZC@sKAlt!!ZoK*tPL=QqvSqN8gQ2Ui8`YBCnM>){=0e8R z{#Z2#2AMSjTw+)qinaOE45<=#Pr&4I_u9X~`5n983rvjvg!x?^{T=3i^8SBY4pEht z5$6~Ef3F$>rzJJ2pODhOyZ?Tv{o{`QwWD860DpT& z|D`NK!%X+rvWSwIHP$Q&r&FD3IbO9=BE_(5dRgm~YCX|#;(A}Tf|waL!wsP$Hyyf| zrw)=YC?FcC2nVO5Tb0UO~FZg%va65Fo4ZYcl{&V&{p8&(|8ckn!E>;N6cfsMzcBzpSREg5p#@k49+ z$dC`T_BDB5M0QT)+|HW|uPyt+pU4NWtkN*TXaz8F@0nx9*RfhYNn)bI|1d`CxywMh z6x!4W|DlEdN=tL_$#}0(#Y;i@p|P|w{}L;?C9@c`3PI;_htPmyk~f1nV}>7OJY)zlJjH0nY0;B@q%S}wI%__ z{aN;xeMRaD&U%LF85l#^>_d8mYC^p;h#!>Vgl zK??drzeGaR41s;b)BEtzior`;9Cd2uZk(M+>rb@4qAin@=~^n7n(FF-kp`Q1--k`Z zXY;b#i?Y9(6j_M}^(H1?3o`1exde#o2YF%@UoqAZhALMa((kM+8M0r?W7s^sWVSeQ zU5*^#IYpijCh3+|Du~y<9_|g;Qyp61eu|13k5)2F{aLS-ME|2@ch*UZ#gooetvaB5 z?Q#QcH$UHkGOWQ9jJq@GA^7>*Pq~Y3hZoh2+CW{u?^(3w)oQFQAc{X4Z{ibFrPS7I zHET6%j>>E!@2hsBuy$Ga9zZ~M@dFXES(?O)GH{=R8m#8zn;lSA@uM2 zJ7}3XG)Sf17|^M)ZVgUSR(SqsXzM?QZM!)e3N%~6d%o*ooe~QSiQ86pg75Q4h)_O3 zUwyk3MBFDG$R2(s33kx^Fd)4uR}-O9oE zzWCa#(&=m7MU*fco2y>VBLbVH30quTosFwL`&y7?GQP~L!Nsy$qQ`6`EEF1UQ_s{V((=<25p#KEa~-{iVjyo<82OB z!N@oy=ZqmuqYGER*2{=59p)!qRo+;r6&>OryjkiK95n(l<5z{r5DjBHBt_NQ7mov~GBihM(AgB;9fm&crrc{Ti&|rkY;%{A! zTQQ^7QS7zk=6qg6yH!POjpXS+VK;kDdM7_I`9~vPrv%4=2B>`W8Wz;m)krFsvQFT| zG9y5m4Xs6z6X>Ol>8_~a#}NAVz&r^PQf=t36NXUxCBlXuiMN!EKs5+IBxKkdGA8lu zl13aBWeKvzke8KMc0H2m5R^*_Q&cF%mO18NCY`W$&^0^|TomuM5nGEFcQT}zJnz)P0 zGZnHpm_bPb;xu#7CpuROJpu6=RiPYeihjf^Mb=an?5-L6%~)ZgW}<5H4-!47vUa(# zq{1P2{c*wMlXcOkvW5HQGhQro0@ku78iq{BA|Zz7i)8c}SST|6Lx;;g%ty2)w)Xbs zq8@!Dh_WLXX!v#trb8p&Sm@Zhs2jnAoxk}_h!D4z~Zl30`0&u#3#8bft zK&Z)TbLt}n-xO`6N$ox!2Z~}m@@6UrS`}(ltujB?;37|HIe;YJGNSJ7ID5Alwn(hL zJoNgdBCebQ87L|Knb0H_yu%NnVFCrNhMF>@M zQ)Q}=85X+9$~v%tiZu`kOAK&ym_k`<3MMlZK9;4Fy2G_r)`O`xBF9-zfz=?$WsmXI zb_(-!#|d1H1eAeTYPg9Ep{x zsfXWGT7luj;E;MC2(JNc%=yar9OHbdPPy&i$l{hkIEGO;XLhSdE8w~|o=zL%_ml8v zoMVK1R{TDBy}H0o!fAR&_oSh!KV3=ykWcum?sP!F#dUPUkq(6O!pjgwPFzrR7WUYjfsrUhztlm!}yz& zQ6T0Z33IDVfn+AqDi%tC1sQK64 z*?cHD--?K#PUDU$XhIX@DWb#Ln+TgkvtOyWbIAViO_ln!L^m$g=z7_ zp_>EoM2~h11GSI=O|LTAKvl9O6M*K5a^nas-)BgubIMZ8`z@Mu+r%Gz(>OvS_S=}y|F6-Kf#(Zef zwjF$LPv#hyKiObAjaOv!OjJ;tjEkt+GPO9aAjmN@s~f8ZO>Izph7T_MoYn68K+|6! z3jwhUsNezsNd}J}kCs<2Vodyzm&mts?{WXcGNT6$=+d{R!g2p`|J87>W8}#WZacgh zlW7=8e5cTMy5n^NoSLRjOGlhNp36=38t?utDIC-jT=Bf;y1MvVfSnNrbUlsYyyHpF zFw%VPp|ElL!;tXKV6}J2n^^x?A+PADVq5|*$r6HMl|{?UVxO9>&D!6^NiJ=-6a+n z%TX*LXTVl@jhLFp1bjMc`+}9KosOf0JxRhhuS^b2JwvmGvw!0=mk7J0N{F#gUnjMk zEpb-$$RzmqbgEy~W<%CnxHWm)$t5!bmUs{qy~C>a}|a9v)?7%&Sw% z(RuWod(~Q3O@nKl`n-CR;Xv>Dd2H6Y^Pzg9Tl4U4q2k z+m(P8ymj~c1w703DpCLPRvQUaZNoj_xSxg7_S5`DL1VaDmH&^` zOLf(pg({~z2&Zf=r7321AVeNrY2MGLApHP}o}>g6(_}V@8FKqevkmVmCIzCJ3aee%K_y!2O~> zT;9BL(ukDfJdvnMaXSqWR^`6NQX-Ta%Nna9=!*N;YbysiC_%Oo;y)uUgYZLC5sV#v z)M}4Wkt8!_GaM(uCz;-MAre!j%@{gmG^ccZGT?+@W}Bt^YO%?8CA=b*NT2zzCB%i; z3|d)k1X3lgPU9M4Y8GKh(zvCxC35>9wjZZIn!+rKU6L0}+{eYY8k+)IMMW(zJRSy% z>~2%|j6{EeK|6`mIXjn(2eU@`mNLsLn$88|Ae7f6B!^TNu#z3wFYbGN+N>R6qy>wN z(7=lf7F&iod3k0uft;esrAs6NPA%fw5_RYN@LT)e1EpH!T&Nt7>^QBrbZa$Ad>X)|;`2fX#l zDt=@aq&lUpHcZ&80nSZ+DK;AhpG_UgzGq|vBvNC}kyK(JI2M z$Hx5~Fg%{{SQyhs9-NE-i$)?BDuf&4hqBU~S_Nq{?;N2qZzycGh&yGzXB7tsLF7y$8!spz+$d|`*M^zgFPu36}r|qYgsxzjI=&2fx zB*F@c>hEBhw_{SA6!?ejuA7-|HR8$^=Nx}QjT~m)eh~C825o2TN2-~f@E^=Y^%6={uLHgxqzBMJi3Tc^o+fU6*We&m_G`C5c2z@Gywv<~9p}pKbyLW)rU8=Pg1E zHkWk`5lXALC?^+!wbW{vfq^b+il~wAN1w#2B^FyiIlj6$e@GugK`Zo}`-!CRGVLK4 zbqiueykGwjpvu|6&*ro37s#ej@rqN4fz#K}P@Hsd4{+P=CEbr?V23+|iH~8uJbDQE z-F+xNL!q`+8CP?t{S6)2bkF(iPv-0Htz)I`qQYQQ*@6}^k{1HE$PeIR z$N8y{p7#O7nrH_A-USJk``#-m_gsh>A}9cfKkkqEyQmbB7^A1Kh^SV zc^p(TQA?sTm{?o;HiB51{y7O35ZAsbeT@@2lt{pan@QDCu|I*#H6t%+hms}B?R+}& zVDYi`nLN^CCis)YB9hmPFPYp~IGPUDDK$&oXB0?@AtFKLA%mr~-Smli25aS57NeIk zlNlU!0)wrN>Jac(wa3KPEW}x}EGWul0+~X6J+QjBr$FR)fV_;$BAHPB!MMme-N5#YSs6%J5Z!2K#o$>4wFfuE25LM`%8mf^qXc9}^wh$L$dmN!C zopJ!_ozr_9N?%j}X6eP#VLBmfAi@!YI?-()uo=*#Z@z-Kf(4Ubmo;@hb7Bpg+XeSS z;(Ywd8x&GFVb>#f;G#MWbVpY%vH?*p(wWZ)xf4teU>(l_@}q}98XwNb#y|DYRL1mm&B!cCb5A%`{577hcDjtIRF&aYamf%A>prw^TyHb4K!M?lj zwUUSM^*l`tfAS5%hp{)0br2^hgZBA^yo2>01e5C*1e4U-`XLtP2v- zyFs(^>Vka+S%mCz?LkP_K)nYN8H{+TnqGO?w^U|PMPWDdQm-dUGcP~4M)4>sTI?zn ztT@3f9d<`Cw!4wS)E3$mJ#1FjE$fa<3wATPqpMX;`%hRrO$LsYxzgmz0N}sfgyvSG zqUx;!x>i(3+-&Tg96@}Qzjv}}c>r}=(o-nDcN}YmpqLSK?h&%k3HVq%?BhuX*U09O zl3?wf-v-CY9NtW8bWC(;tDktO{i=>TzL2${F{Dxyb+J?-=6(o^;SSC0=}I6E z@r?oFSqkzrIOcB>`9CRXbo8`;NIdj^)-rytyZ|`NWNtk#da(32484@7T&4T^U57xSq_o}*)gFG_IwCXECD_BAg5{eYBT%< zX4L@;xyn&3OV-ZPadMw;>(tAn^LX?#oVO6N^8wTVDJn~^OEBP-SUY9oPe*@<4 zdH$OOK}S#X2i5!!Fp~W!&_ec+Yb`|Z4)swE9);R@y{M&I>ujyfA$c+Z{|0V>wnQh{42ZvbGrZc z;QY3||DlKYe+25^@*{@d`k?=%kC^`dS~#PBBgXI3e`PuUDr_6G17lMDyVqbMi!8F%rQLJR9CTgymSgE;w2lVP{6r zG&x=#NET>)G7)?qIc+H{$A0KqutYw9PtX=V0Fsi45(FHgI%<^Wi~d5F#^=H{Qd4pZ zr?2evKUU5?*V}I0p4!jXXuSadSd+n6v;|3!2A!thalx{*Q2-YDVve2Y9NI#^0U$pk zi#+Sw{U{my^17=IkhK60aI>kPX0`NGSYL`5?1T)^n|)c`b3j&!ddUcLbQPHkw`+66 z$}jX`G(zgEwb}#M3wM%>zt-)zKF0rnsTpX}m}5eM#8RA>Ymfh$JlHUHK9cwxAP6}4 z1!OW42<8y-!o-w*N)d?LZz_ucBRa^x0>@JCuqS4 z_czcHV##+z5*g-y}IE`6lxT$s_!$&faNyHnA9hywMwi7KF~>+g!soA z+gcgN$BQsXsOR?UDq>NJ66x~f+>J>E@VyXVf6o_yuiVS@+M0L#zQnKpyiV-DP|gNX zSr%}E1rAl={%}yr5vXMsVDR0TzAJ#&3=>?8fvfRxCi1Ixl9};v&l#3$@b*Ht8Wiv2 zk-_O^FA5?7u~~(c%C-~XIM2pdt2oKPJ~yE#mxfk*$i~bc zsTUES2XdPl{b=i*Exhw-GH&f8&MwQRIynJXAs3t#^QNwg7_7RT|7rj@CKoaV{%7mN zM6+ed?Zs+0cr0CSWWCjrX!9&3)4W4&x6S5ajELBvW{}B#8u0pBN65EW^xX+lC+Kwq zFo(QTu++~v!v)RzHv#fKT{AH=MY)g*HtdS+X>D=OA}$67&@F>{AeS57%4Wolm@}o?kK%fN zebV;p1|XA-aiyn9^2-Lhdr7bT1yqj!_+e)`mTRTf!1m+#2)!EaHSV7tUIp zVB5@NL}6ml9Ii&`WWz*QXc242u-a4CJmtwoxs+Of#;I76Y6lMi5GlzP#i7AFDf zkmV=J`L!_jhb|2ypBK{#2cdbByPi@Z&JH=bHAC8D^CS%?2-oQgwB23LM97*n|0pyr zSB#-C_4~0|*oNguY!uaYUn?bS(TbDs+Qg4|x}BLWDO&?v-XEnwnLzxgd}SJE_UHuH z%koPgRb|QxZkUKwMnr~f9ST)LZDcDJ2yc*)YU8Q;X0T<-_t68?e8|u-XVo94zbdvG_s|*CTo_+%7eQ5jsX!X2#Wpw_0xzUHh z^$5z)=^zcQ7NFM+-7T{j)g7jPpQ5GVZ0>$Na>>-hrMZnW;qfQD??NOz7a<$me_a{svQ z%A0b1a@f$<)|oHC zU+3|rGiNfVy(*FpMlH$15@?O}676Qs)aw9zTpn_LPHUAZqP=W)r((-tj0p!(1M?q* z(fMB|qyvWd7HubqT$$(MV`z=b+BxQh_1T5Jegbua?dVV%p=Mpr92-dOcwmA^zw^RkLQSwEi|Khe~Rz%{D3O~ z$)G;TB404hwNOCsZ?Xr}h_V!JkYLVFn-sB+#SA3xgu$k=lL0IV!ptcs!Z@M{jfx<* znJ^L{-=8+NLja`AX+mWR6~G-nFEHRw5lmS{;(yFq%q!#V5`r+k=GHK)RITr|TJWes zOkKOPeSUbvMOr(iSVp6vd7XMfkW36!wOwC(tAE2P)w)N?1`)Dyuv`^y!fh3kh?xZ1{~ zse?JgTq&|k^;Nz*L3p2^A!UWB(y+#{=-(LSdO%WOxn5fLr$08b@17rCK91cl1ynBe z8X99M{;+!CEFHx1Fv4XzD{1%uuP_2>1p(MPzkf`yh?`m2aOb)Jdq`b;mZ%sP6Tg(e z3@R}@Af!fT^?}e>%NV2q1U$LKJCeG)w9!<p8l0`c(7C}Onj_2SkKui#88YT1e6Mexpe_oyvjHFHqe zE1>peX{{1gAnw`F!o_5u?lrLP>&@}U?`m32d)k)sJwD0Lpx&K5Ln@%gGjbpW++aVy zgS38F13K@L)HcGP-!@cD&IQvWA^dvP^`Q~9@5AdJhgQVh=oMdGM?s78I`}ujAw|uQ$vZ^6U@AJZ*P` z=(P>4iA~WwS}`fTBW7XHDU}1`UH&xw?J$!{#5Z?NkGmm8DPTKkT(Y&eXLX|uXaHf58Y z@=6Md2M)WcwD7Z^i8a*am9wIU^A1|2vizW}{TIhrzNc+-=ol)M+lDfvapQ!9v2Ahq zHM3DCY^FFXhBwL61rss92I$j#!cb52XV?b!EcAo?2J@;KY_PY{*G_7>j-smvlQ~vD zufOciDu(>ATbr9Oxyq5F=YnR;|9Kha-s`@fK1JMik{>XPgz3QdbPdslWgU)87}1L;k@W>(((-t+{r${| z%@Ffbool0v*p_Nfsu{>68 zw8WIHEa~&GVS-iA<2){LkPVFtrdL+-_MP%_ZuW*&X(`sm0|RIphQmhW)x9oxa#v#z zeF07K$wN{+SCgsmg(6;JFxvE?3)y@w{fbTzhX^x54N}Kke1Q71zU_@);x6)}Zrur3 z25MoCwf~$5-l|3TExOFN_kH`Z)W<%GSxTP%P~U!7*X-TOP(h zd+3NBk2=kwO}cB}bNHu}k$37^f3i3CQ)tsV6sNF__U%yn&nqs|6egymr{oxD6u`x_ zT*}>WpVr~v_pptPAr(^0V>5qI@Vwo3v#^B;Dn>36qMRRQ$SQNAq)$o1Gr>%k9_Pp^ zGh*vBn$g-{!sEtY!^RHzS>`1;fvwMiGs(LcWBGKX4|WCNcu$`PekDIOcC{5}f0czH zS(k^Ci`f6D2f^$g=H=GcV1phn+b<777AsdsJMv?RM7Ov307Om{%@p~KJ$EnUiWHYC zG-g-ys@jg+)QS>sgo1ox;GR&3)o5be1LG|Lwj0(4yF^CSK?wG&mzrf9o>+MizgZR98qTHk0qH4dbMdu8=HK3zakZ^q0J)JkP;}=A z16-_O?;N?I?OfK#psAnPGB!U_o3p<$~xMv0KhFR76)yOT7zB_0)vSc*NeN)^Y#IG zBxO<)_5wT}M%D|)0HVGET=E}G^b?c=*6rn5GH(afB@pQ6jpx6xc_-ozmS!KN?2*AclJXu`c@f9=fDkZW6<{HD z0ya9SRVeQOZpN=;g1@Z?AM_jo-2T#}HvlM#x@}#WhYsYFS&97)SSGyG;T4g_DNx|H zmh5+$w@N?qPRYX>GG)~Dl^BxB-d-#Bz(k<8yd1n(Np|X|Z<|NTTGHcwc5QQ5 zkuoZ*{x1qgCi?Xxx0FY%$4m<-*Dy`xZOS@oYUC6i>+@MO8)RK5U7{QbX(scZ-swy> zD<_8V26sHw1hl+e+#MR&Uav6?U(2qaK*L;vZ~mh2e`YjTnf~ZTGX0B;hLDn=x}wJa zI(Yy0{@b7XkiX;Ye*i)MBBb%3*65!$A=y}e?{fZ!Cgkt?^EbNv|0BKs8=3zHmH*d& zSw5+i-{}3{APtt^6BSrkf9r?-8^h1W_S+-N%KlrI`?sIpDE_~FqNn?8o&H15^Y^a9tLf^xH3@DPU&(xem!ccs zIm6toPPxvd1soSGIb}kz55fdb40H&ogPOmopvdRGEmA6*o)Pi$$;WE&$(2i#R;?(6 zsRRZ3E6v50m+AewSo^^O=dM)sT)_LC>cZ<_jFs_#-f>@taRP(NAYrUW$b*Ubezjo( z(^!fv zvukrlR$51zb69q6?#e|q_QsNyB?WC1`K8Pr*`ne%8Z-pldD)}1omYr*!z{!3X$Ti!0i;~(&atKrGPmKq%S;GG?J#U*$h zLspur9Ty2Ax@Pii5GvKJZxb&D8;|3Qi&0%ko@clHC$jjR6s?7hk0yH+dGCkeVzwR+ zp=dLULD)99c)$8EOf?@3Cul}m5L_P`d))*>iPtA+@EO1C#MlQRn#xwoV%m2Mmv>Xt zv*~~j7{_7p?;=ne7b;&=LOR))v(Gw~(pKK#uWx!dzOI3zM@#$M_ACc@u5*7}{c=5+ z==zbNeltM7k^bss{58Es;p!S_exk2_&?2N>JTojlNMGfCadE0x1FWZ7!1aD8yuI$!})cXrVXU(;0O}8sS z=Dld!etXWu$H(NyVaVdO#yywR3*St{VK-~5b%jp&(qf?kKl%+wsD zp&Z$$QKey^+{q}ioL7sJZ}QcMvSQBz@nWNMr(3k)O96dF&>7MK%SSJvmqkj)>4X+c zO2GCUO0VN%VdpmZ#u&x5yVIp4e&!e22oRUngvvqZq0QQ21#hKr8DW$giF^N~>z&Di z9NU2@)=Q&Go-2}!l4!vS!VlgxQR84nbqVXKv?QP`4WYhYMVq1(3u|+B5qXY=lo>h5D`ET*D_ZV?k*{TenHsXG|kP|4~vsj;~ay4kt}R?m)2Y!>l(4 z-dis;N+}@#SG=u%G|z`3fHuT3We31)@e?WjnIMS|YE(f=(IiNS0LZ+Os)Jt9NQ$rn zLPIUtyd&eb(vi+)ZX}-2nTvX~X+6rrwyWwEJh!Iy7P^U=D$07Hp{PhqkCIYSu+g+G zprNBvx0WnJ3p^>9b^SOdz7)n83J>zP)iz>7g_dAN>zJbzIKQ{A;cO_T@E^r^`hIY z;ZLR9(iA4Au4tq#SqNcM{2?~VQL0^OoHh4#y8f$0iiJ9BlMjt1-`PQ9Wys2;<+6Z< zs@bvCTG6UdpfY0ID+>pKzB+HsEbC(1#yQORNoB?f*QXE3QYty{9r&Xru1{>Z7zO$afCx6QFVa{L1)q?On!bNF$#uu)tcXHLs!2GZ2~-A&JTsbYM*z zv61w#1ugCX+=f;d$xAntDIwMjUnV@jI+pG6xO;mq3{)U-Kw+}G^}YVoTJKOm9#8Iw z+Pv!Di`aD1vA3UL+=!{V#=lTnt*3HFWnT;g=-#Hnj#P}ZfF3oWsW0WG)_g}r*Cl*Z6V(2XUZQeshOAN~F@I>z zQRn5#)Hp6E4UtV&^OOydzd#8G z<}cBV8hFgaP$@QI$5{ocZu?cY6}C*~v=_FVgd5f{8&r|43M^{Sl@BZD!B`c%ftFND z2n!H1_#@Jfev&f{?0ME@+qFV=6Q}AsrJSt-CSf0gWam$|XPVdk5=uY9DVc0TKqA|t zAmt;l!fAYTg)ROuIS0g7Qhu(0r0JRVyehOyU5N4RLIcemvU}QDLBzf%Lh`(r-?bsdM&u(V#mhA`;pgKA3u@qm4C~74}d|pd9 zJwz{?Z8sMz)H)k1^oZ1Y=6K`198dim2pjf}ijDO4HF6A@%vvn)$LI3wK1d{~V=9HL{8b?XimVzUt>;wqI!=SW%(nKu*j2revOVdwFL55XMmDrAW8S-(QagV7OuP?PR3UynH<6_2?4?wXvnZA5OTe~U6|2p(Z-`E(UkN;q^^ zX-Jn{MSPTK8gFm9c*T_6!r$YWM1OX7x&3_bIQBO4L}&By*l0O5zHRi#3)r@L&-)j0 z>(3+&3)|nbL-+W_Lfko&R%zFoF3K2vyD-DOx8kMi;lgdpnF=Ti3 zHHjuV7_%V(Um0mq#IR3w8u9HX0sOiWMCxt)e?2&t>h@vv!cQC$F;$-M6^J{qVy^E- zc0)f+oiw)CbCRrV3@oA{tT5nLknS;m<)Ag2{Ss;ZzfWjNpOJM}-( zvwuJ}f76=GY=5ZEzg_>c-|Vb^;V=LFVf=HYn18$dk4pVt&W-uMkKr)Ue2E^dpwzRRczY(aU`ypb^y+~xrqoNx#JlH=M#xv zQT1ERej_Y-Kt*PTQozMKN#=k|6ajK|yhPv7C}GK=V<2Obqr#d3#KRu6SBJ5LrpeAG zvpmmUxP1=1CLO(CK>%Q40boOSJPoc`dA+RQ0XX5iBct)T2v}e+Ho&GLLOt9leNM8G zeI03uc%gGWKNeQI*zcC5G(nHEd)OC_hL`%WX;kLWdBW?H%~4Wyr@2G8M!I=A4!ZNC zbsWH+CSz$ky)WD%>CLnNioJGk9{S-1#2I%)*2CK|x*Qqaz1`ZOpHy~v!NA@?qy<=m z){gUI_{P+x?iSKF7N;bcpc){k*YDiGSMGPwFp*y)i zf?Vg?$>jECUZ&TQco7|fwyjgp8|O!~!rX^@yl;;f7~y^2e}X4^c{KJh=INznnM)X< zY?DZ)yps~QH&@(gPPV3zjxsJH9q?EPE;q?WS;mqaT?piG(Q9mOUE2L5b>U@Yqhy!i zZ#g+F%iAkPD=xZTe!_?DIQD+;{Mzawr9QsLpxLpSRg$CoHmdu;b=-7%`@KAaQw#rX z_f)t(K`2zQq@u%;WL@o-e^@uyTBgp-U=w;bpiS#2s{*0tZpWud-g^5~W?|xo5c-aT zb#LW0fdKcT9zZ_A(Cr>K#DQNgPCJ<7C8UYGZcEr!R?F}MLgs`82E1S;5HY4yHt1yU zwm`qu0@}B)?+!*AUh)}V>f2kbzFI^u%~{f;Dsy=6$5ZZ^)Cj8}8&D_|&{EYWma|VG zX5j^`8r^qf0gqoh^Kx=3xRzA-Y92Zf_KBQ-4DhaA*r6=iz#nPfXQ+riUpQVwr)aiV z_;_DNPMb0PvM*y@S{Ev(4D{H7+WNV*)1s}Vt-;-7{5-gF?~~l|AQ&Js=>uN7es`48 zM1K}B1tZugl2tc{v1mzsU;VwnSxP&rZbpA2a|*d*`W?XFjwT~bnoPl(cGPfGqdEOF zYW2}I`QT|_0Mti4>h1!uX_IQ%ZC-AE+k??qxnliPc{LZRFQ`ev5Qt<9xLH_zpK_~- zquB87cFXor)N;k=VGLPTTK8ed^ukl8fY9`v{(jT_N5kli!CM`0$n!Ij=mxvX$8m<_ z>ccOGR!g_VtX%V&Kt?NTVNmN|<@F7aoa&%0m&I<}o}Q`^VKSK`e3V$Y(d zlg@C|w!N+iJsr#Ai73m^k;eC2QF@4}7f|q!yl4~9w9sAX>*zeFZ2UHMi+-QI6*W&- z#S-SE)YR6a)}xT(FVbBM9R?nKw_j$B6|>F4GcXkKz8Y?;<^&JUXlxWV7A?O%HUk_Wai}Dy9TDc+ju&~2U~u)ws7gr>8R0Tu$!GhD8H09epXX%qq(~4p1^F!+98-rVq)9*tE+bRiSqTa>cp!o zctTx1+UngQUKHc%bo_)}!5Z~OF1F$&3R0y;B+TfaUQXmx8Zim`1Em4V*RYo5NlSY4c& z*;*=378ef&d&p+3Dr+j9RmS7Gl+BQ-SkY_{S*;r>w`3Rn9Ls=$zK#m!lBt>94wLOJ z662PS8<8IwQLwGi+$+L>GEjxgR}zw+6oEl4z)WpLJQCcULyzsGo@t3DXH4ps?yx%EV1CmR@{Ev`YN&;Q{(Nv- zvWg_2##R0 z6YU$zbrY&$acqS#qUrco88JkehFdBir#aljrF6ikLmOWYqTL^t1DK|!Aq*G${xjOAx%tJv_;mnkS|`Ppm>A2Gg67M zt_-D6IT3>k+*P{{BoIyb(x;Y=w}v!q6hm@PQZT$^#X(ON)}AQU_G`EmNgLXnh1*pi zw=-eO++Vy%dfAFR9%=j+cu5r#Jz0Kq5@QRn?VREC?%~p7<8!1mSrK1zUfn<`tzRH* zGF44{`2ztD+5prT0XZ8+J|2ZkMA11l0B9Od2Id5dh7A_Yy<%wefr)$!(oe9ANU(ai za!c`mrD^G-qC{1c3D$4uz2*3gb1|CyD)D(?6dH)AWS8BkNP_-R&%G9yMN>v%rHnHUBj(rVVsD52bsq|UDS{zE#WwHBN%uHl44-B>VHy9ks` z`nX0+aK1I=Go^}e9sV>{qtP{X;y<4Xo#oEUo7{f$qc=H9FV=th(JkcDV6^r&gN2*e z!5u5S+j1h)BQo_fd&>4swLksnZi%0MbYljhrf`)ez=2pMiXhTc!VNyLDCu$M;?5p@ z3N|(@i}8D)&|w~^C03rb^(x`@%3BRsJQy3ROZ3_vPnlo}{PA11rflmuwf7=<>-8pVv@kno6!j*EmnyI`=fz;;|SSfQRRi*~cLj8R&|X z>#zIk1@GLAj}l3Gyg?#o8Fmf#By$b6{2+S+cJRYr9vGh3SBI|fXLP(69(j%e5JpV4 z!k?>;pog%LU?Yc?_tuWq&el%mJWjK*ihqthr9v0&mc9YL?0j0%OO^JiSOSO~B!Xm? zM=19`&FqQenMqW8;cZ0G2T*NZ6W#Wi(T427z;OOfHaPx&y&<4Ap*V@0Ii{Dz3VBdV5=FOp$YmL=mpSoJt;AjSlP&DUd4kP(9gK|h5*}-Uy{gue zMZcRH7~nk_hU`Fe$y@tH;!ZM>mo0CSKyB5ZU($sYRd+tHJK}K)GyO+9p4ffMRhvkl z;ZX*bICy}g5>~=BF$0AV^vp_f9_xomNjXO4yGq#bEV4BeKmJzncJO7}^+B&Lr7wk# z>)w8Q)+VAlErtAwLkW^2^dT3I45r|k(x)e#>AUmjUzGLF=biti6q*0k^G-EsQ3Zwn zb?2SG3!OhJpWjDr{h@sR)$`8(tVaJ-AF?t2)p_Ud`}052hyP3g{`2queOB3j7T^Bc z8RtJ7Y%>4$p#Hg*%ztsP$^759th2EFql$DxUQFt8WlG0XZ)WyTlf{lgU zyUb)RX4X>EYMdgl%7k|}A!d@dy8Ch;^JZ%*a^G=~$@#$LbFjt;00eN|jUoqNVl*pv zY??j93+y)t0I1b zT-hN{Fza~M zE8w;27}gDOIv%_Zssi9EPi&vByZAUygG`nPvXOLAV!|#WHWW41AGhXB zzldzG-7Mx*pYn8) zv3Ptu1x$qaJkotyIiVC{AWJS+sUGNeEEiQxrj-y?rW10G#ePo4lqfL9@fxd&02Ti; znqKPUWZ`6lbx13E$)nsT%vNxb22VA}b$nrK(FgO)dq@cL`^7fJ#%a8 z(EG_rt!K>Rd6={$cynf8{UlJD?hdb_4wz3Zmj)0Ha{^MJFjUN4ghlFY zycWs#yu1lKy7X#N;Pv?ndJLv%?a9~UysJ3-^JqBLf*;f*6A|be-nTbXPw1hZy!tmR zF&RyyTsl05ig69wp92Yw>S8+?cWG*DF5jOcWHUpuAUMDJUwYNEqLRY{FL#cNneWA3 zYvy8AMuI^!$!8IvdVE!&SO2E0REjGz!67W5kTu}E6t2!xo5@&ar|1?I3_Ul+o0C&? zus=bFFlv?zqm?>8pBI_JM+2_OVu<*2MjII{BDoGOo0Oy!Tl!jChzhcj-|O%kwd(Es zJ3fx*wIuTBhWmR1Ejh~NWlk_W&Vd%sb+JTSiEH#kBi<%A++^%KyGOCgKKHt%KjNOqA5ySU(? za!`bk8dB*sDb?0y4v?)G&5hhihg0lkt&l=oLfp+0npq#tRM=QIUidVEaQI%AC|B@& zR6efM_gG)f#6EV^*X^?|+*$t&$Z9IM>^?+$JfmUGNKdH%>*A&De0en#jmM6tbQ7K} z;dN4@j&g2jc~`GDx8ApYjRApFlLKuQ`GHE=0VP=hSDvkctD2?KQT)C1du9GLl_XUi zQYO_7yI>n25Gp2}UXt1fPmuI7yq*Nm{O9c;CUhVk$8G8)hTKwv)H8gw`56f z${UAT`O<^88|TvP(Ks-f#C8QfQrbg7W_|Yj)&;)URun6sYhw+=31DL`9=!Xon(&Z0 z?WibiHWjqfE~!)OU|n_}obvnH4rqFd1YuuePrLbd@atc-ZVittii^wY=posy`KQIl zEDGRF-+YmEpKsv}a(GY6%g+XVp@)OqmyEQnrKDjbmpYkm6upGpQT07lo&401>Y#$c zNwvzFdOvf>Oc5(3Dn`S4vnd0Egx3lkG{Pw6^?4`E-v+dnBaU-Qld?mgZN60Y=()2kOr^Dek6Z3 znlH$4Q7$Nx=BK5AEOL;4+CHGcM-KN^@i@zx-TojKdfnEC$dkV4wYb^H=4f{^xVo}J zz_VdLBfogJhQ6RJ#oI2iwcdPbc!kbdwWMlP?aTpGQP#as-L(YGdUt6eDWCB%l|?03 z;jz<)t-JnOx|`8HmXj1iMN7DW6Dgx~%~K4rNs2S^go4!pCTR(0k-dPkn7Pni+*aCF znaAX{6oOjHUcjJ+(y!3-t4FZM)PDma8?qDc)%a3E4i&anPddBrxSI^ud`N#N1@{Xs zuT%TcW7Q6D$Oz&BHsYzoD>Ua3`yA3(z5!c=ouF^4q6KRG03t5ltxTKoPc*R^@+`16 zO2S3NHcaxq5eHK-wu1pZfD}zg0dZF@$3k>gR8)pNDvP!Ec7Gy9JdcA}O*U6-&q*=G z*}Y=aS_ff6SJrpsCM+A&4Wt2DwtKeiDAopJ*dXWh@Pv2nuE1S#!wiUIRSNnjEZXDJ ziW8wHXUTnkh9WNL%x-WV%rlz3w^uZs9#0yS0|D@&lq&cjZ{Du0l@O*0;D$;e|*N{6?4n z-+e4-Yx3QO_+QOm*?h2kVY@sh=%c?^=!IG#o9ERZiwk$X@e0l&VM=-W#v0P}RLlX?>`SH~D zX{d4`Zl06(-Y%)RAaCfL*9Bz_`{%m{Jvp~%mQ=3#f@Q9XWUe;6t2q`GtAih~i3|#_ z9-^X7iqTv`PttJh-qpkp6jU{o%HYFW*DN7NEaoiR_&w)<)u8EmfQt*rdYndX!;k!r z;=`D(@SqIo=MK=zXo^5e?m5~NV&+7$QWW%6G#7VM#)X%^A^61$SfuZ&5H7MNMBt(p zx8~KSIxUsponLuit$4+KpJz#IJA2cuFuSYFB>$Mpb8xL%)Xvz21@m+Sen-fh3s#K3p=qvul3Md`;w@Rw%Y^+AX0j6JY3$aj+=Fl$Fjujy7Isq9JH8 z!tMwPMZ+O4H<80U3%#fe)TPCUYaGbpnQbQMp&ey&h3zL|BAJ8m^W9P#)Jtnsg1V+6 z0{a%hXQIyV?z9fw_xA3BQCTC@JYZ#L!B&UYUpe-rUvZvFMM-eBpcYAm7s$Rzg1PNu z2=nsN=9HoT^`!YVT4UXPqdd8E4f|JudUp#l0MoZYGy5V!IV(tTY8=@uKscrwHsnpH zs5_Af+`NrsxFPqs!@Mpe3Hgea8<=uOh{BoWpA9l?t+Z%gk3^Odsosf<>xknoPWHnk zlVQoOq~Gn*R;tcTVYsJ{!0);0Dy|mXZJVeNS}Q&}J0>r2fC!0DEpCtO2_Agw!@HX~Ik@G2D&O{~%6?>s0TNZ$%nQw^G5qc+n2)YvgfNCoT>*eu zzzGm5jt^3)e*VMv4PRRb`uT{T?|BR6xtJrRE&T}&AT4ODEr@+CObZCRpC2XBGj=V7 z=b2j${;nHz@moqA(>sYut{aY(pb}1X04>FH_m2I3 zabBVf6Gln-naWEi=Es`yASe5RzNth?BFbtdT0>&8M^^Fz3fgYPjS`AD`7{OGH`c+g z(hNX3D0bP_wh!WtE)a;p)x;#AU~$RoXB{o4B;e0A2JN-Ns&4UflRXySl&8h zgABcGET2h`FF%mYUiGk7hahgQA5GjNZ>|dgq)%NM{ln6}tY83=rKQ$7y$Eq6TM1rd z$R9M-R~fqV(54P67UW??fuLukf2%ejho@7m^Z^4_0-TY!thc7`>1!6Jgn%-&GE+J{ zmg!&loXL?hN!7i8=%NN-6_I=OlPFhtU4%dbRAD`MnIH}Lo`G>)@yPp&8C~Y>ZcKfF zpe3@uL8frlvc>;YOll8D6`B z)=6yLv|3{Cr6nE_1v_Jbg-pH( zF*1)aFlA(4J|~A>fV#v9c&0iCzneqkMxEBVW%#c(szCtEEu~6pFQP z&iex0xW>>kMd`OIW|OoT(_|ba{bjWtO5(!c2V#Ce8Z;x}pbHm-K(6eJAYF65(x%~2 z|6!|KdSg_+Km7!Wl?&m@m!LT5$UE^+Q}eu60XXe8<)6)62|6gr)L*ht61uIzc_1x9 zyQzhJmy$*La}gJI%Rq*bMaTfH_2gmB;uB&;Slhv+Q6?5#!ir*(o10fpz3)%&=qZ;S zI4H7!oPYf=6KXA1bjgWPqM@RpP@3o;T&Y&P3{IhRgxX)fkGbn7(cNVcp(3ZqJd2YK7OiboM{0O2F+iLUde?v-n#B3veW(ulTg4~cSp_+rtZ1|a2;27q9bPu^ka zoJW0E0Du>>0dbiCu_^g*2kE3R$o3jS8}YEu0_@O90l0KEqcWLWd<9i&vRYKr3iLMf zaq+eN|OC+D2)fjV3+r<%xV1(>U&{Rm}|_ZTVdrRn_cdn<>9<43^-ynslY8&}BB z>4OQ9_`*l}ER(I0?BDe0xv8>uz?Xe3Z3k^ndng}GoTf4rdU#j}4rT}CaQQbZeN%opY^Up|(v5qYzGu0-TTL0M5bbpzGj`8$}l zrj`WnfvX`04eG!I))ootIPMmTmHt>9e#5~4#^+q){^ZR%Bx)5H1C|%Ed#GWesm2l`~?TWqh8jv z)?mF$U}Tyc@!r<^Xlh94huML2N;Bx_gHr&BV;KCB_(&(_->$0rVS-GmEE_&z3Swln zEs4SamVsKV1!3VHu_atRME;^-`zKADuWoRdLK$>M-&hB6E6V2-4?7ltD?Alu0}#V3xYnwc zT!d;i%`YQRpU70_sBe>$4$3gsxn{qyoe8Qo_<*Q|4gIMd+sR$HED%6=OD??{Yv0xh zgM)dy`$quucL;@BZZjtHwb5PO641P#`#ZUc8-s7DR=(krzlfFGb+6;*%I$9wdgWy?`xX>*4O=WqnG}VGlu_%B-j76M*qBN z{s_ap?_$d&u#YKEJAFbCkwxsg#I?{gXPm`^~bo6 z&rhsOf6-3=kJ(5pe*tB&{0mSPD+AkqfU-2LP!=)YCr<|~18lE?MjLM{hgjw~f7thp zBN%38X=B@ER9X`-#wMySumtk$*j0#28l(quXcoaM&xMdzxgAPU;Y}<>37IQj$q92c zdT-?^3`iCs5eQLI@>8NVy}U90h;CD zypP!zO>3=pd0Y|)%-F+AYq!`O_RS4zCfQ}!_>gpyS){KrA&FUu8*RJd3*qB5W|WYrfFJt0drB|KIx?0Es*|3J*eZUTko2a~Q)arH z;trH`SR7Q9_H04b;(bkvr^Yrn=c4u@FGnI%NQ`xaR(k9G(b;T5j)-0NBsM$Tg~v88<8ajP^{yPSHubYEpZIp%Ey*b` zu4fi>c{|v>KI_`#aCyHBHX*;fJKf0C8iuw?L{L<6N7#eT>lX*F=d#mNUmFOtfAz`r zF4Rswt5>v1G~JDv-+7QadLVw)K|#mw zUEGv)-}~@=FYy(sFe{>RB6Y|ncVKRhH@lbXo6~I({W`84)NX!$d}@=7nx-%f$9W>g zZWnC<2Cn4fmQuBFXpyuNJ-iL4X>R?b+fObMPEE}CIcuZss1T_*{#;GL zycj3$SU@Id)m6F%Nm->iR(ZM-S2d5t)T{-Ub=zY)nKGqMsir`3exP*Jz7W0khS&nN zSR!62tMbBVKPZ!COPZcmS$V>Ro>*OVzzny*x%!+Vx_~Oq4o6Ua0?#?K5GoDnC2;ln zlGEisvTgb2nhD~<(( z-RuWDH}CFJFtTgmF>Z6-EPG@8TVZ%=d9Q@jj>%J6xB$}(7=umWjl?Qvu@E4bQXz2} zrPOfs*LtXf-bU5WsF6kI)NKHuZa?dHU!XU;<@9iE<4q#e)(dB4E%ZW#(k6h-xKfF%5%E&vuNl80Yw?TfAx63a4hKJ;1M9|w%EEuCvg*ir= zz)Q<{y?9X#mmgIYQH^8e!fam3bf?8d&^P!Ci_l!~M^4js*`Z`}oRA%$<`zO$uwjK3 z4BS12jMrm3NVCvat#h}%TwfVGAYw+PX-5idJW#oOdTtH4e5P+H-Cyg?6K|^XzcN_; zOhlr+1{E)l1|8XV->dk>P{+5-Q^SQru9{j{j{L#zr7Pe?wV5L1#WjeCA43xwBMN+V zwG{s7W+mvw)lAHTr%Lp>2zl_N6g=lML0$%r+H~QW zW1CdGnS8s?IimmGULu4H-U0^cHw5pB(L%J5q+~fh7k^%;@laFB)&n}VSU@(nMy6Pw zW6R^v)}(gI`aDf(#f5lSX$F20Xl5ZK@nb4KT^ZL*-)WpBr?>^ornU78C0XhDZHYLllpe{>l5xp#vlII_$WEC=6=- zHL;wfiVnC-TimZMGWeFM^(Y>cS-&8j{*ay)|2I5?eh3W{3~eCc&`l#@yd_jl2O;ZD z&Y=al6QhJmSD>h@eT{vx zO1A7Bn&~zc-^vF4VKU`<8JPI#ZXrDXu+7qp_SaNu`S!JOGq67^K1Tg^p<0L?-aD3s zWLty+xkzk3;9PV{x(9S<2zqTVI8h_urF{?aMzb!<%u3GkTT7Y+cQD|DCK_b2x0~c> z+H?7^s2VJQ&v>Rt1CSdUAD!DoCfd6cTz3wpkqnw%C_7AWTAv=LBgQG6>C{~|;0h#( z*KIpHu|GRDd8%XT7mPE5>=+luNl{w5&s8rCy?J7l(1X`J+-;lzb3Jwhyflgf2D(p& zp$``zzfr?9m3o0*;N7VkdH>==?=k!kF%7suD?)g4YtQA^zMTPR^bB%OfhYqK3t0mi z3%LQ*;_1_6`w}n9i^*5qh4;C>C6V?T0i@Yc`bj;)wPx%;c+RGHJ!^j6xca$12T&k( zV)KznecpVL%9x~I^{UUDC08epYB4UIxUoedf0V)TtCh>$QP%pwS_AF#k>B8c7~Qyj z41uqHb8QEFC;KBXefz1mKG~ zMpFcbmA@$A(nlmQ>Rl}oH7BwG?2-30#;)AS74>T z&(EM8fSfQtCo!V<&h+(KF4GGjcz{0~u*!a`3qEF6SfYnvbRsf%Z*j~0@++WkNv^2W zC#)1`xgKecB7er2j*^!$G*Hd6$e z$mGvL1a2`)&*1gf3~rVIqq`O&GR}lFfnBN{$G!u9T3Frkp(yROk(LYkJCQ`>gX8j;D_Me^JptG{o;Iv48govHXjil8BI+EWh~wQb)`03gF)fufML& z??92_e-RV=Usmd$iZ7JgH>8k$SU{rlq<$4!AE#o|rj~y%2F`z_U zqpe6it3LEW?Z^GN*!PR|m-Qd`T@UN1pP{j+sUQs9aM49GHTv+z0CF4f0L}JxLoN%e z1w8P6`|x5X?{T+xhOX}|mUw>o9RRTxTE2bb#9_aJwZ-mH(su)>;04=$RH7oZE^tc(nwe^m`Nuy*0V@ciVN#=(x((gJb5wggdVB1>M?0eJjAxIeTfuExXJ=5* zuZ9LDkAujXhdXOwTw*ht%g9^&XS6kM=pP4B&^qu;s+#PK6tr=m)PTBK{JKP6_DJ}T zB_&`xzx&-LOK2f$TF*a6oV+b~@NPGClLGo!hi%1mU3gIz!StTzJPBZvdBFY3^48QT zUthR3mlRK_9zO3hC+AGzW?@s&u3t1?es|a~sOmCI;(WLPQfjE$f<+{R_1EK73jtj*$owvzq zN;JlbGD4N9sBmI3Ttq^tA>Vt*EO3y4g`9L#u zfcE^%SAl_pC9eZd_$+x6E=@f(!vK@M7nI8ca{M;0qHcemG;5prhWl!{1kO6%nWgP^ zGxcrN#{K>E{laQ}>2;S^5P1zCiY}2m`%V46>=b+%J+xj`=lQU1I!|@~{dUw@8$ukR za)Mj>J@}_TSuIUHSYn$o2e`ZJrX3#y4typY0-$>-(yYFX3+a?)Ry*o}IjWNRNu{;Q z*ocKY_h`-S$>^&W$r7>@_?Li?fIv=|0GmL+!Gxd09^bOh652JV&{*@)8=GfRUQA3Q zB(des#W6>iLlERHY{_jPn06h@sYGN05+4+V!YTI0Y|N747}(QFK2f9NdDPVpG84w3 zYE>nr@6ESf1%oOl?dOBv^z=^DI`S$hvh6sr2af}?b1j*y>gFG8tD#+nVPcGOex-M= zT3fp9dM}xByV<>0OD`JJ8h<2m1E1Ml@;-2*y``KkHk34cOaxlJ26TPUpZ-elwluL) z-gu-ZAE^BLfcK7N582w29*Q0tC{xpLXv6_K8OsHZ;Rf%RikP}HX1)(}Lr82|iH9AM zR4;R=bft{yXZhQ5&?%=aw;g`tE8_M<4gEwiVnK6n`09(c#FN#1 zOBc51RL#jf=h+?Mf#=8NCHqoTts(JndIn43$tfVg)4^~SfkMAyE?#BCT%1J!2TjV+ z_~PSp)#dYap`J?pCT1Fjb9jpb>2_Nzf_S5w`Nsdnd^>V>-u7iXP@BNa{1Z>%-Gn;?;G z{Spow~ni7>-tCO6r{VPLBPE?d(+*W(jC&>NVl|W?OIp;kJKF@v6z3(6QzW0I8`mD9ao^#DP$DDJmF~|7MF)Z>A<@=dxv}=;C!A4(w zH7Pz1GqnXZ%;*}(BibygmxGrGS$GS!niD!b5@6X*J0Ra9-{)UWJ52woccgdB zL?f_at@ONaU@Dl~M8Lv##Jm3@{+rri#Xx3i(whGVrGP{HovzsvdJ3nSw~I4+ZMqNIB&KG@a< zGYbwS;KwvOeuu}7bHg8IK~tZ+i#%D6N-<83m#zxcJ4mb7t3U3houu$~OgfBb=SUPE zr+5vDGg2BqSI(T3HB2O#bcb-b<$8QwZHX0>*7ir1lPFhh=+#T1m`(YtqR(XFa>tFg zI@2?eyZ43R2f!{MnF!J3Ya^LZOcM*&ZkrXVjG~dHRRoU^d3HwjT4D8=_-9bQX%RR? zSq6+@u$gZlDcn8(Bm{j}DicrC7>{N}pNqGZtLdxX1M#3Ym5cd$M$fG2a`f*bF*|gT zOD)-K_RhpWC}oVMzKgyGy)Hxlrg+X9<4ZGEqdh@hr*3oQIT@{ZRZQrovzfKIOdR=a z?&FyFB-`Bhn5#U>mD|^j@octYv2{#WNI7nmY9_Af?jq&_VvkhHa?*(frZph?O?jfj zrruQImjBk1E#k=+Tcuk$Td!mnsXrc|=^NyePHvB`y41%U!MH|;APbyDcg8T7A5&C5OJ@?&_Hv zf5!g;f#>|DKz=%rYIy9nvYYWq%L8j%nq-KgC^`H7-9E$fD#@zcDbz1_jxpU(RSgfQ zMe;R_REyz@X^PDsIu}cyVz;<@`EJFFo=fT(<}FmD zCe(6XqA%HQZERA0a&C|i7Bi8>p*gauhtkUNu={Izunuyi+RU)gT;hgsD+`ZP0(lq9 z_VmBdx@FY9qNoe^={5bZ+Sy1<7P@7K)8kIK!b5AX`^?WV$Rhf1kIEZMAS$CHWS#c0 ze((d|&F+d32ceuKJe)GNJyW4K(Ff63*5?&t53j;ax952HIzrIPts|graNxHGtMhFq(vmCQr9b^ zsg#zEZq{ZG1WO9MB<``6cm}yQ5Gp*iYHC7u|Ap216mfkOXUs;^bOXYD7O5i$PP9&b z43euHJvcC$SaL=Smi}W(rPX^2`e!zhhw>$A%4|HPPTcJ^GSO0y90bzjjL5$0 z0fwR%S_}R13X^hmuNj`2Nf7jzwm8=|_I+$%vlBUXsA?{?SZJ&_B~=NN;7s*7MI$V* zw4Gbtq%IaJ9nzJ)^PrDbMum{6=3RWBl5WVBP!Z0QusY1v(hGmBz@8BaUs`sT1R|`rBF;8zAR*L60)hI}1ZD>*bRXg;c`0?PV>I7zSjWatFvC)So_HZd zS`*Y?xAZ=c2S&<{mM%ox%YD3Lp_J1T4QC1pA8v7`heJ}5O!*SMe$GNZZyPUEYJ>?%ZE>;|Wji}OxdR=e(%+%V7BJY! zKiV-Z?dhLGkQrdEp#wcvBWq$#=+85AN`NPmb$)J{d_N(EE?GCVhrBfbo7xLE7Yk8s zZ#5Tt*|_IzlgSvP9A>3ds80T5pgygnbTvIPl4RHXm_w-bAUuh%+>;s_>UicnPL6Fy zn(q&B9vPymeEt%RZpX%&=wR!K*!k3kTL9OZo-fHdrmriy3@9$4&i zv8R%xS$H{tILOh$1!5wTaol8?QB_9N|HfDq$S11&)9*UH$|}Ucd^a=64+C1Wu^< z@=iLZH6^AW(LZDPT^l}E7MHLMaG{7&uf?xv5iXM(a&a!ilF!(>Eu`LTzG6ORCX z#Fqxf!h?Td=jGdEVb2z7=XZ&m`rUlWl)2i15LE%$8} zqcYxo3-LJP5RrT(Mk&PdHoQW%FL*I`13$p3pIY#9!mBltA_iIqi8wNBd>S(ICJ;(V zYwS~UR%2(wohi5%WovXODGnO8vkAgahievK%VWk#e+!@%>Z*aQp?f-g#xeB~H&Z=J z-$nKEgt0&!UvgO*p^c;7mXz6|?FyzeEMeg{dZ?e_7XU8ce`)r91Ha(-C-92_yCA@w z_q(2Glue?DH9~5r_vB|oIt0LV$o`$#aS}Ko4h!4sw1o+7QU{0c=U=6NnP_&=_UsmT zvB>}UsSJ8pq!zg(k)ui~J_A<7`D_GdCUPGL=VWHdai<1cYDsmTx3Dye6lQKD;cX1_ zw3#( zKxiN|sCM?jO~v1J2mL=%{QZoT`0ro;?3VSf&5HltEh`82HP8OZKZx^ME&c011O&K^ z*5J5_*5JI(^w&nxKV9f>{sXiI1j2C(twE;o2U_F(f4V|lNe3aq@%i@^U}uB zKh~y^On;>_qL=Qmaoa|CQba1^5KzN5#G&_)LMcQ^P01kcz~LPP=<5zu(O=5DV)bQKA`p{jaz;(hh4)%kLU`>H>lDu+Y60Hvo_#B<->@3dWu zI%6zGgH8Xb$;-pFCfoRQJyT;W^MkPgbk(~24Fm?4mPgCC1FA_4Mx9M4~5s_4Wma-}dO<3OS>nelvM}Nc)6RgL^z^HY|W%i5_nC-KK>TA*(V1EW+turt*GCI&IW36S?+`K zb8;1ilbjBiT@~buPx~Dux5vlXCexB@b7MwSRx@cCg_9y2wH4{{8zO9SD+5)Hz0}oF zRi*6(O2De>`HlK2!;8!Jo5a%eO7Ya*Y|yIFt}0|Y#7n4DaH}NAq>wnf7D*6CHZd;BYmUgCiT)9#Z|<}Jn5n(GlRt`McQBb(RgH@7IBGnfSx*bFyG%kdV_;c zq*UdiUYioHH*2g>F0om&LOzzV4(hs(P)^^U^o-S%u*~Jv^KqU!AK4|t9Q#d>IK7WDA@RfGWE9l#~TxR2!+?e_C5V&Wo<4KF`kqI{6 zwlBs59?&5vg-aE$oW9@_vmRG6;7C&-(VS>|T)0kGkH)u59glh{81PX?wpJR}Cr2Ot z<12h}eQXhg+Ru<4hBB_LLbi^0@mj>N3XD*G*~fq@b;a1W<@Q%r8GZ(Qx%xdDym18r zofBz2#lEA2e3(>&e0GrUD6v5Wl&g+uo9{h7*_}C3xQ^N{?)#1^?wtZh?N|443x>O! zBD}gQ?>WoxbrI5*jF2Y6%dfI$gQ|tOKRwL2o5U-pLjL@UswI}Dg?vvIihM|T68k>= z4^RYG@TrF!6bKOp#YxqAp9AON_MDW>>n5cdzrl(Oc7!ReH(TgOtgya8+GWCwDywc~~=cxX9$RNhRadBwG z)GG5>s@_BZzn$sp3Z@R$8g~=2F0i2y*}f4LyY6W(F5cI4F)6{A&dXO-1Ix!+}?IGsOHYJ`s{mzhx}Ni`O4mCEHnoAKNxEZ@N!g)l3jAALyGW)$g^WyaJY!WOhQMIQumeg~_-9wr>Z zeWw`u6vER-umi|Y@B{8?*M`jkVeTNJFYwG8dhq}ON+mq)vVi3lm||HVgqJ2q^5zMS zg<*3Vfw#Of!tN0@!M!fp{o(;4new`B+frCslP~wvKzu^c?)xn`A_WhOGIx(_=h{1~O?DuETV0o>r^A+>^I@*yqtdbQ&zy)EM zNn1;5g&9%)ugVcE7%s0&s8ZVRLZtu?S^W9-1c=QF={dReHgk@ z>o}m>o%-=c30Jc0KtWnI#cXq3w+pG-g}c=*tW|Q9LwclCSQ z@TIkJDln;@yFu@}xAs6v-Bf~H)7b2%LNSifq&mT<>q1K-0q7i*YBSr$@lO#cP9V#m zr?JpDxtZd+?7I$+-5lRCz``7)lRIS*E6h*s&yl=Nw5z9jq?EJUp8a65IrYel0O8}p z;X(w(fiK%s=CZXSieAZs6DbZJ-Gr*{P%}L3B8r-mW+A7mnxK?7-+?SH>k+C&P7im7 z%N~B8qluYKk&WjFBFGk?K%q2|0jd?38LS4_3;c$OKVu*MM*Krj!GDX8e@poP(wiq# zs#lVg`d^BD_#sdKvi|vNq5gjZbpC(Iseic!`aSmHM^F6^ErG5*dEUZ3{FqKZw;t-o z^Y5|o*Ye^Y;2uEWUvUrH{}m{gMA{AfSTmmPPuN3WovD_uHET~a&691uh?VK86+#74 zlXciMHiWco)Eb#URh7C~q0~fH%e%qV%OQ61XH@?2ueKM#Ec9U=1y6-Ovf9pu7Gx(b z4bKtx%;o8Dz4ZIy=VeaoQ{lCHGP~>E>J zop}pNj63xuU}+wa=m2-Yc?{t|9ac!ldX&dTdxi{CeGNbbXSEb7x!#Qm(_VK0T#{$T zY;4n@dA)h6LSvBs<>80>j!?+MiOb{1{2dvVgQezkxqFN`O2Wa@s4e);Zt-%&%Z4Px zOC<1GW}zPk`8xUDd53ZLz3F|^!AKl3Vho-{8h~ORKHpO{(4Z_*oHQtA*vjn>$mF?@y_S_pN&0kFIdH?~4z(7tt{RpO#yiO?pd)kcosKzk_%a={^B6&@mV7{w zySw+4(Nv+mtH!S_$e^%Y4P4{IEPgf*a;2aCQ|q5YMLHXbEZyJ)csgp%W} zboz;Dn}T8#3B7#tQaje7MN3@4*n_OX9AL&8M3|@W9#QJB;p2?LR|lny3eiPcW|kJu z8!Gw02t4^+Mp$YFk}~_C$LZ0C+DPxS^ptfI3zSSMr^B~8CqK0Af3{y-U%(>kZ>D2w z^}NXT+P!S=qB*fAweY(z$i}b>Fq>k|z|O>13~wdKr0Fv_-#=$yc(2cU{?c#02Kydr z;MZ>qMFw%y7O+h;q(TjplU{`#*|_)axzM`^h=t;nB|*KbRC5M^%97o2_;Lf8ZG)=& z!nw6r4c;AaBKGwLdDDI(%s?FsQ4E&$BfWEu4VOBY{UqfPJtwW?>(X&ZF4UJRXfo7^ zJH3c_HRG*vIX4s)VVF?PH1@C?>Rly+o_m*GOonOgi|uvB@%$R=e{FM{_+Q_Wq5}A2VgyCro->uaHhEiG=76(fl&KPj z>vuR)BpG-%mo+&%_4#`jXR9ylG4+>v#^SXYR(6aXtf$K*(9very&E7=$uuHV6#bbP zv3#A^+T6NoTDx|(U1tqXDVuG9$F#i{GBl8u7|isrXpuBEh4Yzn|Hz0eN+&2aA4bEe z(X3{fPN}cwS%)U#t0Qnoo0aK{*&bz_v1s~lOeRuj*7%ffw$?WMUw)fc@LASLAf59* zkR4p$;yVkA>rmV;SGYR)yfa(<`lY$uakLjDmO<-Si}Q?LdK&Vs%qNgXY)K&PG^gMN zT-5nne&OUn#2MblFTOH|h%}k(#xw3vCLbSqUlM&2?}cIZM?MlGnT=|~S@vwrA04qK zu9MR-V?87Y5m)Xwpi7B;>%4q(MU?(=RoA>jvts7ST3NH!17vzV}M+CuJ&VCG^@=nN%N_elPs)cy4(fyInEkXL&VL zUK4io4lS@^ui}fzGo|psdk*VLtL6gJ3`v)8Q_4WY;~q&N*gdq|nx;stWXF4iCsw76 znz$l3Fe^0vPh*iHOgRMHywQ!Ab>27H+Z~*$l|1?9A z%@h2ukMr#HNBz8mEMg+}7`+jE$@v)~2Dy*kpcq_qX86g|z|g&S_2~$xIUEkb@R8c2 z_8n}f<1o>zixSRtp96mnY0r-m>6Pbg*-d;uzg|2CvRAYf@6lvcbdPKg2__d)4 z6gxKh`m3FFvrKpFj8E}+iNoS3b+nnVa~GdP26S1Ti9FNd%NUsR%WW7;n@X&?=U0C! ztnTEXs&b6+9O`)>TEJHi1wE<`YyT~ed>kWFa|V&YXiuUIo3cgB_|t4K`ecv_U1e@5 z33ncbD@}ih>EW+c=$wBiQhjUD)^~9n0-i|8|4RBm#YEOsZKH7{}QEEo{ zV|SuBfA4`C48-1Q^?%YzPiJT;?QEu|TBkPBUuHGY_>vo;;i!8f?JE0C9I$ymgh%kzV4gBk9Zjy7pUR#ydtks8GZ9rlRP}Zmy3l<$+&jv! zd6JRM2!4F(C>&`q_+*Limd>zq;J?YD3s0Oqgh3FNIS>U%468f5tL~{n&1SYG7ezD) zl-ITup{2`@lZ|;v+vyy&(DG1Bqlz$Md$3d^I=>qqGgaPLosUi!19i&osLQqX9%4`> zeKihQ)AST=O`sY(Saw(>$BqaYSWg30E-$J~ZagkweRRJ@(V<8CDBK0*$khZWRk@~W zlo9J%X2{CDVz#_owMF*ENa@vvp<_+!7Y6z=aYy5^pl2fuzG@-7N=)LQI~X*Pc`T`P zFt4QTUdTG4h{m<#;ic6~IQinHHHcjafppv846FI!gzCeyw#g?D(MMw8J*XXN+7xO0 z-6`cz<+Pzb2O@*$>hKug4}58c^UIeuzZuETKn$~2t9MZ~I{c5$KQ-M=JDfsDu)k67s-(2LR6_k@EL~;9oV*btZk}KAEYw0+?ULN0k(*qyBf_4dC^MW4h^^n=L z6sZOIz|htPj<)zHSR5BDkvpR=0#%LR(3I|7n%Q9&pCKc}Zv_Uj!Q$vN_CuqM9-iMN zwzjiagBYK{1@CX$WV7U{0-XscI-Y)%ontqPDs8!?&*g;sW)!KY-%mcoipK1$lutInz0Na`90mJ)F;7g%~1X z(h|6GJ9HeQw;we}UI-Ht@2WSfQuAd?^X*u7KB}C?{t)1sw?NW?8D_pp&xZq(WiM<5 za0~62bS*7+JiJ6EtidMQ^inDub?00(=n52yJOvlxaXJdpeKdHtzJvXt%g#!6gh{vg zDN%5GoWr}v3)&|LWoLw5#Szkd_Sh))O^H34k8!qod8&&`K?ckQIPOVJ{kA&aZI3l} z&^VLQRIc=y+~YNliInZ`Pn}0T7L(O-8slxuD z0bBIpLlH6A|8)lJ9~z6FRT#jZN8jJ-t^d~Mm4C~lf2q9T`fVtdAMrf@hm<$JT8jVu z-Ou*xUsL`ZQk0AHdh-6|E8w-teQ?9N>Ou{;0A?))FS^MCBl|FJv&$L{VJkTq^aUE!#jBW9p#tVxc6SjbgNSM1C(AywN9US4HTSrQhG-~L?s z?zhwC-NQG#hhBs3LNHk*PKGc%%}+mE9tR~0+-=i)XYF*hhg)M^y2j(*6I)1VRt=3z ze+h9w{CWtpb{A9NEdL|!ZrLZ1d9BW-bcTvovNnc9aY;LgT97k)!8OGSGGrA&K z6$=iH5V^k6`9}68_~MCFA$s8<`X-ImNC%>ldzM0Vtof_Kw?#%{9fk72>>>Jr5EE%g#F*u?}hL5u zsA#OW4RP^vL?!hLMN|zHM$J-qkGFf34!o|HZ)!cWN)l2q)|jiOTI4@(ZNEMaJ9CfE z*fDDwh>-M?!c9}Qu^IyiQxo@xGCOOnamgBfGTT1Q`C^-V_kgu5;9J$;w>NiBPXq+; zG5PC;%;)(EX@f2=Ls}fnxd5Ci`^V%{^W?tWhJFnmJ5^se1LrQ2?c)<&4px$u&yNYN z^e+leNk@bWu3VPnzA$u2MkGhJI_>N=8eGh5nOYJWeUkB@9J}eaz{1N!3Ixv(FgN0hIk&?0o4uB zwhEkOo283Zg)KZ98Y)ag1ee*Y51GfuEpuj|9&4)`88s2$C8taJ<)a6VGj=YO40bts z3|aM?F6Ns2=nbftUhQ5`M%-@|{CY8&;eB}KJoqKkdkk)4q9Eb=TcU z`{x`6=d0=L&g_$Omm8B!lyGI(rePep+5o52e0+qOu?|%wYFt|Rn5Px-_Kt-0TMu*6 zU7lvR)+Wo4%rAgH%0E2v%U^n(?PoaPw<`g7=js&yMye&~{bsKtY;5Gpl8@Kr>oVPj ztJhc3?2`MhgkQT6Gr1(QCG8~6Au!Ie>NR@hA1RI+7`Ax8WGX3A?|7Y1giSrccw;K4 zyK?Yu*U2?B*$}%-;#KCwr>DUuSEFyJ!}YuUQ|Ya!!lr_9woPe^etUUB89&=>VH zhUezO$`g)SNL8>GM&($V(u69jg$+k{qfna*hDIgE#X)GXH?Zy?UOXgVYQiJj#CcAp zp(H>-n2=buabWK9k#SRooSBXAIO~-On*yj1h5KFc5x_-14U;S%@yh9PDjr6)xWY~1h4ij!%Dwb4V@>Z;(WvT}2Uo+` zdk^B+z3}Ro>ck9VoiH!*b=#98-zPljCtdNrd>*~$FIc7HXe5y19c6{Oqki-WOMy(7 zjKA6r4Y6G%!!f%hn|f@bj1Xikpf|FZ8Vpo_DOba|#KwZ3JDS*TCvN(Jq4c}y+ozeB zGt5cmkhr8@xp)y14g#*z;3JhPa7-A82ua2mnZ>S&?C>b?4=9j9bIJKa~Wj*NO zQafa+c$`Wx!PlTRsO_#MrrlgFsGUaipe!9DaF%`$17zG9%d2`!6a7dVkjnQBC@!-e z%R>k8V+qeEZfA`fjD6xlTd_7OoBt_M3K3|4f^eXvrI$XUV)?BwK|F?T9fgf~i>V@% zrPpeek8jo}ed+C7J=A z2z2l83Gk{*m7|`)S`2w|2rAQS=aX7T0hM0fZ`M?bNoGjXSYAb_t?G0%by3`u$WG=l z*b2~>vhoCY-FY2IyPou1YodV1d@lefi~llGJYJhvoGxLE=mA>kvP6hpl0Mh#*ldmV z>HZQvJ~ghF_llG;FkBG)IybO*5LQyltz4ool|#6U@I#fEQRJrqn9N9uHV>VNYs#yX zU*6wjetn*|Qo3S#0PvmFgd>@7Vt(IXZuO|UZ-T}d#ZNH7`o?KpUD_9xipOx=`_E|zem8jVj|=l0=SUY?Vb6} z-=Eu&-oBg|u;-Qe&@^b<*xMR3C2wsnJ{9Y?zH|RHjwb0v*Su|GacoTs@tz5-23=dB zCrPN1eWyK6NerlM^fcWOW!dQzlNc7!R@On%t2K(YTCahPZG-&Scfza9tJ@l_F=&Rn zBqY{>@XHF*3F-;cYvI!58S6(HwQ`;f11zseRtXg5&<+UZ+GoB=%=Mys^BeSO9P-(( zMf1Ifzl&POhY`-yyCe5RHt(@_{PRvmqX`7sV=?k||ED9P@3&hp2CC>;2vFkIEj{~6 zdg^Ipv~lE8lr$UZo*NS5W#t=&S>PDqD#sJ4qVZW(`K+E>>&n+c3JRt27`1de32{$3 z$4_XV-`2|ikWT&*a)Ips6<3h!XZ7=+2s*BRV*F@@B2@3ZbI*9Y?8?IoC{2Lh??dsFCchP}x|KYn@o30Fj8OSalHw*x{PX=5Rgo%C7QYaX5Uq+$|c zd~iHdITTyYn8d8n~v8 z(f8U%7u1{Vp9T)De`w%PR1lF;RsLUR;P@dL|12v5f6tfymVx8n^5|b0I5@d~w?Xem z|NIZF5`HyQ{PVlNO&hmN89yfEFZ}z-lJSRqNXf|jk@Jrx%37K_Q|VA$qs&$QfXhA* zwRg31p#oknFa8{u+&|kw6kKhgIiQ*Keok?18Tm_HpyXt4>S_Xor8AlsSvuKM0oi~M zHZT>Vg^P;=&w~d)h~`d44i=Us&TRHh=1fdKsv_$2$jHUsiHc7`TtWf>fN%l;9MCg| zDD>a}060O=GZ1=+0RYfT02q3{zUKr(&s@+0^2cxgMdOCvvqKMPn(OrJ&@(&q0wfMS zL+@{$p|tCAuFJeG>*q4ApY!AXx?X=?Lqn_npm9Ra?AHf0?{yl`pV#crdV#L%2qkhr z>vCOB5cK?48t`@9q3M6L>${VdR5*HFTBU4PX5Ixn}t->kBSM4zy8#(KW{GhV`PXLxft2loBt@~$0(ut+vatBFK1-@ z$i|uK$B6iOjCnXcGD8DUakHaAtNZ646$b>u4xuum`hy1Hpko9oo6SJP%5{jy8IO2I08b4geVH@$Y6j=!RaXhVa+C zT##$K>kS%orre_aW^8bAUpu1zH7_^h8d&iQ4G6kjE|dnk$txfT%B@>@A-DPs$PNVG zEEfpfMtrlqP};Rj^lM!p&`RH;aRYDFnFD+sr}>w>AOQ4La*M|Gn=uK5+-w^N2)vya z$aQPZfS~<$v(6webl~4C7tDQY&Vaz&w|D>@E#OY+~7{qxE>G-8CV0OUu4zZgw?pyB-cFt=l<=1r3 zP5n1{1%0dCn!jKU_S<#g0N<`Nbo>9!c0d4-Yq9N@a-p2R_5OnZxWPB;45i)TJp}p* zxY-T}`|Wouly<8f5HRpoJ0M`tt#&}JV{6^4GY9vzs`l4*Tni$%XzbU)I&P$6zx92) z77}ju8qnF7}^_9XUcSR;))Vz{|5<>Dn?ry;y26wlh!QGwU?(VKZg1ZEFcX%P$*>cW)&U@~c z`{9N(L$9vxskLfqrvJZMYY1fogeYmL7@-Jj4omN$7;tECEOkwwI5=>qB@8T#?2K_3 zUrcgPI5;@eLI5*61DlseGaWkv0RufteFG>iE+|_&8v`A4D5sQAB}q$sX6TlC(orBBkg-B26;7} zTisgUTpWS|`*m$DtbG8YLB8xkOQ-hy=+OWQ>_}7It|+jo@6Cr31q#w22N2K%@M-d! z=Fle80;`Py{0l##VdD}Pb{AII@s|D2#mvyn5ZSnlG_n#^ip9g~n1Pcuv@6?0PsY+E z)^zJ9PT+F8eXvP+s&RWhymaFm)UbJaJlh|cSQW0qGA0?TXf2oI8 zVWM`wpY?;(Z!vfE3<=CxEc&hm3=5^Zw+XYy)io=}CN9x@MbfhM1-rxTHn-(vx*!nTJKwi1*TFl1+&HOA^wUDn_7up{F@y<$ zcT!2ImeiCRVCRXW3Q>;j!+o8h>D52rIs97SWi_=ufPdfeTvs&5bHkGJSj23ULgBZ_ z(ap@PF@j=bGytH`rMt>rJy>><1~>DohS$r7JLE7X3zdfiI- zSg5x9=!SPbuIhL>_kmL1|)BERy7Id-`mbZJE%s3nzuZEX@)H*aTJ2=$* zyg0Nt)OtEEzh9>K%Yk3Nsf8>p?Eco;kdlUy7KiEgTg2-H3@K?}Ow9i@(Y=^h{%NA8 zq`_hRr-|XE6)nv_ZHzC?XlegxV|r~z_fH%1tL@dlpYK(_I>PdL?(19H-)yX}?f!gE z`=i4&uMPjJ7q4#6{ue)J>0Vp@>B&n_UjF|P+}94h2KhC73eHvrIMgyaMg~6vEu&*& z@DjH_-Jq5<&mqw%vf|4WQtn%m<1*>!4R8%ukuzs3F6 z^?zD_51jnVv)brb*jl|lm!9))vnY<8js4GFy!y)j(n`R<0ib6fC(QTS>u1926a8vQi^IsoK=Y3eiJk;cD|toazES7n zO=UF#N=ivj-}sZLxLis<5cALTt#R2%;--L1A|A$FSPBa5nI18Np26@BAZ#pTc1;H$ zgCQ``N2Wn=`c`aTzLJ-JrK6&H;?b~{tqpE`Q1Sb5=uBNxD;2Pd9g@s`o$5Nud7N^5 zznE;N2@Kp0^s(K$qQX3O^C>FC0BD#D$l-g`^u01D8A=;)Mgt^V%f{2@p*YiXt_ku| z1tJi)G2n{Py?XHui07c{$B-#*z?x$tNm6=NLy198;S}WgDL2Ej|5ooNEW;g8{R&9; zIMTZEjZ)p7a-Z2(XO0od5?H3XRyo@>K$3LMosrjPszUd?EtZ1syphIJ#v{-mdGu9q zIcvidLj)MrZ1j9l%jKhu&0{f%pX_tW=@e89nw3-l&>#4$b@F9)qlqO0YkG6#kJmLJ zmN`mTpZH}XiW*KUvp_q<8l~huenk30n{U5^DrG4mA>ohH_$EYyUx>lDK&$kJAA^07us6zxhHMhM#2&#z*5~IA0cPpkR1;qk( zPRZ``Ez&E(p=S6wKa7ryCNnWg_KRaCvoKM0UWE;eMRRxCQk&x;(P5jW7z}3F$K4nR z_>KnUDa_EW{Vkk7?3%5JKV^AxDOLTKnH|X1PDrHaxBIKo<>D58N+h`skyix3P^;w5 zp$~BnoH5?mQW-FP8K1a7SWiG}sAdCcC43g&6D7QZ{m!ia@d51H0PwBpVES7W8f4r0 z#IwHYCiF9jfRS=on6Dqe>{jt^L2f0pt!WRU$v2rAkLd(Ac|H_pnxx}~0}=u?ZXg$k z9s8xnt8ymhL5#C&L9ha(<^$fCD7=X;6wP>$%Fn3DTSZd$J%*!sBW}%j&UMdt|DHK| zKT0|x3`}A4T~h=h8I!t~ZPf9Gz|bVF*Td)}6ae_@vY#+A3{2FHsdG20;_%^~WMRmoQ*#5M-la5t-dVENFqTPCEi)O#gULta=cpF)0foLv|hNgMfHkAmCeYsQ|Rcl-!?+LeidA>n|$X|U8`v{-3qQv>4i zIWsUda?c?w?WVb77WTS`d&WBdbKBHKDoL`(xTUY3@&QvEd92y21-Hptm0Lm6#qNAf z%C0i5LU}WiQ}%nEENRs$V=!;m7}@L>=9H2aw2>_`G)jEr?Og6x-`4}L@KZN`F@&fZ zw8$NB#UZiGTH*jND{u4Tb4qgdZxE+4)Y5&QK(3Xi9&OwPp0v}S5RqnB2f0y#?2*FC zNXR-6!@`8?A)#Jueev`H% z-E&H2!xGdhinS=Om!Omi_SFm)Co?rYZEBVha}>zds?R^5U;)A5tBz9f{?sb0CZQh# z5g$Xrq9GTxsxYI{G&Dn?IBMIJLaJ0m%r4&fDU{C#l&^q+t?Joflk1(|bbWz?!?c_r zw^<+nA*mKr(D;N5e?_;h`;G%)L(!z$P%O|}Ud-)>_io;9IR4BuZ!m%$^*Q7H5X4B_ zS^s3wu$vk{N!B#8dRQo2tur+33xuNU57H#C`1Mn&DiQEZ1>;lda|GLbhqqBZ`thsw zE(H13Z=<>i?4wfcyQ>{?V>2)Zs0OHH4++Q!7~iPN6c7yK zCPw9qXZ`pfV*1$zKn3Kf2kbZA=W`JwE;>pPnEADPo-ousOnNW>Fn-O{`YKp$3mP>l zD%R*E&V^)opZQw`9g-yy#ZwUvJNd<Fa@^0HNK7WY z@`!_zxUGc_n#(d}d`! zsO%x8kv>!?mPb*9ciKUHT*Zc!fy-S^I;rmPJr_A-h_!k$$5W?4==?4$;M9BKYZSGG z2DR3y6?T%!4}r3jWOb_DiB~|W1R1|b)R}{i%V8?uo7#ow5NVjlSAP(X&*2KOcBY1y zMxSt^k?jyBR=>^!pT>^R8H4t`on&d_q?q))BXEz@!R5m%oOz>H%a!l z;PW0~z@PcAMKVWifrB}Je};EH$N4eHUO%6DuLiTi+;~FPy%+l|*M7c>$d2TC6&gRS z^}J)~a-qtP)`OOhFYpu&JRf2O&I3Jh7cg#m|H$pmGLk&j^Z2G%-!W=w?$|Q(37JqO z=Rr%jCD=!pC&(6mm!fc3%7mC@MQY~NZ6!yY~En05KEPQV6$g_Z* zVX|&vqn;korF>;ia$I7qvQX)vphNfH-S%GY57CQ3s{r3(f`n6*7fhp-A8z}oAeBSv zABCV2MOYHO$--Uf4LHNNNxtRf3?hB-G#@>gDbT9=aIS0~ed|bil=?9Du#2DydqVt? z*ME4S7AIic_=$31%4VbS3t%Y&*(F1mk=)gL_=*1kN)3I5hdB#%WM(1mJlOpE?JXg1_1l|4 zyPD<2i|=lNfl0g}NQ1%p>4x$jwuJ@_=fchq@jmpDkFTRH>n0B+lX^}c9ag(hYpp}9 ziw6u5vzTq}E}VNi36^9gY~vXkbTi~)ccJV`a=t&dAom-UW#@EW( zuZgsAlXh`-@qY3=f1!XHV%?2aypDe+TP-6wYiQD7XTnZtiA5ubN)tPedGC0vZ|CcU zON-LzE*j^~hR<1^ZmtdbMvYL9G3(}Ffgb)>^~8Q11DVlw4Y&0AmBObi$!sSbAC)2|r+!AS z5OQ8Qxlm{tEb^b6=a4B{WR#$bk1AF#P}E=?wu!A&FPSWqGf^b1DeN(+Q8LUm1(=gQ z!1hJ*2>f>q`SUja4-rYn%1ryG(0SD{|5XzFDaZa*61?b%KQWPp%#cYJ4P5g+`Begz zx9+wHC~m{e*jxKM;7W&0C==1*O`m73N=)^6Fi1lqBUB;H1+{$*klT(9yO?&ia0&T@ zIk*c37V1LuvBV33P3Es*e1_I_5`n$b3ph#OKa7a-y5C_^p}M%h1L3To1*T%Jp4cDO zDl+%o@Z;Zt5@#ae%$Z#mZX{zt>ceBJ4L6Gq(GGb~ABhv>zbma3A;OWA#n3%`i!eeO z?%lg3>&@}BF`8Uhx20y=P+DuM05;`0<}5t7Tkwf<2IQ*U(D2(QadE;Q=%dc_!6CS% zg=bhQ2~Gt663gG}@I@Ta(Xsv+%D)u(Z_)Uwumuck^=trEc9u3j1>vhnO2_;~Q3{Gn zEAfhuix`+W7}x>ybSU{O&Gi3lBcx*vFmuKs`SUR8uR~@!MlWLW&t`nTgeN5}&5OLH zWMFv}$@EMwDw~n@4+Sb}r(*`tje(${c^8ynM=x~0jOS!*`=)V)lUn=*t^{)%s z>)QR))%>CYug2HIbU%;q>DU^)TK=a1y__WPZ2Qs;Q42%M*Rx)Ax}1R#;N^w+5;NWx zKw|JSUa#&*+vpqE04$7fNJRBt`~=uJ|9ME>-pb0%!2H$wpRWC(pkJT7?>fatviu{b# zuc6b|c^QJ2F5ABJjP56A_{AO+EEO#PuVfd8?ia22iv-a9W=em9!*qW_lYgD|uc7=+ z0+^U-{tF3EakoQKjBBgoYP`cISi;3#5@nkbwBKg;6%ZkY69H@Fry=k^(W!&mB_IF? z4eb}eUq5N!vEp!wfwf(fo&5Ak-H1H2S123{#^-Ah-Trpamn{0hy>hf(R$c{(>*c~Q zR1Qp7PpcFc=i^q#l@eFaOV>Kh%Xc_H3EG_H+UCcfHW~|vJi)xyq<|dMjIJe%I^ThDt&T}zZ zbZaAU37xAxQtjgI?h3M%`s4CVX%}I-IOc;E1{4BL z#zMo?cd(ghV`OP=u@rPBxtn5MNzsyRxGUOOu*B?wVe&yukx)M(rb1JddY7VLaimKV zKT5BR+MLVAAAc)#&Sa6CnZDF>$cU-!*>}h+K%?vNL5mUFC_GtSmIf7-CP`v4L3T9} zscJ4-q6;bQn&5kiHbsWM?l5wg0W=Z)5C-MO#CLiM!*A`vG=yflXb3)r!hC&YN(=8? z(M!6n{38d&?y3~o&>ugxes{nlYAMWYEF^2Ftn`fwU16)RO0DtGyOcv{z0nVnecTj2S43GNJ}@(C z<>su@1cb#*KvUo5Y>g97uT1*m=9f-u`rkA~;EOXA6uUuLsRlHvleuO&DqhGVDPQUW zE|P7>m9so`nLI*-s3wuk)vaCae%$o0+~B9D<~XA9f~;y1Q-COtKpK<4p?)*Y67Yop z?+gjBq0LBuuGYhhtLB*0h7J$ext-zRscr!=chSeVcCmA~sL4;~Mrg6pLB7U2`=N#V zjKIxfT}xWR2W6AUH(fG7v2CZF)Pl&bp1hVD!dV|Ymwakz3>+{;J4Z_xJY-`99iOVN z)O$X6pY3}<5hjTQleL!$K3(GSaZdpA;`6L!E_I9ffJVs&$B(Lyya$Kw z`&*9RlK075;a2dO5gU9SNasaa60&Dm{4>F5;3_bk#yT+4`dlKc26>KmCY1JKV{?Sa~Z+ zYqTTXNUKh5uVV3?Fk$i__S5(poB*>`0EO`*artudgCBSa7hHCs+%UQ?w03h;k_LpH zs5uc#zh9D(+%4Lt!JuN*4yfrIQCXpw*7P`^j6=LMxnUxc$ug zZ&8Yn44tY$LboBTDqkLNXxWj}u$#iuD1*0<`PgF>%Ym;Z9IpUNg`q?1@&j$Kdw?S@ zr#G!$o;ccE-@4fouV>pTJ-2hMA1l84>f!dh>%i|vAh%HeGE|O{-fMIMd&9V4pgJdZ z#aWuXkay@({{E^X_ynr?4R!|_s`s%rC~GIfo3gH&n=-qV^hDDHWW$fP)VAKNLvfYZ zwjgyrE1hj{8@k6mt@y)pGC<$8nTCCU>|}O*)mD{HOlLzt4n70lyvgJQ%Nq+(qUexI z34LcpyByMD#m)73bVKw3T6!bi*Mb9|j!wSwLZ&%%*kKDmG>ob1uY%F!uhEBP$ZgoR zCD(v_L=!9TM%&gKVUUlqC5Ro87WARdq4y4;F_B-7iyfo`ZqvO^Hn>nyO?3?)FWoMG z;tIjf;s8v(M$#-;&*fKTm8L`y9OP@D@>!B49Imum@y2vf90GO~C({jB%j^2oy_ts) z3Z_?JC89@y{JVG#_7&an&I7?1F>yGh;r`rhMcHiL9Pkx(Nu+yoZlBji&$__#bc)s>yXgHLLBG;`nk5&o2GOz3e4F+;o@C#lYKg(2 zi(*lts1ag0LlvUs)HpNuxol)nwj3hxyNG2 zA>HkP83NU^U_sLU(V>yk`c23v@nHu;14EXBc_Tfy%8{fP7ODu|tvjdqFi7i(*03v_TPjc#4NPOoimx$qiIB3jLMm#BpMaat+3TO3EJ;KAu7r2wVe*|#A=k>SE1Xq6C!LPjZIDblcz z=S?dh`Vh8Uy0ne=eG90Eib}O~E#M>M&<_K4Jg92FYR!FwyYUHhg~SNtE~Wh3Auh(p z($Pb17|)&COePe><&)zb|M~= zh^jktl71xGD6a&;S;I(vw(^f!i|236fExK+&TqZrv!2C&<(exhFqpZXw2m$*6@75s zz4>erw7j$GK_KNiS|d z5~~tE=(<&1xW66VX?%DV>aDi+E*TSTp5E6Ge1L1xC{;|Sf0?Z5?i+APF~@~xyostX zBY5~Frm=?kBXus^$n)6oc;I;F+$NRzt;@q#y}2XouNkzY?mh4%B!%H#1*9}yPFghH z6_oHNtgz#6{WVlTIAjAaxAfG&Oe#tey&6_w@WRFsnU z^1v>;HYg0D7Ri?P$FhLR4*;Zk^HwI=!IKWy4;_9@5QjX^2HA`0X&ENQ{((0;gMvK} zQ~JYTJ|0Np8$25C{p5>+%gUGnd5Qsq4k(ipO@7D+eh@+Jvr&2u z1B$LqUx%P?<=14i>ehtN%9`+9^3H`Z|^|QXc78vYeIItSMIjj z*hFg$qhU6IW`4AR9&Pen+e$ZbdQ$O6ft$Z&>v~s)&=p+jyS88UWvzV^4F+M$tM}wR z3Yrp~BI?k|T{;|;a_U)6yiDtlZBk1#@!L?)Ho-i%UBxU8JHnVcP54do_`K#+nmRxX z^*yoNGOfSO;WMg>d$rB{dXA{#cDv!E)Y^&4QTJt%+wD`A>aA{cRwR3h^?j!_?k>3fS9EAPA1^Boa9e-)73FY?$I*X)-u@a{k*KgLH3$>bxdTfv6PAMy0zq6}x zDDj``oL+iE@UJsE`tlQsx=pq4x=kljb8Vy&`P+)3Aip&cfew;(V*V0tIn5aUVMjNe z-TP7JR8|r?C_LhMDfuE$;}nCrSMb`9bFAd8z4cHB#Q9`K{a`A7?RaRuN;mSgm~~*2 zoVpAmue6F;|J26F2q)3>%nnwJQ^r~SHL1l%>rWhJk@sM<)L1&+h9w~=8b=LT(GMt` zjmf!|NTyJD_0J8B%^;2%M@MH6F#EI&735SFfx%acD5s)q1KS(#S33e=rZ*7{7txTJ zBX_t};W3%5RqIER3mFh9 zq8(4rX21v)@`g;_jkEiR^U@~C5X1*@5;VS(MBiTZ7utZv=|}pZhx3t z;bqJ|+R4=0ykm+tU6nZA(V-xooL~2cnA{vgpQv z7QA-zi~rv9Mf5H~(w8C0qH>2{@*WseB4`rGrXSB!i%+N^pD+UE3QVi3?9g`K4D?A# z(;l@$B@dFAJDP9Dx;#vg(YR*lMX~OjLaY_eD4AAbhC}^Qv;1 z8%WuFQ5HPYDRL0T5>OpuyPmh_xqG2^aWO?jC91&^_Pp0%oJbccWAeP)sd8`Y>ZUcP zI}U}WBw{$Wb`5QdDEFG(Ee@}<_i`4u@ett5R zSF-X8*vY7fD)aw81nho7puYn<`qx~L->oDW|1K|CAzWt{t{2Rdg&+h*p0KA`LAot$@-ml!HzW^Tn zzi@l{|C!tW1K`oo()}})=P!WQ$PUc*0`P7NsS2Ybs5_0=J`?Tw9>GBe;sQ(X<1Il3 z0`tD<5{Ud9=teP?A8Z6l_sId&UI{sVPRwU)XS_?t%D{28c)gzGrh|pOk;RO90~1tO zWabyclX_ZZd9+z^ziw5#ep)_mDU@P-VR#uRD&^JJ#TDENiFKG>>_F`n`v)Gz2Kl9% zlt3E-UiF-?B`OQ7b%smMjk?r5-H!I4aURutE=bx3fU{V;$gT@VK1?2j#MK?uhON_! zHX~?#_I@eVQ)5@JvwC9{v08hB)l-X&`I}UI<_Pm+&86{2lMSQMs3pnEl{esbz&D8x zqI|?W4QlJ}6QMzf^((cv8YJQjCM3Xd5jzYSKE^237lVOaDr?yLl)4NtDyJHZfqf|D zjVFpGk`j$Tuo1m$K@>*<*`Sl;m36Q;ZYylq3+S#FuBSw zh1xhAo?K_W0R4DCRXS=F@kr>{4%b_L%aF$8+3uk&CDfs<-EK@LYb5m9C~A1?K!7gV ziHkjQ3sjE_ek5UoC5|>>n8GpyBQ_}s*=P&e4KRln!sb<*ZVSV-gyMd5l>@H>b6#@9EMfJraaFL z5=qokjgl&!hYo;O%SSF|O_JFy$DfPp+F7RkPA|+q4%%ZL%{|&VlvJ04}w>XT;>4hZG`|*NCTgRo9+5pxBa5LS;RY{s|t5@t#w=nr08_BL1~?+Q1Cp$ z5&yXXrXtFat1h_>K6l$aaDeF^o{TJfg@8X0p-6Np;rHCFe!>FM0@A<%xi*La2e7krV6?df?O8)P$^n*k?3BQDl>=O?TO4xLV;>Rf*3&$j7-Wvg?hX|gPs*C zqVZ37a{x3sDT^?UFi|P7M805KG4P0k23E+~vvgq^u$hM;1Y8%QBBv*6*c6WYU=(De zU>1Peg^EIG8iz~F+yLjv(Rk5<&ye`TICb08-Q8K`l$OwFDr@jZGjyE#-R0;T;0Wzx zb{qoScq)C4q<))3CW#7%taMX)j+olFj|&7x z9K*}U)(TD%haZ%<>zD@deC^Gb&VZA*B0e9>!(FJ=J5B8d+uBc&M2&C5AI%;ow54iv`3x2=$ z-U(ybCwz@gU=;&ZAdDt<xnYuIa!1~w_vN0pcZgxf#8(-27;7P`F*@=&n;i($1ktyJe63pUC|S3PoCPy7kv z1H|)}^bHhW3yN2oG<+e`@=BB75Ou@o;h8>bbd?%Om#3G{)a#eVvhyC|X?2&;>Z6+Y zIgf8=p-kb~=gmvsNAZmSJIjD>_QMC0>(C$ma9B5^ZU!xDFT(-Fy#$ZzAa#nja)(l0 zWjj;>XM`lyBV}6U;Hw8wUYD*2hr{ar>U(DI_VL?>b2Bd`6jQIj=v0q{*C+83?7M_( zJCF5UT8=bIUDG+DOYti>_Vy>gp)F+VqI!Gvi2aSUZTg-2V_*;XSC$lh*0%N>+}5eZ zsE=NYu1SYU+f0n=SHPDJ*JJJ56Es^|GNAF^uQu$jIL@A{*`O?5@t-2(3Zc8@{sak$4 z;<=vU;gAc4WX6}2E`XV?x54m^?5VY3v@FfZ1!I8BPHfSm17Tm86|0S;WTfE`unnj` z>qAhg`cz#Xi9;KfVH@X!WMt|}uw5VCQXSs7uH)yT{IR3h!@*DCX0RJs&La#S^Z54% zVglGRyBn!@PDr7IfmG$LB^p>w-X2ZL1xLG3E{|AZjwxw%+Eiq|8$995ER+=>RUrFK z#o5&mWl=<~%|Vh^JGN%E%;gGzgqefOZ1JeFe3_0;(t;Cy{pYJvd=Qyfp54m||Q0~#Hh9_yIsN&J8# zhO&d}8zf^hn7Ku!B@!|YizOOxRZ#W|`ovQQmYa!_BxVF9s25Tg`+FWFp%bqZb-+ls=4xLL3RCCtI99gT*6P+4$|8Fdi}L-VDmBy&uYS7w%R^k?{ph) z7Td(vx^ph$s@1v#u=W$><&i+&`qk*rFfzd6aBaN%+DHhUHoS2G)#js6 zV3axaOk(WJ$|Wr$oQ?u}uv~qV2NIk#zrH+9DfauA#54Vs%fyGeKH==|keuUV#VHx? zXSXCK>y+8qGt^ZuI%xt4#9QCBZ79SMH#3l0wP_3oqHOR`C16b)Rfl2l-B#AHYUh)lVsq?Lbw%SK;-oiT^SLZxWl(dMQ`Z1pXjHh>-|hTUufMEKMAE1;;rZvS zB(9?ri5)%{0M&YDN+Ut^@Suk=KevF9x+}>QizSq8kh#(0+p5)UGL=w0@NC<+Eu?r z$d)9o=jqRqGu(}d75w-y)1He@+K<=!f&Bh&9?`Eh+n@NQ)8K!Bgs&U%J$Dr(I*r2 z=t2>kh+0gxVNe1>yk#ZUykffP5VZ>_X%b&KddWF7A1PF71`*fCV~*OH*_r(+iQ6Jz3JGc z1Ng)B^aK`oQ=avP&GhWUnl{8i0k)<#%+WCs`q2~+8*Yx7<-#gt6mYo^V0>v2_#%99 z5mW?dh@r?E#(K@;W(?@>g}(Kpb|fGvc^*@ZNf|_SWRbqfyG-G#rBNO2hN1Kk0zdL8 z2d>S&P*5R97(yH@yE%Co&mzXjA{$91j zr9`PksiP3MYbLC5sx}f&6;}3sI_j-#)jZ3YSjA@}L_Up@ufs zQd8c7o~8Qi(tJMGN6VwB;@z=6At*#IX5I}OG#C2lH~fN*5W*-MUh}(zf97|kneUvE z0P(a|2wpL?ukFv9OD|z=z=nxHe&Zu8->F&N4&VLIoc%%iwpxKYRB)3B-$ zr0ZBms^Ohx$T0rqjKn|{jv#V{?K!8=LcfwUJ4U^ncHr`HKzwM`XnJ>60Wc z-~T%~UO%zJKakOHX!%#A)GILiUn8Uc9H9TZ$mr+5{wyu~H)QmRjb2gFKQPg6sQ5p5 z{%@G*KfC;Yf{A`6YyDSD^mDfVV|f0~vVKqh|Ct^C9TPDyu`v7t6CJ9knJM(4rLnr6 z-dSvjgAnIbVV2=8R|R8W&~(#&OVeQ2hBDQgx6O#CI&iU8g@DQFCdH)%Q#C5O$OLF* zRR`Tg1Ox@JI^fI7WpfB}WXlm|7Z#pPOay5zM+vp$*W5qaIxvHq6)L$GOlml9-)}!} zr9ac1r)$uELoL#?rDzv;Qn1*HZ@XQl4>?6a`wp``n);z>bpOr9W{RF=>ZkGah?hBdk7^Gcc| za=$&?!FnbJ6s)9DEI&B`5=n!Bg+3T-^O|$_h8Ba-OCA{14#S>drf*W8TACgMu)kQ0 zlRE?!jY|$y%ak+Uf;wil$xPSrwpA5s-S<@Vy?wBM0)OUOwv1ajUUQFLQI9R-99w?Y zdS)-faBAz-e5YYVVMqMMwSi%Y>3L0mXZq}8zcj_lCpNxH{oIIyh*WD|)TZ8~-ah@C zRUNgfeVgD7WWn7C${LlUK6qrE+h%L^a3Mllf~t@UkZ-}8xd>6oa`ipFlM=FUXG_J< z4%nKro%_WST=-pR>|}3fjn=<>WXy6IK&DIXnJoYMj+Mu_-P(7%$`-5vOx{4WUvuIb z;e4r>a#fO)SYKn>ffipxS=g98^RV=YE$pi}mLn#AWijU_3nUs1*a4^>s}pi%Wi2!s zDH@a9m#)Y~$^HyLJGJZyU!S};!;gw1SDthngEP7@M863HLfKAmO-mAgoIZ2rqHQ9~ z1*@#Eh_1KhJ9bbd&7OSz5})*XP^`)nay#KdV?Kvq6r@asp%9Mhy+PX(?MIi7D7sX7 zQjPeCqR$J{1S7jxZNsQbH91L79=#W+WUFPmtP#w%0u|l`_RhKqPoB<30VS3?S6(V- zY)!vMT%oT&=aF)6Mun=WJZLxFx7J41rvOAXzwBMcY$LqAOBUpuu}e~1q@Ow)Zn6ZN zU&Q-qO;s4}Y|J^43D9gI5y&}cdP*`v5VU?htvUUMtRGNwzS)HO!K_RG*ABk<-KbFc zUNgShB)yHRSzb@MaNSnPkurMDX|s=&En9|2H1Sa*)@)TQ1Egi2xzJB>or%fdzZjT@ zM+F$m6Hdn09tNVTD0MWJK&O$=+}W%{7VF2my2U&O_@DMVT3Ywk@BlGbc$f^*;ODaE0D5by9!6F%H4wLTAS1LVw>atcSAxmDc~p z_&~^w!Qyq}bz?}%MOEly(9vB`Qdarlog)@lWHj+fGKmg89&)j>q#o$2ZYUXg1F#R< z`WrMh!4)-1%HtR{*Jilm{#j#vq*Ws&!!3_Xz1-Q{hr>7FMn@~4b+%I@fHeCj5&P$h z2-;Q7UUrgt4+0>pvLhM`K?@w*y2OD1a73H?wybr~ZQhm7N#)-XM1o`+Z~HgXGON3AanpI=bVh09;otc<26^~F0P#$^a1Ft8S=RdG=2!eT3oKsZ^uN=n5hR?tt7A> zbt?i~eB|IG>-OA$3xBHnMk&ZkX)?xxqH4{TB{kOv?Xu6)92EdB!oDH^dD`>2GE4YKUiIPc8)&}7&`m&RK7Cc7!!%4ZuYm`hB1~~0%&7vJmtTDFR{e*6t0-0O0=I#Sw!G~=(5%RQa+;JnFJPD_c0D+rA*gz|+#g4)jl-TSY z6gQEJ_}8tXQX=6T7oO@a0z&J}bzotOxR~6<5EsGS2W*7LeU(o{Ze0Na3D>yrnzSgU zKB}8TCS+9j@^oXdsU;i%h#>`9dzbgi&mES>>h6usCwjG9Sy;u~oG0Jz8J-@*PJ899 zzV^Vh9D;Pu?@=2Sze9R(W>X;y(0HbSKgQTLVaUMS^q?l z~`B8Lw>3vyW^m?y{~SymnF?-8iBo-@~*_n$pO&*6$t272!^y9 z{$=gn!*ee_#nY-&g(t8UEFi6~CCQB*(YyGhz;+SVfRpwr??#=TPk#U0Vt^>XmI-;F z8{SW;5bV&MoTkyU#gG`>vh6+O5=Vs`X)8V-J(g{a#m+#+O;eCE=PXG)Q=C z@*z@71nb^M4_}q~(M}C8WtEb?l4{%ynK%Y~)|Q zQ{m4={ofTf|K<4K>ul(Mm885Xn%{*sbT6yMl(dZW%s6yR^eiv+7BAH{ziz|-bD<6E zuOgaPmH0=Y4dc&V@c&t8^Lm+In(2R0X!G*iuU~`l*JAMBUt@p8<)0c%;pLknUXT5> z{#A7HKg9@OV{6B6tYd@oM;Ih@{@7=r{dtwwu>7TbaefZZFA4RRkWmI$@LJdcej9$C zrwq`yGkz^rd7TG;|Dk`;FR$Crc)rw7{aL?4|7$`2FOM01mtg&^eud$$GM#_J8h_U{ z%q+}I|Ijr(pIn{f6>GKbIc%h`%%d+Ng|UhAM3a~R08(@QoH3**If_X+5(d7Uoa{I# zs6hoXAEnR0K`y7s@Z~Oj+t4tBs337b8*b{LXu|a~r+y&#dl1V03q^GO{5u00+u1lb zr?;nX)2|PXs;)F$Q){N5N@}jTh`~UBOm=|LFU&Q9%^a0B?LmxNfiskAsOxP#^e2Yh zfdYeptM`vnW|pwHXt$)?*3n`T=iyCKZSB&WV7(N>n=4`T^F4deDztpuh5H@^gZm6B zzn62v-V2@|0ZhU2ognXTIAVq^HJZJS$4h#inr7=L>zS)pFa0;9wY6%Wxn#!Pwuc#B zXEp>bzDSc3K3znU9-0%{kNOz2kT0PbG; z%5*XU22EzuHfMJtBn~Oqz9rV6h)$xqmP|C2*O@-*d&#F}=DDaudkGFk$;9v3z$xPd z{I@)~3NSBygr@d345+B~tu&G^Ank>Rks_Q|X9aJmlc-LdfcE8b*crPz41l%FyTV)` zIgGuscsQsE&GuF><6vUhA`xx2N+S@>qgIcQ;y!sQDr=R-!k2D6-zz#6aU5qu3%>*^ zRJU7zXmU55YCmmGV$428w#TY>3ZK`p!e~(^)yl*I9Qa0LVtDANylYy_k8#e8fydWG#v=7Ol^a@2ri; z8pLG6!Zr@1fG2%UN)#QdYm8zbAtqu+_$dmbaU_lH5iO)b(DNeSxtvc61>#m(JA?L{ zkUT3b>QE%=AbghJ2Vv6z@xgvjjdoIxGDVYf>0yOby?F>J9sl3m-%S9LM>IdM%9f_!Qgs62CaN3d7mW^A?iPa9vjq|k zlj;&4=es5&W7?9#bJCgjC1tZN=Sny%r(W{x&5J7w{TRvuuc1DrC`z0eellB^U*E#+ zx%L@?XNp7FqaDshOA0;BNb1H^4nsJuhVNOXE6WEV+|u9jG{*<%j~7+3?D8nBO|G;w zZ?9Tv8B-wjpQrdmR}j- zj&&nDem$5i6`=tf_2Fv(#HQR0D%D z2>m_NEFs6(DMsJ?5!m;oQ2ULMhsXu+qu2k(-dn|1mStJH5r!}`Gcz+YGqW9LW@ct) zrZ6)zGc$#m!c1Xi`km30m06vY-F@%F|Iqi!I+As^btKPq_SRZsj`2-AY{i#&b4>U+ zBY9p@D%(9o`2K==png3gP<$n`FfyqaLwN;Q0#YIaF}<&r?;h`c+?&V7(u`bU7X1!! zl3NAQkFHG4>+dd(Jyivfkz)nU`3SSd@;pqbr!YuUv@ja%c#DaKG-&H@BN~E^Kj*_@ zCzDK@TFUQcT6Wm)UX`ArY)Dcx`(f@G#$&mfO;dEjsvf)uwp~yTW|`19A|+Bpj=mNy zHv4XLThLk+B9J(lfJ ziZT=)vysE38t{y;a#mc_+;5~@I*jGVYE6m7_8`r}8%-6^1-E{EdC?#3ypX9{1VsT#Jo5M!&bDnKCy#(a-Fz_=q-O2&%yV=`$$KXsQ2hVfBRy6yDNMcsuNJeq>=QbxT);wsv7OjR;<;%D$giypzj^Ge#5(REqbnY z6>KT3d>&)9B-icgndNjw-nfLV@o^E7iCW(x+Y3kY8%Z$YBf%V)eHOE_Ud`e*j(6LS zkb@b-v3mo~I?Wca6Xq6t+@-e<`Rn2uFZVb?O3Ven!=hgfm{03({8*tvf^td@Q&_G# zUD3fGhkq^&orv8z@P5A0AU;AWef5FGeCHKpuRWRYd=AN070olWq4RX|3?zM(V5joD z9{5f&`IQ|l^Q6S{;8Uv93eTJB(@^lP!;9n?z}C;$dz;xKjtX5>><_vGQ}Z$cbT# zrH~mj`E;fetyZn+M|y3FT0xmN(nc81t;d#6mitt9R0||GB;z8dBBk*+V*5bu{6vg1 zO$?Ez4hs%_nr_r{lZ|EU^=DryP7{Ta3%#}4#%wg**KDM(Gw-y&R45CmF-qs9DPTk- z3>@}1fs1ovLPC~(M^)n`bX4a|s;>`HIyw}D4)JB4jmVPD-xUzJHiid|g8f!a9B0xs z6Nky}Rkb`9SQP9!yOpdBt)39C|MA{qe+WXIN1UQ!+HPHd7Tb7TeWUIr;8O?1ZL)?P zD++ahkpa

3ESK*Hr+Dda>9xQ2RB(L<@GgL}dYb-o^MdFlr7U;-i{xFd)oXs4+H z%OdIN_{%ro^^l?|EJB5+p#qcy!!WjXO#h`RY=sTRFpn=mxu8?UHfE5lp@B+ggblcH zvs3~ttg4lgAPCj)n@+nEJwi_f?}P&~HSY9#9;D$|hJsEIh~gUQ)j4t7uOf>vr-KWFNh=V)@Mtn)gHi$mNhNi}b*W>|zI zXcyh1g)x4^itwNoCh;A2d$b=V5K-oAZx)xv`i3u`wWY6_UGeQ-*u zpbuTTiNYfY+u;zXX%~>aYPE@Njfh)NNTx=Aen3Aj|6VvvDb79?a<>xe39%6=MM-We zm4fs9mA$$-j=)-yCfj|p-J3$3hgWTlOM%_(XWHV5Dnst+^a+>LMuKh5V(#on)AT4`Lq)Ap%QpG@l>A1+c0v6ld`LCl8^?A3xpVc5@}sI03o>jrAdPJ}c@yhE>Oa z6Koq;h@H~ZK+qz)>C$YA(vL)(b?UnqO6Ston>@I)hVHrmVMWaR*l|3FVWZl}cCktMuce99MLY(`v{Pek4CTEF zhfqr}=Y5;oh>+d)w4$gtrjRX>lz8t^Q=WX0-_lA7=JV!tkImg!U&;FD%$JZ(D^U@i zY45n6GJvg6fp>K28TmjZIM$%Le1dh@wl7{CA=*PXu>JJ~1#a?VAW3#c6zTofgj%=3 zuHcu&qT*;q!0g~VBnp8>rIF;dOwQrVm>N>UWI2jIukh03CeOAV$sE;5lFyBw4%$Uf z>7bO*D>ked9I?#SsPb7@mc#7C1r7Kfn0}7HgUn^cSv(hy7~2WilehqXfy0Ll)gs)h zMtKYJ@`TpzV~bGzf*gw&ADf>gDGYNE`?!l&`EOuPB&9(TZO8bReKlsluDrs!raFiv zl4Y+utUH1`^ScOgg$DWCIJ5L)&!_|OW~dCo+8GoK+g|1e2BUR$x6gN2v{95p#nS$O zDII{-Fx0)kOHdeM#G>_>6B$d_u#pwLA3OA_xvl_k7r!SaNAvPHuT0>F^4`T7zK6n$En5vPtxwR~hW%`GRBZo(GnK}5C zE{G3IeeDn02y?9!U159)pkC!R9@xgE*HP3n$ofgJMHwsbhdCiS)fgP&ot4wNJ{=qk z=_^PsY93>OnIPhNtr#AaJDl%_`%4Gqp-(za;cI4@%ZP;<{<@_?jk*^BQcm7WH{G_^ zFzaI#-FYfdL1e~`=EY6uIcf?B=Z(W1-$iOvI0k~uN|1UAY1QB&IC37avxSDSW7w!N z8>?5izi-T}F8iejcq;TC*L^vqdecEgPs2yf7CJ)QJ*VYi6&I9sLR3Uj9C1i6@uHP} zcUQ}J->|B{Z@Op5Z-7#D26AAqFs~bNJ3BlPeMCkF>#!t{gRH{sQJWO<9tjIwm*1lnN@(N8`d*}P!k~GKO zFUNMf>ARM&<4qK3^J3Q~@mZMJxY2od`ve^F_H4gf3G$R+P8$~3*~=1f{#Hr@)RhyJ zs0K;y!uV%5U{IDL2(CS@{nE&kNRUQ9vU-Iu*MgnVlAC1*!v4)lsU=p5e1t*{ zE9@~8GQN&N8Z2_k3Sp3E&ke)@IoNF}mAsTILJkz9`s@G*4|V`TIlD!0 z)E(&C^f!%)d`s@}u-L8ypvjxCy-k`p+j583RP?<_JUG31ReUbvG6b5gOugJUjq-fW z$HaJ?cfzpP&H|v%Rnaz|JnzOpRo*>7qr1Lrr)3Mf^e%vIhHXg8!d7;Ofy%VQ1(2-6 z_Bt+#JTTw1NDDW=9SFEwF@dtYF!m}`3cHZIaR~7>Uw(Y%nJ{dYmjEb>7S1;A(;6Xx z$1_rZ=aFtR`gRu1XK)s*E3`#k?&~5v>rV75j_Fq;;43v2u&X2t-}c)e+-y(J;nnGb zW%^zFHyk_|E#Q_H4qy4_+I!-0@zMuq$o3a=p!O~F?*wxK&tJbf{X8T}zTXh1sM!p;K`Wmk=!$iRtSz=v zom>mvY`H80Jo(I6jq0Ng&8wg7isq9UhAaYLgY@Zz=+mv>qqlsR5*DXV)&wAS7t^ik zirg{9ncIsSNs0ot<|y`K7pDuQE>+L*oyE2%$B4S9Dff;7g74>#9rvF1yJQd_K!)s3 zUHb7NiBFEJwct6H%e86kNGy=T1pKVCzactZ11xHds`l1XRGGyVbiQz9wI-qr@ zIW(GgBd_|CsWY5k)LDaX%k$(PCh0UEFh)C0uxK#LdoM#SqBz9y9?J+uVYTBfP=@+? zPc}Gp)14DwZSiREElT)jY1(%^Rb6abdR==eVh*t6W>Mg>;>EfyD37(9B+*>x-?j*B zYjs-m4znu2TineP+zPZ)&WGWQcKrK`kkYWO15%^xbj_3!SP6Owll81~Prk`&6qsBL zKqU?|B(oz%hwm6&W3>gWH3wR#tt3+}VIl-d&S$@`v14`$6x)f6jIEm6tw*6Rw$_re z+9tz(NH95N$QGI0 zM@;-mOfKBXAg&=Z;!K`(invYIjFd~R8v9+zw30E3EzXL zoqA=&HduzA)zl&_$~u3t_c>nKbXb&0H!6{=mfkN=G;(HjuaW6*zkeE!&;2)y;a}p} zKO|R1R>prqjTnFT!Tech`zLbue-J*CGVjNQ4LW}dW3z$@Prt$NlXaqDyYVl4{VYsU zQZ1L7BJk!J2}b6`yKTFVHR$}%(mDSfXbWdo(f>2MKGXIgu{yp%JpKeQbb+V=u;0-Na{~H=K%}Rqy-zT50cwzd+;J*77wd}N!X9{Q&z>E~wZ#Cg( zUkkkB0Rd!w=vU}(1U#Y|dLwDqiI5_ooQRH^Vs?f70$;GO#T2 zA}qMlqguq5OP#S4c1Bw_zKNO97nVWeGA3j&a}LY1W}wbi#oWY_N04JAsUT{pebA-+ znSMP1snCZ1^T~hDf+drf3Xz(mONwmNSv{L=-j`j(SA>+ z{q{cF$DR0FBJD4BqhB!X|1O;OTRr~5mHOLy{I1IX54cjl7UeIov|mq$e_6ZV+hBiw zT>O#7`|oslCfX0g*q{4fXDS*NnghT5M#NDpomQgKv~_HaJ1$d|TC0~t%dAE;%>8(3 z9AKwnpcxaDEJ5u3EsU&EfY4$g%VG88t|o9zor)pyrr*CH@t5!xGnO7g6eB5ygvpcD zxAV!-fS-81vz-j!ffXnfbULWCUB5DHzFcb?y|D$`4le024`52>-xm;j-EZ&gM35z4 ztfq3?sam|uh)54=idFY6hju(i8ARdudPLQLZ*E-XEwgYmYW6SHZIKKLE1+$5&}15v zqtlssy_E`kCwh0F>#Im`b=9h<%IlCh`q`HN z>+`OXaNTL<+afo)Ci`V(Z^6B{n;z}j>igPx%Sl`C#@izT2umdz zy7$H9Y8nW~NmaCE3zI>{@X?O{w{F>(kG9f0@Zs z?z^Ai2X{`{?Zb;*%?G`YI6*wmd!rkxy$1F0&2D#Pyu67wKL1&!Hdj>z4zjRaQq(v&mDw?MI%45{Y8+Tcv%tJq zp?RiNs0?(6#epF4{;+*1C53Uvb2sWP;w|TLzPCECm18;DVSW$Y)I>B$eAm=y=4=yBq^z(w96f?{f-}WjhYLY|Rii?i5riHC~FRNGd z&cDmX>FQ=}2qyx|>s`isLQ3l?zzNMb{aaN-an-EQlUav&s?mU^+PYkoB1J_~sc-0n zIe^BUhzz0h*-zP0nb=Z)?}zKn!kpv2%TthSGP;8pE?1@WD z&H<7~&lmU6lhL+ZvHDQQA8PNVY-yxR3LXLJs61aWt9o3lOgl44#2xY1VvRK8^-n{Lb8r%_uR0MM7LlhzF;LiX#L1gVb{y(rCrO*TD|Ttq3)B`P zr}t2Yrp12SZACOf^QN)scZ>xh?DQ4 z&aVD~8WEN;tn2HMUIr%(O)?RXhE5lkw#^c7x|!6UB3_BK2qT_MJ(lZ>mVrniZxy00 zDA3;^Do*ZR8&_20VL`tm7790rWnnwpgfs-DH`5|_$>6a z*P?1+zWq4`HgK~rXFdsC92z z@=*^YuENYKZvZC&$?dD$5Bm5p-~ts8InWlu*3d#g6F33o7)F2+0C`#Jz%+3RLI5~X zeXXO&G<;+5BcW-(T6vt6tZ@zox;#GR2(x%TwE`F@lHkVW%u<|JCS~u2EMtj0j=0AH ziP&yML29V!tO4n$-Q;O);5Wj1JcOu0L3)`U|E5^XD~Ykj2PVn%p;9hs1slZTAs-U| zYH!$%iiu!CoW56xFxKQu3%1 zJou5+M>A($ZbVrXJjsTO3S!s8pt-=GW`L9I>ne)_(*VJYzhpsFQrCBt2 zP6b)_vhE#O+Ja~3TItbk4(TD)#QbsRg@Eu0R1jZ03wi+WbaZ-j6ihF^aj8}@sKGtJ zytI9OTj-$0x`za|1bvTN6dNu7sSpd&`1(yKD=~kv11C&QN|~ zXfI1$gGx-R#R2uP4d@G(mr)@b_NrFaTZT=0<=g06Q?5s+uOgF<_@AmDj=$_E=DYdX zRbZM&}!#_hVrpLhU`tWtbJn+k&o?1@*NGcn;y8#2#dM zn@Y$tr*TJuiM;TdOKO!A_51{`^CoD%?*UrmJlYT~+AKIAzF$=o=%Ce6@zk}^<6cH_r-CFE8qJ@Io@;(lEV8?9V z?-Q~^=H|QVTT-p3!VH48;RM}!pPY|8@|jQS1NUIJsGcChkh+mSN$Zqx_f=#8`7AI< zX0UdH+JagTK>MEc<5de}3oW$49V+8m<*eSQS=|%)o^t!UWK2u{P%}Zfq;%l8q^wW> z9s#h%XAa*S|D8~0HVsI=AMMkU049Lx57=SY;O=5W6(CacWg(L)LzEo4F=~EiH7B^% z)!OjsMXEN?NDU{rm0;8=3Ze^ai8xQ6XUk?d8$UlQvDX;rEp#e7=#?1OU`l8jJ81o@ zr?~Ids&Py^AyB4+9n6GJgg1y_B9@{7)+;ffL)}oxH=bj0lux!8@UPq-FRyV*_(BWO z00d^jUcfCY(jyL2G33_-s8Fw!AVF_fhVTG}k1O?1p%*dSZNnwwJmtawvkc@|P@yA_ z?ySS7EL&F-)-Ez!ux<9H4+@QI`dZ~(8&9(s^KW+!cYFLl;+NSQ_F4Od3Y>Mv?TsO@ zP7B!^VjhMx9FLLCXQ|r_WZ1F|K{#2e1x6W8QN7Zqy|K)7tqFD}zC)ro*C8R}uuy4C zbVAkF^%~!937z$VW~o1_t<^hSW)0WX4v*VSs)LSGU)n@RdRRfY;vZnW%C>{L$nA1c z=z)aqVLaT>nhiV9pAYw6NfBn=OVa&3&6eJA#XxLVL96=;qdj{Ckj+7r3A1w-J<&>U zg&f|K;SKNv^v3#cEK0w7Zhkw=F|)D!?ond;&Cl}tF8v>VFQ)&Xul{C0`F9)OKks)x zc*_5gw?T53gof)M#fyz8An$mHX)IlZ>8@rKW%|a%{csM!DqeuCV~oRq4%OvUmFW!j z00O+O4{*|sm(jB1>SWQ)nu)FTdYg~Gle$)A-&=CcOiSkLy}y@X61W}?2KW>0 z(}gp==wx*DbLZV^v9{hz511!F&k8c+3Z=8c$36(OJq{*w#69`DK;f&FM+IC?$*XN$ zzJCuJd1U@eh$Q%oUwxzD;Y8QEsXnCgCKBCpiU*k>wPcpyK+Eo zCccaMcL+Hr4f|5&aK3{}G(*Um>f>i%?Mo-Bzt;6vt$w$DefW%iAA$5|zt10M!oNKv ztBc6UD$D-wvwkuDM|R^6Bh;^PO22>K{wT~Z&ETKNmcQ|S{Z~c$TkjY1AMEKrs*lU` z2YTd>L*@S~@7I6$!I)ToGjsj-KOfj@roY<7e%*wBK9(~5n-m<=f1QH+?QZ>#`}boe z)?aBUt~Ln9N#0d3nO_Wc1R7&Ca)~xU_Ny&mo1x2SQ<|{K@9|(-PGfJB}t&rP>X%k1l|Z z>%Bk4B4wM`#tp{@D&?`?5lACBOYO)7NaxhHHqjxb=RwAeffv7I>r}Pj>GI}GlKn_} z7D0u3c0=5DqsWx(=(|!yv@`nm{xjT;CgSa+s7!br+bv2anM)OCOpe0{+yoSW1nP{r+YKx4f70g?XOKKq9zO6AF%DG<# zh+RfKP#$xwNyMH@UsaU@dI1SNYfuu8OG64pZ5_ei`?fBx8;*j1$5+)$2eF-Dk(o@aYqPAU9h*Q8!RZIQh zLQF>IIxFZLx|#zR%tgU~jq>`eD>=CE-YAH}6)VShzWBVs{#b^R9tK1?8HF86KGXE{ zl!CSP0`o*|4OKx3CfL>D^|}&PE7BF}kP#~Z*L;r-a<(P; zLQAAlEA-q>A=MhP7ED|GYToM9TiR+-xK6(VW^}rAO_8Kn@!}CGEovlVitH3aC~-W6 z@4R4^GtqR~MvTNjf66%K*kJ^55=)9mL4JO!R7O;^j^5HRJ>ipNiEU3dm)XQgX@h3t zcgUo~8Ep?WvkIC+E^8t^c}}K1Y?+VX85|ZyR|~CmW2lXou?g7_#2V;m?}=DY@H3{@PUGog?joh_qkJyXXMJb8$=} z7|DtrXB^%FWr1kKC?NH3pgoOB*&HRq2#D;}G;QXuE)T%R*^)ByPwU6aOT-FHMdCN4 z*yC?>-v(+>;=8ci2_9Gd=<@J3I5)_f!VACoc$0`)FBopCMQQ>No2I|4tT!(Tp5rmsN}s~ zD`&KIyDN`s+Kl|l_v%WGA?uEPbM<;dXe&YXq#4Cf+tQ5+)k-bNQ1>O7ZowdGt63l_ z2(YHYtjT0TJEz?v=BHoJ4={bKO94xoWJVKxW|+#*x6t!wXki#~+U9V*p*b<6i?*J@ z2_Os~yR;|c(gA zX+A`5|1Ms13;zStn;zhHagGP{x{)HFtN`sEdvOv6ezpdPVFCDr-o;V%z2+;b@c>v% z0j?;abi0I7BZda-rEpux^jQey6u{^igu#7$z${&Sf*$M-f24wyf z)i_bIC1EMy5Q+8%P4I(4)!HR;t%t1=yGlR})k(FUfdEE&*mqkfr#`b47DXMAc@4xS zMUCKDK3opaAWT)vR+!m>mmRWF=BwL4nm%0wI?$8-L#Z-LT{Z7xQaf%5`T=>NSHN3r z2BAnK%-iy({r)bf-q9*(EOVntHQ6?qYY@j;02*7sE`S@p(OdS-pnx`jUt$R)8EmL4 z2fTAm-g+hVkQq)=ic;pri5gR0{pRdfAEaJRz>7R`*Ko(tVj$+WxQm04LFF~R!1PUR zp;W`&R%5tr-v``LW(XmuSA&LMa%TiXT;gd0%Iu6ipl9`T{cwFrn~pRD5;h1+p&q>_ z{1~J)9FUqf{t08M(rB^f^%Uh)i8@qc{8oWu4CSKCamQid>FKa;rcT_qR^TYdUaW9G z0F%@Q?E{ZerbCdqtNa@t1rlV71vaSK4q@9TnstrPCpqC4UbpOD%>>1!yL z#8;7v?zwS>@mF!SwrHjwf_vx#X}kxHWnwLC%WA3AMXVdTDD)N|uy*;1V|^nF{`TMK zC?9Z?nQx1iH%LA)=Li&lPHYUg_NjVGO1`Dx6$U0)Mxet^^hz5)3048q(qElqLOGLP zhZVwH#hW;1^zMC%a5sMU>>XYn#!liK)SrrGu8(v6evoO4fB|3 z@l5dLV^S597R&B220MC6zAXl&y!Lt3?K_`J#4SL5;8B?3S<`h!Kkz8%Dum?)$FP)v zvhHLpGegn!V|xL{N#n9)HPorj6IO|B7{NOAPAIhkVg;Qh}>Ne*P*QPy<12JKfp=#dyDlQ`K#f@f%#h6!~h*%_F0qH)B zoz}r#HEUl8Lug_?pbY?tT1XfQG18rG^z&ucl-Q$?mLy z9;G%H2iPCxBvu8T18Zj;ZY8edclXds$Pk6 zVv60HD6&ArAIuZ7UvLx!#-Q~-!BI9+w@m|FOGm2@iatQQmXK4;9DRFzXi1=!ErT`# zTzW41qNrI+_(2`cMoS_o9prt9JXn4A>w`86>u6bA8QafbXBHpCln>@f#s_YN0YAw6 zeEdSQSF?;>^L~y_(;K4?>I05q`vFG*wago|nft)4xPIVPaNzo=K0Z+=$l^T714djRktXqHP%1jC?yFruip8btiRwW z70(A*4+bNsQ%E5!#qZ00D0Sd%N{>gY&&-+}*IG%g9W`+;5%Y5P-{g`JCO(G-ARcix7AIVA^w`pQUfd8<7$~uBO8VR zJa`9%o#WXTRGI-!pzNP606PsLE#=lX3CIs*9FU10dPLU~u+9vRi?%MUJH1ZqaS(+n zD~?jhkquWV*L6&ZQpp+~2s3={dGFaf0T9)O67a0u%y_JX*&6*NYnH>^!LrA(puI&HZGO zQiOs1sWz7EElKoJjPICcs`fQ%?lf?oe8-<%HBdUZotl=(@HoJ}66n)@}z>y%iO2 z8#gzv^(WDIQ_yr$&`>8M82UZ|UJ2;n%0aUWpz?w8ONvANK#fCgGDLhlRX?VxQNJT+ zI$rnU@l5K_WyEw`)^j~`(?0f0ygf}bTu|^8o#0y2?`$fw5oPI2Gfo=WMTGOW+{cyLRn&_q3@6^06^rsl-nzK!Z zd9ANyHUkjFb4y5vsxBU(x7a@QKnaPCIlQkR(!uQ@uI`JohA@)hwK%w&fgam&?(7_& z3h!{cz#iiYuwZU3C=k9Ac!Ro1Om+BXHKj{)2ezNSgUZr=>XtUX*LA=ghpi|dm4wq_ zWq`7!)Gst0%~!TH0ucV%vCx`7yJg3eQC1$U$ZXNLMPj;W%TcTd}J=D|3 zmC56Xw(YzKO}EhWhROjF=&J}1;!|j_AMJdrlmADA&_0l_01VI-$0^Sn8@Npl@K=Pe zIz+W$C-U)SmhD(JKY$w3GqFVHP8=i`w<2~jPj?hTYPlG(R>wsIyvf832xHY+sM!oz`rNX7;B4OY;>y;E# zITrCH^N8z;97VP28EWd0ZR2KQbLL>4KMrRyIij&v#m+ct)K+NDHeUu%(#42M);#d( zcUZ;RU3>|}HnrPHJ>R!tSvEQOvv8-dJ+3GGXSE#sB8G%NDKQ6C`0LtsptEMF)Twh> zD<1g7JC~fTXlABU>`^T2wOWCiJa2KIsXzETePT9g>h3aw>2`hdWB1?NnRnaxX2hBq z$}muHMC>p1G2wDjX+Y@+d;Uxw<_P)_KE64hm7H3vNa?zp*bcEGeCJS*N;Z^pqA0&0 zl{CmnzBOMgbdpftP9eKz;Tu~p8?#vy4vQc;6V!&!0U|N_b-6?tuDTX5yd^OIO`DUS zx1E{zsCeiH5I|v%5zdHgnZQ#_Oj`m+!kF|(f?g7S*YBH5Yt|H&BOT5G_jzl=+BL{_Da3Gv7kT1>%Np&PA72c<~Hs@oTBV;kRrjjoQ2SdD#r*Wu((OX<{7p zCwgL1bw+G;2_7d!$Zcb5%1ESaB-iiuAT#lX)*C%y!SoROot=i8+dQ4K^0+a%7N$jr ziFZ&?awn-8JgDqVja_ZyG@j1ey^lY`+`HnrIUQ1fOb~w75V=K2^>a!40=Ouh?#HuI zBpXJs5ErO@q@Rd@h^ewX=y|wB;^WgSN9{IZ)U8$$pS~Vn&cj?!5@ye6OTLMD)A5kO z)nCR#`4L1qOG-x=Ln?6Fp>dBEQ;X)LnkBb(SLg7iJ3(~ettt{Gm|6$ck`4Ce(vGZo zp#|83LlPWNqdbKe31Uc)zm0Hx0h=iz!%awHtpf-BA+HYbUC#*eBSa{k_BF=wA0a|l zJ?Zsn`Ki9#=DR=z%PDvWvFEh${Q{W>qK1zUp@G!f-0XhR!YtoW!c8Ef-~=8Bz`!-6 zg7WyJlhKNJA{$ zJ;A#2e4M-~ma2f$#sNN-uOFNb_lVl-z6#!r*-rX@j|CC#}w()Lm}&Ue*Q-=gixR_i^{0;7yuUNME!E4Q;dUwC{zFP8hL z>a-d$wo&LKrgHfej%%Wx*4YP6(x#4;NZNY#;CSq|LeobfwV74+2!Ujv<}SfyE}yk% z1lD>K*YJzJ+aSkx;qyHVX%#t~M^Uo+u&~lmax}ACDYP=mWlvN5ZTL`2`tQl#`M!SV zIDb8;h15%&q(y!$N3!qA*5K_lG!p)4N@Ma92}QwPcoR)0Jf7luQCVBB`8WL(;H|2yjc< zEnH#chV*&g#02QONVQT~$?c?4a{a*!1JNf6GOwt0<1gc($P@c@7(L_TKn%P$sCP1k zVEZp*zmj=UxB`WV1@_fZhm{EXBDf@_en*5g`ClqlmBe4OL5vi zw=Qfq(taqGfI&O>Sk0u4b2i{;ELZjkU5Cx>IS!OCym|Q3V+M9;WdwJq`&f4i@?n1? zB6g6JYS$`a1+e6o^sqZF*spW5Ui}OD(?CEQAZ~vKS^yrt09w>JNIM8M z={MlT*UU8W1_g@Zp%VRhwbqcgjO`T1Q*!U%>LXK9h)I&cp!73tAD{k8s+d9QhXwn;WpONq6EG4KJc<(G$rsm--wF zc}L5dmsl!>tO!L;tGl6f_+c0F6nPuSr#cy-u7WXVYZZ>lF4)@V8|Nd;yc|9qe%cp` zo`7bHfnfmkC#4=}^+deBBGh|CZ~tulv1^(6DDCq$V8n?8E5revKH5@weoDfJ-5P{I zlRqhLGhPaHTbVvU?kAr67Ac#!aE+Kw{=6bLQ}pq-r)sEf;^PoM834V(R8q2Fo*mr79AzZ_6DDFvIMf7FZN*#qOIqbcc znqW<#@xulY1N@lPfEzuftGxHP*1>89Ohyez(7Lx#-EFksD7vW32n?e2858A)W3W-& zLCb3p)^qPbi5G~sjE)NRVH^BqVzxJ&E9Ctikt}p9B&(@=)vLrBRQ!c(1nUNj!_lP% znac4AtYmoH(i8UNNjaC^>zq{;gVtb1kN%QL6^+c=`<7Uwhbg!hAXKEKE%GELmlS46 z6ih<%nl}(qbcJM5=J1gP@Z{ImlwZ?{T$c3f0!A$DS8QGahW6`#L=tQ}=)YD)kZdoR z4FDro<&5cr!FLT{lpmcP-#>AgSS5$ZWHrBVE&=26w_C7+*0C!)pv4TMZ+siszx)!( z98E96(T)Y-A8EhRp5;)skerP|SjTP&;ir?1CTSN*mAt4X+fV}Kd2m3Lv=i(I24M-Y z7$~H=l`MjFz3S%>Oe6Yeh@-ATJFyQ|$mKF?lltnq>*>*J5Mwv*0Q6)Io95U+_npQb zE1E!M(SomT9$i}_ru=fiPgXDb3}5GZ6yCdusJL;W-tpG?8P49s0wPr~esTZ)!EbsV znLbQ7aAa!L(8VMTiElYkJ5!r#&Q!TifbMCtOz#RNcn7KDRU5a$9DOKoILo4rZv0!p z9R6y9Zu#C7ku3CU=3a3S4^EF3^`MIpFc~G$3Y-B}9fu!9`cUuT;Z+3i;u%;;B(W>Z zTPpYb{k^#rFH3P%joOpB-Y1$9(Oe5(%Id7B1n)yCe-9nm5s{LuJ8Tff1T6m;36`4o5p{n$={oBe(g(I?bU`z|sJh=7~i6-nB$b5!-Sm7wGbWcuoA zQP*XF&9Fc+y0gu2;c+K9;}WLCTvjGBllSzQuGlUg(+9}!I(v|Zk+|zcLIyB$>}U^&S(FrSAEY)(6Vn(c0Q;T*VQrZF5{Q8#u_RG_(E7#ImPHMQ z?Ce002@W*`g`4heio*b0(obQONwhEoES`70rBwbpb0M(n?P~cQWzk2#S#VoCvY#3a|(%Gt4+^ay$$wr^d0#&h|S0uGeYdIa|XhSVMwIoT>E!Xo~i``aY`mN3>ft2b*a(jy|yPa zZ{3{nJ6fe!EUTqwnpZhmkwV1Vhry(BVh}hFi5A(@EJs*BvF$S3#2hp(?(2*jc#5h9 z8tAxNHm<@I%7nA)w$*)aL3c-U0=Y|~O{Lhk#b^oCgkVXuw`J2rHr}Ieai9)dyhP`Y zmD$>H$x^w5l)3CK3dqwAp>9c2P()8HMtvM5)rTU|E>W#f2q@Yj1})Qx>}(p9ElAI) zD8AI(`+?KeO8pLrFw~E^=EI_6Q?`sknFJzNH|6N*<(ukKVt%~3G4EWcqk)J^y%Jzo;tP43|H`V;nP!YJ9wUY&$NFVV|!0E%%J<;lcW|9I*R6fdGGx& z0-!%%f>ou-N)z>RDkC?DFY_%=R)f=Vpa1p;@Gy^FIfv`XRA-t8HZaC?mOJobZ_dlL@34SRK%?_pLB*-;g34VRd82`-3K&p(^%^> zGQN$^YLr>&+H1<+pKwudy9ODTM)1cj(aSCMLz{NwChKEQv)&ZF*%z|aqpH2B%`GAa z%)Q<1*_8b;j31w8{8#3-hE$jaMQS-4Xpp!bqGyJ!AD(%PkGH4e`m`uZxq_TXP6T9N z+Y(h-1*+spdu6e@M(@)Y3P)`t7&?Gy#Lm^y z_fE!b&BTqfWuK}29ufQQ{nnK2eCg`n0oOLDdMeB~v9!|Lz1KB9z^&f(`EmLwvH^im z!U%jMij7Dmq@=9e*iC%UIGV$*irTsDtJHino4mwxmv}W$nPNn|8#z%bMXDvDO0|T= z)To%1`1XRGJcE$Z@ck$~yN8D%%Xzg#Vq8RWMnXjXdMbkSsOXWS$gmxn)=nk$E@}?l zA`;*5U6~zAD|%cEK|T)NzPq7FcUmirfynaZG=b3Ex! zw6LVFYpy9y(!gmgfqoFtP7pAU=150IMB0~A_yt_2S@?Xs@Y`vCC*Tsr*jPz$agBK) zEC?Wi8pezar}o;PQ_WG^g_?Ln##o0Ab`>>V(u0!AM#d_#a*FvsV4=o%`=Q2?S4Pry zktlKXQ!^|WfKyjYRVsy-#rPP8ZKsIBR1^z|#}gZ+jgreHOOc+PuJ<(^0_rX(C9Aia zNW>lcirR}^=rZ-l1EC4hmGL=(v>}rZ*9@95dr1quk5>lyvgW*tW<9b&d8T%1KyjFx zZS^9WB}j~aREr>cu~nfY;$^xlIoe%K{9S+xsz>e{HcFOc@0-}oMnrHd-dmdo+ndr$L|ZrwWDg=|)DI#R z9|;~TKkxa%ZJdU_i|Cc-k4tSIzZa5$o2BndQm&qZrAt;Tk=x!#u9Ued?AOuy_6#qQ_(h-<}`ASLdWCMHy5{r-|8Qz|f zA0MrXU9m_KDV6{Zq5?!tG1^0V;I9EYOP5fbe+ozyR+_5JxNK#7aN;Tu!jE-*)|HBX zwXI1XhD{rIQ*06;!%>zN0_v%R5oO^_MV=2fZy-<;35Kcr{Qde+jt=4+YT~XmC}PPA z$!y}zQ70OFxkBF~CGg5h5;ygWa*B_)$vk<=IdnLx?np$gI4&67Y59_6ou2R&X+=c0 zH5+AOc4goij>#b3Hx}l#5Pvz|5a>ol`kWhtK|(6=Ws3S0Tr5s9n0fj zmJ)!$MA7!hlj?%&JxH^JZy4z=S6vO(BM{_rz<^37eb8bpP#6-$75d9Yn8dheQ-u-2 zgy>oI8Cd~y{@b62PJkz`c)$J}aP@MDf6GgWvPO$}_Q9ds^EW9ZwITvimE5AX6h4-V zZ>-J$c!_KA(*wRh{X}xn+|v7h+ItJAs}-ozh*>-Q7s4v~)^0 zC`h+}bf+LFARs6pT~hzrcsxhtobx~L_{R9gKi>agjK$jPUUSVg=RIT1xbEv#l_$D? zAd6c72Y6?MseD7pCP4zzJ)o-6{P})|wGpLo@WwjDKy%AVr4YO&26_gYeFpH1T6+g16>@PAoxhPVzr)Bdp#- zAh#a;#!Op;O(-l${T!WgG?7g{a9aoI>GmcT&LZCef!3anx>TqydyuG~0C3!-z8$mz z-01`kuLUy8!K0WMyz^5^ns0enIOmABW+<9SgsF5epv27TvpHIOCX;=AZ<@l<;uBMj z>?4COAMuf&v+b>HJ4*raTP0T_^t%*cl$Y}#@y3vFb|k|zZ$)SA>EQICOczq6bP(U zx!|>(D%W5|C>_+A>Cy~&ZK)nWFB}(sH?I7JSQonkpM9fC1gCuvejuf<2QlZ;D_qgy zPW_}@tEVPiIZKIm-CGghFLUN5pTlkS>8z|L8t-$?9d=G?a1MovCGD|F(yLef&4dX$ zs`)XRXNPe8Im-VTr|@IK^xdrDKeEt?<_FvG-fAqaVg4L-gf=@4;SI|zC8{>L$YR4#JW*-gWk zXn3+C&LvQE6u`%vA*KV~viEd#Xs5qg}DF_TDc{_V~O;@UXdItmko?5(ye*0;?m z`=$hNGYfkQp=7(hEYlfFR`N)?C9Fr1T)aB56+I!Qcv?kdRY%SD9WSc_lbX)inVeTc zm5Urz02)}8^AFUK?~`O=xB>~X1jvxcjilLCi_0Fa_}dBmjS_!g7y#9PK!0*paQ(b> z{?`oPAE!iea%!@gLjU{BakzfR6tMp%Q=@+{$N4uU{i8V!$9E>_->8_c%IEvc=C3Kl z|HvHYFVh>SDb6)QW-e$W`gvZ#4SnDT;^U82#r^MgZ$E=6And<6n)yMjo;6gDM0AvBrO%!(+_$IXaQTIklAfM`;Kf2}YP!#qp4C?6)VtQ|!w;)8 zk8WfJ=e-Wd$}{p`^6#6Qx#7uwqtVjz6n3w{vY-Vudi&n}xe&xpENMK)Z9SF^M&O-I zo3cT$++aKzjN~A-rqpfZs#d(1rx`-tYO_u7QInT);D}?@H;KbOg?U8!yREo>(Z{cw zK6StAH2GG2!-8Zd^6;_t?0o6vH=d7`Jr@r8`nWd)!v*huKxVr~v6JGA;Ey||IkKa} z+YjO@6PJ`I4}C{EHs=`jR@*JBspe(VkbOnd)QCC;{)*3vG&9pJ<^k-sXHERGtL+{dqkZ`Q5{*=Be%pzNZY;M~dIDI3K-n?K&mrNkf01TDyo79^EQsm&tX z9#+p!o~i4DvmsuRmyxYDd2%6Y<=JKNd5*?Ku9}}CN6Sbv3X{>3vCj(yHIu!cqb|w8 z6x1t~FQgeD?pRkDf#COanXTZ~Gk%|sZ=Unh%YQY%Nc%uX9*1dr`Z3H#BXVU{?g(8l zct@SZDB$dU{M}u*ut>mBu7fwiTT6a0}DNgKm;f)p# z!q=`%niBETwX$h2y-i3l6)AC`Je#W{_O+OUTaTDstnCu9muf0~uq2kwC01q5(`Jlo z&0Bc~H%&alB1s{ugpC=rIq8~;k^B)i2#z#IhK;D2YI_H!BgGl!wjCUuo^dBl zkob=^Ngoq#x@utcq?dZ>x$7Ahuw_kz>?hCV)TLb3=CasEeT|ySs*4>ckjl`ME6}UC zHGmzC3bDyHA6I{;Ii+GT{!aPKbkuGb%UUTwu;WX#FZ1S^qPJiJfq`=J@O^_WadVE& z0Lz3|?`JHVlo9YxWX@s`CX$vWF1=xu?c3JJ;Z7t&?Al9aF-gt``*D3-nFgL6^(da) zcjK;1NIere3Z6`_lu22(V}01d(YUc_w}Kf((y2Bj?v!?mzqfmw1Tg@!2EjB8Ie^Ak zd#M!Jv^R}kd7f8a?bF*6hx(AYWfJWgFGUpPO-JL2$h$QWe3z@eDcoucf6slt zF0*~aX;D1;=$2=AMdp}#5xXQ?XK4Ui-E{hETScf9FO`+@;E-?LI;Oq z;_+Jw3pu0O`UG0kSg;>)%=WsZaJ>RZk@M3xZgj<#9^|t1W_Q_@YmUZSS8GtOO*2m( zEsYdp-@wP`f2(vOB8GR?+6u>9sTMRPFxZsQVMn^sq&tHT;7!)Y5^l?<#VXgir~MS zR_7WpV<+J(oCOW3)A1BCaGkW#R+O7q4&ZQ}cQ`0uo8)C;hsJFfr&R^K*GN=r@@$WR zr+%)xlrc3o!W;37)iI_r-&y&zVvQfZ^DFyaw)zTnlqyo4o#RZY#HR}xp)c57Uo?4J zY(A&e58{>}#;3VESp*7N7_V%-#_#&kA$c z5rxr0Pft6|%Mc_%{Sw?F;KE&&H>W%#yCFDJ*RgAU;!__gNO5!+xqL_|?;&aiN4`9t zm-e=8`H{Ra9T+VKTVXpX8ixJ}F9DGv^%v(tY$9&E@$r-qt)=}_S`*yXXQDoF0w^g} z{)yvMt7;hg#A+-&g^!XMidYzuTW(5#IL#BI_RkXzzkaUbJ90dmTuiG!V&W0nJ9s82 zV$nkE&T-%C<|=51xCLp{gz8zy3J+X}iKrrv;tgu^4MPv~XSPF(Rg6f^BlU(wn|JT# zyj1OM!*L32`lvpIvCqOj5pIP9K2`1*XdCJCPw>4d19PbVWFcmv{m}6KR9{B#4g>+V zuT6N!w!Y=?V~+$j&Swug8(7;BHc!m%&dTR-yjyD%wX~J6Iy+Oj%Sic`?$t%wFtj?> z$~|fcn0Z9@6)q}oXe;RnhjNw%1nejY`Vw0cF?%oD?j7)i>Wn+r+a6Lo&eQw&tzvq+ z==pp?R`6w57Y$JLH>E_bSE1ab#O=@1X72>yrq+EX@ndjhngw^ zSoY)MiC7qBc~$mR_r3EswjzSzBlZkhUJ1WozNJOg7pj;q)=ztLNijMmPrtLgwS|v{ z!|9!Ji;A8AeVkzU5ZK(jSmSg%%}Y5sSa6zK@MNxk7%i2{?@RWlF)=Ul3#a`KW|^*G z5;u9aR&|dlqpT#u@^r)33Lm=Kie9I2A-wmFe4(=RR?X_2bJS-whZ2s|X_q*v!#|FrvV+H-q!>2B+;)}ce3^_%Y%zAuopL4$-{$W z1X^#7)ni9vVDU>GCDN4tMW+3=?1eE2 z+A=IEk6zPLbQEk8mbVeRKYgLPjjoqVy2SKpBnihI#TS-Ud^U@evCv!OR2mf5KC||5 z&1>{78w~Fv1xnJB&!f#%E$T`$aH)#JvQb}QQ0HKy#!~y0x9K57o1qsG`-!jLnv0Ti zb9^J}Or)10Dh(kmf2?nxjaVSsN>?B3orc1fT|J7?uyrqDSBR8}&Z^3l?RIk=vY?q) zwoK0O*xXp59aWV=GNOFDIPbb!aZbLIg*WIkrZD;eKdQvS?PH9aP7ZJaUETv15$A~9 zakF^*lD@JuUJtgZUIj@L$h{$&j^x`xKZDgXK9dD&cli!fJ88$!vunU>>ywiNENv5| z1(MaF`1CxJ@7U4P3BQy+Iu9m#!vT^>DoBnU@TiGCPs6R_JVUwIWFS0;c*c7VWmfty zgoikc+$d8qZ4cabI)-PG@ITzt-A3F!hRc% zM0tt59IKpE29`T2uP6w24Iqv|AMa_%J=1xRWD}ykzq3{xwg)nq0RV}14lCiLwA&i3-Bx=LNmA=zGo zVM%$JYE9<84&m%xbIB*h{1hdQU`P%7RwBDi5o6`VBa*Rz+M8p|S#-O_0e!-kZVip6 zo!_!i&E}=*ENmgOlyhKC-xz^&P(`mIKH22xl;$KJjf>Z3CKz2`vJH6NgpYWg2DfIK zatDP)i4^f`cmh=oO2CDO6)%cE5iM3M5f=v(#o+Y~qb~IjtnRZxB!Y08&TH=;@tB+Y zz|IT}r{*1FTJ3|=z*C|yY|T;@obq|-RXlj6DR{TV?WQ--LI%THYUcD`0yIx8Mc{!t zan4%TNGkIwmF{V}U@PC0x|AIZrT$VR&L9UdhEG9XysQbzh8V@hIA*b@cqJgSyk^|k zpV(@$`U%Qac~S$i*e1B0HDT4_0VtA{hhd>;=EmU5ftM<43cb6c;TK1*lFmBL9lq2B zKEx_3YK=r?Oh_~887$A~%vy7ad70OjSB=N3Ep2hjM_95lP3$5Z4IC$3dUv3)i{o)( zT`ipz;m3Uw-qx+=uoB$Glec{_G&CV+ zlGk~R)E))z?<)kS0uQGTml&zqn82H-f^XP+=b1Jo{J2ou>$f-zFr9)C+Y71KER=SL zB}k`RIPH0E0roSbl=qeokuYg99y1^%UhZL$xuUjr_z^FLreb46*Wxp_$GagfV!H)w z_wWfr+`WQIdR8+7whR5p+H>rL>b@0VlR1Ig1*z@23z6Q=(FSeR;|5u6AuTq{QhT$W z=oC=gJIr{zU8jxp;?g3hdp>*{Zr8Obbo)(X&~`4LkoztvfLrnk5?OW%4A}O0i;a;R zvS=EVc!8u)w;nBD55HR^i0-j87(FllmAg1vzELKc`#tjVpc~xD{;bFcVF7t{ij190 zB#-q6(RW*u3tcW|%uotwbYX-6p!F;***Ve!-}-mhz|E?Y}>a_K!S!iVN zKR-mo_8X8Ky$%RlCi#tb2_`Ft2`2r;PIs#{V0|&#B2}aF#`M*vtPYVdw)z}#hzO`< z69v*OKM7_t>ARZBLs@txugBuwfkzyGrX1i!@CRk>jzQ zU1qG_7dLy&No;b)7l+&*P>_;6U0|AA%1)YTDy`k*VMk5wTf3kA{+UY@fBODvbJg>P zty*N29}z{89ay8+jAGyQ*~$O+>ji zUkvRuQf+YGjPn>q}Vb^!M`LmH(>N8t0vt@75)rN+kMM)n&0Z}$LBY1_+b(UR`74M zunvBkkp1w`;r{K#o}e2Mx|TAQ48k7-Uzj#K!Blj}8FbJMy;WrBs? zk!iZfQf7WpLJCp4>?bTxopSvm5u&44x}s&wi2NR#7rTLe|Nh#u5!@^=rBoqpE|P_C zog(or*C6QYtJFam&fsY40n~vD<{_f6*~sR-Fvg6Bl1CZtf1~Lim=oywJm;UR-Q0h_ z4E>Mm^P2LKN?KC?du%bUR-=Dep8gs3^4EsNuh^V_fh_&Ag8uJ9maYo+KZYzpZ8V`g z(oonE^!JsmCV=*V%AnW3+HC$OD*8M4(m(6wuf2!=SDQ`ltDThJZ8onuj9<#}$EMy- zHroIe>)(2ipSKw}xIvI>@Fl#r0DQ^SwYg>XSXf`lGhv7LW4i9#alp-P2w$V?YrH9h zcSH=v3A(IuFl`Fbk_=Cgqj|OSFbB0K)b6RMs!|?=zgLOlP;!5&5HCP^kkuy>#yED! zOn5+Ld30*_mpA*(v@O9^zRMHV)ibjMhb|5DRD+vzj@^~xt>+y_8Ajm`4P<$u`JA+@ zFGn*}yI|bfh?!)``F-j9F3^m=+%P)Wl!$89xTWo5gk+??bLwmfO11M_Ob-j^G^03@ z&obJ~K~Il1qjZxc74)g`-^mc6^Bu3it!Fx=^di`0?G0U;sT}vV5h31v&|~;*VtGF$ zd<^b{y2p+U-u2aM*}@xEB^t+@(S6Bdr0W)u91_%n&yoRe_TlXW8im`nwWa~^T{BX? zBJcC>!TOr(88q>AQTt%K%)Y;P{qi`1T;vX9m4FV9-aV|^UwPeOKPY?u0OL-o7cq=Y z**acleRREhUBS_ICqJQhftyYErmwF-w*9H{5R0DP+414T=lSy;*3RU{j5&akEU4uH zt^0bo=6;Uc-04rv*cB}@==&eS_aT3}lzkaXY1KX0980SAv>0n_`H`Z|!K`FpW45i!^Zb^J*x$0jZ(bOfo zItGfXp#ou5(_?61^Jn8TQ-X<{(PvYlVS^B?wd(}TFueiZRw`>V|43S$NNzUb#cjLvjiMjW$)r$-DZ@DDVLSukhI;R-!v*Fugi;aMHwG#~cx-uynE4E}8%QgHNj_K^ z$Wp(RUhg&;iB>hW#-Q&HQ$fmpK7sAPpB&%!EMS?3i6T(fLDK{YR6RAIt2~1(M7&&X zgxe|QkslIKU#w-CAFKOJdZQ%5%Smy`YLPujzuitEH_S6(_hV<61)lO9j$4{FI5VS_ zcl@5d!_V)>7%+Ud`hq!K#mpUJaB>PR+WJA%wC=OIQf?hFseW%R{6utwC&E3vPV^5D zM`CMA=`CQC_;c&5gHq^N0Vd=g1Kk;Y-t0A`nMawOCb8@_!;X{QeP5#wV!zGQS#x!D zl~pwR77z&eg}rU>VMBU)z$w(k5~T+p2>XdCQ(^$3U98x0 zV!~$VT9R5O8W=2R>=lWH{+H~@Bk2GH?%7<2! zc77^pYnM}kXk2W5G6iUmlbLwG0+x0yWaCrRvSr(4v;>JZA^k-*5 P2EjPa(12g zcbp-&b6v|8LkcI+YD3>ipmWP^5~9_nyz545CUGNj#4^yOp%D}Xs8bpf&}!5X+s&oKPg$^7M+fiB_ zSb-n7B5rHc%wW?c>w6Zx83miaq(dW$>V?QH(vdt;tPmzR*mxv|zmtU)(X{mIlmYQP zt+tvf7nVVB^A$1&zAE_3sBtw>DifVEB|_Lp?TTKgP zt+YB;MY5x?x1oDV!aiv5bT~((bD)(QZ@hOMq;I-+OKqSOVMBqk(NB)RG^=TyS~4FX zPF^4f3HpPC=n#@=X7lZX?2t^_jTX-Q17+3~9D|m=HZy`vh&A zSA?r4Mfl&`?vvWtJo9v9^70cA3V9Nk*yp-ZnE_^mSvk*jgYxe+ zBJnQ)AS%sa7U5wJ0A}?GxPTZoRmZ$u<%fE@-(GZmZGqB2k1oRd)T-(Y&x*)L@ApgF zIIA3Vb|vQLA@m;Lq2p-NrUjAgjNs=ui(=$Bi?qN&QWuEtGrvz0<@@2WsNW25z=LIi zh=4l*m`}GE>*Q7Tb)k2AAB(nbh-9~hB-6IndP@dr0wG+CTC`OASW9}7(B%8>OMJ3E zA&UfGlG|^-z{EKa^x6E})iykxQtno9;W^Alu5g;#AM8d5${47%U|ywETSA||)YmI4 zAL)2*IZgobYn{yJ-+rj2N|dVj@>Oh~{4~#*YxWlQR43iEOrDD>nV}Uwi>+pjzt8Qp z`#z0tf!!i*`t7d1)XPUInruQbMY z8aP;X71F$Kgmemp-Yj!iY{iTk7n5!S^$&%Ith`+afINjSF#v-V-9g-F*drgm$=K zU8X#R#(bbq>ZYEGw<;>k%a2R?yK{NxNhW^b!~9gv)q>TMytj06#w7cOdvdY(C9S+d zKAffUb9EXY)Kby$#U=|c-(7O*SPfuBe^}fdp*z=CyTyJW9)~;ie!`qKZqNPUL$r#* zFDLL$8&048Mx#FZiOWCE`v;`ezbWZ|h_t#YpZ_DI)eool-w{`Ti?+IIRXiw6e1+gUYJEJd8Ml+kB`MW!xtMG+_AWg z*qv_I;?#QNyEW(4n&Gv|mwXfEhNT7yhxt1KmU01&=!iip^ zh3s0XQ~u3i9@L%(42_qo$cp)keGf<2vD{J571rpnQF0VEy$My2q$9v6j1Ta7y0=-r zttxJ_SUwWA(2tH}q~hAF?(%l2&foh_pn&ycg{L(XJsYAFGv7LI&2NjnOS84)^sF(}k8AA&nfOKNd)-SB6;|}8 zdDmQCDjL1;;4GQkqjO<_xEH*8F*sgdSK(dXpz`*n&?c3;Y$J~E%gq3ncV*l3o0N4u z50wfky#us{Z%?8XfSo?U1=_+rc_;kd{RLH)@KLU9RD*<@WMW!-9*qL>9p17OM6To< zb6pq-dMkhFPZk1``fSQ*o0-mcI$}ugsX_7+GYW$Yi5;nlIcn|F>6S< zmygCDf=ch+odBq7z#Quzr8uWwk*|`8 z;v#wr!9iI>cSFo*2c|m8*>^hi!N$WW`HAFYJ|Vnc4`?zGLiyJZti^qU=3$`;+b z!gDv#T*7&KnbJ_Gxi& zAXd?s61u0*l$4BExIPnQSgezk=O?e{4vp%z_g1xKO5bcVClAPE?ClkkdwRR5w)KxC zbghgTd`@!~|B{s-Bhoesj-XDI9da-Z?Oa+t+k7eNvU3(XR(gND8KV*+V5W51hM7l> z>=xN8bY?I3hIl3_HRNV~y@cQkfVpOYL`p#Su`T-^45^`T1NuIKX`n44e|Vpa^6KXz z4!xDJqz5#22aP$zo>tFJu|4T{6ab^5vVX1wBWk6rmdc!OCeMZ6 z;%+@ZpblG|hx#y<3ifVc=fFh?t{jv1()w230Q;~YNg(`KFSSxe6Z&Ga4Xi%KQc|Fj z8;;_N!*}Kyh8?j&CW5EhW$mQZZx5$)b{>60M2KrFB`}IPQUcX2u|Ljh%)_K*ZG70^ zXo6E2RsKYbttR1|%<2w)+V=C)#rK+{b0V7L%X**+{yU;3pp*x62{jr_reGt*(JFB} zXSyV&0L6^_>=}b1x+!B*Z5K2nQ=$|D)o{8t^O_O4Q9}-746zvA(lMa|H5AM7L%76o zolJ+P`DX#Qx%vf^TNPhW*848Mdln{1M$~t_D$aXCn-WL?<~7Nd{Q!PG4(U%{*{N)5 zi!tTGMKhg?S%IxBReE$5l6n*mPa2j#fXSGWU7nj}%k6jjTRpMv?%_&LmyU(AuSgcQF ztIQro^~fy8M_tUFKMTSX*7p($J7Ls+D}n&V2Hh~EukfQ(w$R#uIc2ALgJ9_6%%1NS zG$;R%vS^z%Y4QCwoK#>h!W5@Q=LIGvIi=bQJiEhYKtN_>`>JBM!Ys{~=h7HyOB50mkMr^`S z%ldckkat#YZ`p$gp87mKlv!XJjS)80*^nv4BA_)X$Ej(vor@QXkudEV%AR||J``Y6 z@orkU=_`ySzA!11xZOise`8$w&r}abeJb)QChKaP)2xEHtoIg)rXL+GV2G8(OPP(2 zv>;mA+j5fl+btl%&?L&z$SY)w&W~R9hZ{8*BCd^ z^jww^v3+&4?ovbbaxWv^j9c%WT};PF@32wy0yybhl%n9ZElo?>>cCJ1uR;MW z8P?3ik>-8%eR)~p@qv9qzCnU=RF%)g#J0uzq0YQ&SlYPj?M-VHGn9lV`Y;AqohRia z;CdYPStPsm*=@on_i0>%!!3OyW_c|(pux*^o9KbG6n}Ck_7L@6@3=9ncwNN4 zew%7kfT1~8O|6%##nM-}v^7CS}NvC3N)kc+Wp67QzaoOV#`B!L2 z5o`n;m4BHUP4AgCz|oAxyj?(eABl^|fh^M8Y*em&BkFC7I|mL1iz4pkc^*RZ85lfz(rE zz>)aki{MMey=Ftz*Th2@LCMw?4Gs4{brRrJpnUb+Tqsc`-Wy&dK+?K~eLiKM0eYd@Wfix>Mlx&d?muZ|eWcMr zqkj-mLQwO#=_Y2%>{8bzeHI1z;f*>5t7E}cGFCrO$M=Ril5e)?D{wC z&s8$s8dc1k!Jim_iXK>_2SV7>K9V%)vcq=5vy zc&O(3H{wzDtn5{14qA#@ww0o2Hx7@nol8ePcs{Hn+yj{PrV6c|QR#x-LT))>cim&e zM9f)I%g;jRSi}tem}ZW86e64u?Oo7$!r*@!{;QA>9v&=`ejHPodVWGER~SsigDL|J zU!rk#jn}Ps3V5M*5!=&QNQwGYM)*OxZb*w`vqE(nHCQd{pOB(DlD1;7SuQuR$oxp# zacv{)I~9W7-?9k~uwNk+cK^6Zaqn{t*5Mq90c+RBGwc`NHnCbxd4o!TD3`O4<^xCN z)UaOEiy+C@lLlGYp)NM00zi;19eQe=%UQ~M2fRVIZ6mg;vXJDv%?s`zaetr;O0`8? zJheqNm>G&g4OnJ-$arvI5gADqX6 zD}`M>bC0$ihR5x$IYtqIQ@~Js0jp=lj#!%9jPZ*vMc$bNKuV*o>;9hIu}D^)WUgW3 zV^K-un}P||!h$Y2ii`JzD)mY%_i@@zSaC9l<1Rf5XGBIix!SagK}f|lZJx_!l=DxV zsrNGUV^;zjHm9R9N9k`AuG|2~XwOtjwM_<9aQQA)I*irpIP6Q- z3X^?}RI)ol+S{BFzN;rW_f)vj=Q&%y9-ZvV@R-sk3hN4I4;)DFEgA7qzt-i%)E!i~ z(taFus69Ds7M7dqK+>G$*C~HjfJ9_2cvMWfS1waPEvslrIfUEGVhZ+W@BM(LrR6T4RQP7^Jw~}>b8O31hJ?7SO*A5Z9 zr$zP#bT-821V{g|DBnQQts@(l+IfYop&McbsWZQM+n-mawm!5MhVZcO6>OQ!CddXk zgz%}5{4wyA{Az99(CZv~?>&X5t8lDagPmC{-`Z1-y4%Y~IDT%;wGCf+AKra=QhfN~ zO_Dm78uMxK%f?>k^n1Fjr^T^8lf5lp-XDar7L4<`y%RkaRA#LH8^>o?%M5>DJ2==u zVCYH~^zzDK({I=g2o#3!AFlj8>jzf;(8P|sgA>O)pGbX65ergzz^%ETm4AK%hEB}# z29NQxR#wU!l?fb4#M6M6i;0KzE?h8v^e=hC^-ITtVl$*D_aPeH#l%&rJJKHNIcVYZ z4z;q_-BU!vDG0|B(sIuTAonchm(Zb0f5g2FH!&V2+VXw*gym~5O1St2Kz7jS9#M6a zkYEGI4(;?^E|zX6vO@<(IKBRzmXh8QUaoMA?ft1VB_wlMl(v!2ekXhRUn0IG#Fdnk zX@$wU2-U*B$9H}>A|ez8pYA4ouJcfjPrJKrRt>D^m}Zt<_JXdgGLtBxj zVb|9Huk`hYZb5)$-w)OP{m%S9t^sNai_3^9{qI3@T&;Hfvi$X*to{8Pn&Tf8^nVx4 z0l5M_TrF9uQ)shMX#a`Q_&X2bS11ku?C>jU% ziyPQjSbI<~JTP!JH?c8rwlFeKHn4TNb2S_nw>B_yq5y-wUjU(nh3(vd@i{XHfKoHF zbAkc>M=mgg0>lC4`p%BRD&=foZDAy2Yi4ai@txsO$jQjW)|rBvhvzC9XhNaa%plNr z(iRZ|dr1=uGjr#wXs*I2JDb?3Q9!;w55185aRFs`0SqKeKok(@X!_^jHT%z?o4*wE zJwg{lXMl1N;OTU9F@fH@k_sC*nLs0?VEs2G{SToKSLO461cmqxfq?%1TNuPuBl;!d zK*%3U4&U>wU|?qAbd^OJ3u7msz^*_Mf0U4joePjk&ju-SE;hguz{9#f zhxlP&0d2Snj&{Z_MkbCF3`PbPj&>C6EbN>t925-Z&d&C{tgKf;Ge-k^a|Ss#JOWoGex+s$J6ll$XA=qr z5F0xWJ3EkAC_Ifv>w8H&urvOLyFb;5>$Wo@20+`kGrM}rRSl!~i`fWzEo)$CV(mn6 zRhxdUpYDz(rYLL_Je(*%a{u_F;Ns*2b5fX6e3x3@-dfs*|_&0q)!Y901VI1Y9&2hgYeD&yvYqMm+{akBATOA9AZORk0E0bkbv zJ13MB>zDZ0IJkh``l7GQLHWmic@_lbx)vWGyH>s+FwfsS z%L5&9{2Ctz@O{4~<7T_|UT&ag`aK*sC+PPygSa8r@&U-Mrv(W1yIz0}7xa5t0NJ%R z0|tSiT;0Fq1CT*i?0=I1ebDbRFx$0u3FZcK{9Yb_3`%W99<@fpm$gb&y1MtB2yIuepl+OB>^l`8Qz3lHYE^g58>Ei&J>b3Z| z*{;=l4sLcR&)=`_;09l7zZ^iB{~jMF@EN@>1C;+;e4N1N^>^I^vTJn+=-IFLlbm3l zYw-bH_OOHNMiYi*yCi|txH;N;@qzLpON_qBS(3E{rhA8_)pL1DAM=#P^J z=*6zdxOjfA2b?_D`!z10dHfWgv!ekpPIg3rj@Xm|%o_Cj3tdiDva@rh-~kHmk4cx5 ht*IRa;A;Gj!L*aJfur-)7n=*(pQ6yxiph(k{69JZMdkni From 4c1961de8a2f182686522c80fd8c14d4be6be474 Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Sat, 16 Nov 2019 13:45:18 +0100 Subject: [PATCH 2/2] minor corrections T2 --- Manuscript/ExPerspective.bib | 68 ++++++++++++++++++++++++++++++++++-- Manuscript/ExPerspective.tex | 54 ++++++++++++++-------------- 2 files changed, 93 insertions(+), 29 deletions(-) diff --git a/Manuscript/ExPerspective.bib b/Manuscript/ExPerspective.bib index dea19e0..c8094dc 100644 --- a/Manuscript/ExPerspective.bib +++ b/Manuscript/ExPerspective.bib @@ -1,7 +1,7 @@ %% This BibTeX bibliography file was created using BibDesk. %% http://bibdesk.sourceforge.net/ -%% Created for Pierre-Francois Loos at 2019-11-15 20:32:38 +0100 +%% Created for Pierre-Francois Loos at 2019-11-16 13:45:05 +0100 %% Saved with string encoding Unicode (UTF-8) @@ -82,6 +82,69 @@ @string{theo = {J. Mol. Struct. (THEOCHEM)}} +@article{Shu17, + Author = {Shu, Yinan and Truhlar, Donald G.}, + Date-Added = {2019-11-16 13:38:18 +0100}, + Date-Modified = {2019-11-16 13:38:36 +0100}, + Doi = {10.1021/jacs.7b06283}, + Issn = {0002-7863, 1520-5126}, + Journal = {J. Am. Chem. Soc.}, + Language = {en}, + Month = oct, + Number = {39}, + Pages = {13770-13778}, + Title = {Doubly {{Excited Character}} or {{Static Correlation}} of the {{Reference State}} in the {{Controversial}} 2 {\textsuperscript{1}} {{A}} {\textsubscript{g}} {{State}} of {\emph{Trans}} -{{Butadiene}}?}, + Volume = {139}, + Year = {2017}, + Bdsk-Url-1 = {https://doi.org/10.1021/jacs.7b06283}} + +@article{Bar18a, + Author = {Barca, Giuseppe M. J. and Gilbert, Andrew T. B. and Gill, Peter M. W.}, + Date-Added = {2019-11-16 13:37:43 +0100}, + Date-Modified = {2019-11-16 13:38:54 +0100}, + Doi = {10.1021/acs.jctc.7b00994}, + File = {/Users/loos/Zotero/storage/TZI6VUVB/Barca et al. - 2018 - Simple Models for Difficult Electronic Excitations.pdf}, + Issn = {1549-9618, 1549-9626}, + Journal = {J. Chem. Theory. Comput.}, + Language = {en}, + Month = mar, + Number = {3}, + Pages = {1501-1509}, + Title = {Simple {{Models}} for {{Difficult Electronic Excitations}}}, + Volume = {14}, + Year = {2018}, + Bdsk-Url-1 = {https://doi.org/10.1021/acs.jctc.7b00994}} + +@article{Bar18b, + Author = {Barca, Giuseppe M. J. and Gilbert, Andrew T. B. and Gill, Peter M. W.}, + Date-Added = {2019-11-16 13:37:43 +0100}, + Date-Modified = {2019-11-16 13:38:48 +0100}, + Doi = {10.1021/acs.jctc.7b00963}, + File = {/Users/loos/Zotero/storage/YB83ST3I/Barca et al. - 2018 - Excitation Number Characterizing Multiply Excited.pdf}, + Issn = {1549-9618, 1549-9626}, + Journal = {J. Chem. Theory. Comput.}, + Language = {en}, + Month = jan, + Number = {1}, + Pages = {9-13}, + Shorttitle = {Excitation {{Number}}}, + Title = {Excitation {{Number}}: {{Characterizing Multiply Excited States}}}, + Volume = {14}, + Year = {2018}, + Bdsk-Url-1 = {https://doi.org/10.1021/acs.jctc.7b00963}} + +@article{Goe19, + Author = {L. Goerigk and N. Mehta}, + Date-Added = {2019-11-16 13:16:38 +0100}, + Date-Modified = {2019-11-16 13:17:39 +0100}, + Doi = {10.1071/CH19023}, + Journal = {Aus. J. Chem.}, + Pages = {563--573}, + Title = {A Trip To The Density Functional Theory Zoo: Warnings And Recommendations For The User}, + Volume = {72}, + Year = {2019}, + Bdsk-Url-1 = {https://doi.org/10.1071/CH19023}} + @article{Tro02, Author = {A. B. Trofimov and G. Stelter and J. Schirmer}, Date-Added = {2019-11-15 20:31:07 +0100}, @@ -91,7 +154,8 @@ Pages = {6402}, Title = {Electron excitation energies using a consistent third-order propagator approach: Comparison with full configuration interaction and coupled cluster results}, Volume = {117}, - Year = {2002}} + Year = {2002}, + Bdsk-Url-1 = {https://doi.org/10.1063/1.1504708}} @article{Loo20b, Author = {P. F. Loos and D. Jacquemin}, diff --git a/Manuscript/ExPerspective.tex b/Manuscript/ExPerspective.tex index 27e8973..e98b7e1 100644 --- a/Manuscript/ExPerspective.tex +++ b/Manuscript/ExPerspective.tex @@ -54,7 +54,7 @@ \begin{document} -\title{The Quest For Highly Accurate Excitation Energies} +\title{The Quest For Highly Accurate Excitation Energies: A Computational Perspective} \author{Pierre-Fran\c{c}ois \surname{Loos}} \email{loos@irsamc.ups-tlse.fr} @@ -70,11 +70,11 @@ \centering \includegraphics[width=\linewidth]{TOC} \end{wrapfigure} -We provide a global overview of the successive steps that made possible to obtain increasingly accurate excitation energies and properties, eventually leading to chemically accurate vertical transition energies for small- and medium-size molecules. +We provide a global overview of the successive steps that made possible to obtain increasingly accurate excitation energies and properties with computational chemistry tools, eventually leading to chemically accurate vertical transition energies for small- and medium-size molecules. First, we describe the evolution of \textit{ab initio} state-of-the-art methods, with originally Roos' CASPT2 method, and then third-order coupled cluster methods as in the renowned Thiel set of excitation energies described in a remarkable series of papers in the 2000's. More recently, this quest for highly accurate excitation energies was reinitiated thanks to the resurgence of selected configuration interaction (SCI) methods and their efficient parallel implementation. These methods have been able to routinely deliver highly accurate excitation energies for small molecules as well as medium-size molecules in compact basis sets for single and double excitations. -Second, we describe how these high-level methods and the creation of large, diverse and accurate benchmark sets of excitation energies have allowed to assess fairly and accurately the performance of computationally lighter theoretical models (\eg, TD-DFT, BSE, ADC, EOM-CC, etc) for different types of excited states. +Second, we describe how these high-level methods and the creation of large, diverse and accurate benchmark sets of excitation energies have allowed to assess fairly and accurately the performance of computationally lighter theoretical models (\eg, TD-DFT, BSE, ADC, EOM-CC, etc) for different types of excited states ($\pi \ra \pi^*$, $n \ra \pi^*$, valence, Rydberg, singlet, triplet, double excitation, etc). We conclude this \textit{Perspective} by discussing the current potentiality of these methods from both an expert and a non-expert point of view, and what we believe could be the future theoretical and technological developments in the field. \end{abstract} @@ -93,7 +93,7 @@ Even more problematic, experimental spectra might not be available in gas phase, For a more faithful comparison between theory and experiment, although more computationally demanding, the so-called 0-0 energies are definitely a safer playground. \cite{Loo18b,Loo19a,Loo19b} Another feature that makes excited states particularly fascinating and challenging is that they can be both extremely close in energy from each other and have very different natures ($\pi \ra \pi^*$, $n \ra \pi^*$, charge transfer, double excitation, valence, Rydberg, singlet, triplet, etc). -Therefore, it would be highly desirable to possess a computational method or protocol providing a balanced treatment of the entire ``spectrum'' of excited states. +Therefore, it would be highly desirable to possess a computational method (or protocol) that provides a balanced treatment of the entire ``spectrum'' of excited states. And let's be honest, none of the existing methods does provide this at an affordable cost. What are the requirement of the ``perfect'' theoretical model? @@ -108,7 +108,7 @@ Table \ref{tab:method} is here for fulfill such a purpose. %%% TABLE I %%% %\begin{squeezetable} \begin{table} -\caption{Scaling of various excited-state methods with the number of basis functions $N$ and the availability of various key properties. +\caption{Formal computational scaling of various excited-state methods with respect to the number of one-electron basis functions $N$ and the availability of various key properties. The typical error range or estimate for single excitations is also provided as a rough indicator of the method accuracy.} \label{tab:method} \begin{ruledtabular} @@ -119,7 +119,7 @@ The typical error range or estimate for single excitations is also provided as a TD-DFT & $N^4$ & \cmark & \cmark & $0.2$--$0.4$ \\ BSE@GW & $N^4$ & \cmark & \xmark & $0.1$--$0.3$ \\ \\ - CIS & $N^5$ & \cmark & \cmark & $1.0$--$1.5$ \\ + CIS & $N^5$ & \cmark & \cmark & $\sim 1.0$ \\ CIS(D) & $N^5$ & \xmark & \cmark & $0.2$--$0.3$ \\ ADC(2) & $N^5$ & \cmark & \cmark & $0.1$--$0.2$ \\ CC2 & $N^5$ & \cmark & \cmark & $0.1$--$0.2$ \\ @@ -165,7 +165,7 @@ Although it took more than ten years to obtain analytic nuclear gradients, \cite Nonetheless, it is common knowledge that CASPT2 has the strong tendency of underestimating vertical excitation energies in organic molecules. Driven by Angeli and Malrieu, \cite{Ang01} the creation of the second-order $n$-electron valence state perturbation theory (NEVPT2) method several years later was able to cure some of the main theoretical deficiencies of CASPT2. For example, NEVPT2 is known to be intruder state free and size consistent. -The limited applicability of these so-called multiconfigurational methods is mainly due to the necessity of carefully defining an active space based on the desired transition(s), as well as their factorial computational growth with the number of active electrons and orbitals. +The limited applicability of these so-called multiconfigurational methods is mainly due to the necessity of carefully defining an active space based on the desired transition(s) in order to obtain meaningful results, as well as their factorial computational growth with the number of active electrons and orbitals. With a typical minimal valence active space tailored for the desired transitions, the usual error in CASPT2 or NEVPT2 calculations is $0.1$--$0.2$ eV. %%%%%%%%%%%%% @@ -176,7 +176,7 @@ For low-lying excited states, TD-DFT calculations relying on hybrid exchange-cor However, a large number of shortcomings were quickly discovered. \cite{Toz98,Toz99,Dre04,Mai04,Dre05,Lev06,Eli11} In the present context, one of the most annoying feature of TD-DFT --- in its most standard (adiabatic) approximation --- is its inability to describe, even qualitatively, charge-transfer states, \cite{Toz99,Dre04} Rydberg states, \cite{Toz98} and double excitations. \cite{Mai04,Lev06,Eli11} Moreover, the difficulty of making TD-DFT systematically improvable obviously hampers its applicability. -One of the main issues is the selection of the exchange-correlation functional from an ever-growing zoo of functionals and the variation of the excitation energies that one can observe with different functionals. \cite{Sue19} +One of the main issues is the selection of the exchange-correlation functional from an ever-growing zoo of functionals and the variation of the excitation energies that one can observe with different functionals. \cite{Goe19,Sue19} Despite all of this, TD-DFT is still nowadays the most employed excited-state method in the electronic structure community (and beyond). %%%%%%%%%%%%%%%%%% @@ -192,7 +192,7 @@ The EOM-CC family of methods was quickly followed by an approximated and computa As a $N^7$ method (where $N$ is the number of basis functions), CC3 has a particularly interesting accuracy/cost ratio with errors usually below the chemical accuracy threshold. The series CC2, CCSD, CC3, CCSDT defines a hierarchy of models with $N^5$, $N^6$, $N^7$ and $N^8$ scaling, respectively. Thanks to the introduction of triples, EOM-CCSDT and CC3 also provide qualitative results for double excitations, a feature that is completely absent from EOM-CCSD and CC2. \cite{Loo19c} -For the sake of brevity, we drop the EOM acronym in the rest of this \textit{Perspective} keeping in mind that these CC methods are applied to excited states. +For the sake of brevity, we drop the EOM acronym in the rest of this \textit{Perspective} keeping in mind that these CC methods are applied to excited states in the present context. %%%%%%%%%%%%%%%%%%% %%% ADC METHODS %%% @@ -200,14 +200,14 @@ For the sake of brevity, we drop the EOM acronym in the rest of this \textit{Per It is also important to mention the recent rejuvenation of the second- and third-order algebraic diagrammatic construction [ADC(2) \cite{Sch82} and ADC(3) \cite{Tro99,Har14}] which scale as $N^5$ and $N^6$, respectively. This renaissance was certainly initiated by the enormous amount of work invested by Dreuw's group in order to provide a fast and efficient implementation of these methods, \cite{Dre15} including the analytical gradients, \cite{Reh19} as well as other interesting variants. These Green's function one-electron propagator techniques represent interesting alternatives thanks to their reduced scaling compared to their CC equivalents. -In that regard, ADC(2) is particularly attractive with an error generally around $0.1$--$0.2$ eV. -However, we have recently observed that ADC(3) generally overcorrects the ADC(2) excitation energies \cite{Loo18a,Loo20} (see also Ref.~\onlinecite{Tro02}) +In that regard, ADC(2) is particularly attractive with an error around $0.1$--$0.2$ eV. +However, we have recently observed that ADC(3) generally overcorrects the ADC(2) excitation energies \cite{Loo18a,Loo20} (see also Ref.~\onlinecite{Tro02}). %%%%%%%%%%%%%% %%% BSE@GW %%% %%%%%%%%%%%%%% Finally, let us mention the many-body Green's function Bethe-Salpeter equation (BSE) formalism \cite{Str88} (which is usually performed on top of a GW calculation \cite{Hed65}). -BSE has gained momentum in the past few years and is a good candidate as a computationally inexpensive electronic structure theory method that can model accurately excited states (with a typical error of $0.1$--$0.3$ eV) and their corresponding properties. \cite{Jac17b,Bla18} +BSE has gained momentum in the past few years and is a serious candidate as a computationally inexpensive electronic structure theory method that can model accurately excited states (with a typical error of $0.1$--$0.3$ eV) and their corresponding properties. \cite{Jac17b,Bla18} One of the main advantage of BSE compared to TD-DFT (with a similar computational cost) is that it allows a faithful description of charge-transfer states and, when performed on top of a (partially) self-consistently GW calculation, BSE@GW has been shown to be weakly dependent on its starting point. \cite{Jac16,Gui18} However, due to the adiabatic (\ie, static) approximation, doubly excited states are completely absent from the BSE spectrum. @@ -231,7 +231,7 @@ In summary, each method has its own strengths and weaknesses, and none of them i %%% FIG 1 %%% \begin{figure*} \includegraphics[width=\linewidth]{Set1} - \caption{Mean absolute error (in eV) with respect to the TBE/aug-cc-pVTZ values from the {\SetA} set (as described in Ref.~\onlinecite{Loo18a}) for various methods and types of excited states.} + \caption{Mean absolute error (in eV) with respect to the TBE/\emph{aug}-cc-pVTZ values from the {\SetA} set (as described in Ref.~\onlinecite{Loo18a}) for various methods and types of excited states.} \label{fig:Set1} \end{figure*} %%% %%% %%% @@ -240,7 +240,7 @@ In summary, each method has its own strengths and weaknesses, and none of them i \begin{figure} \includegraphics[width=\linewidth]{Set2} \caption{Mean absolute error (in eV) (with respect to exFCI excitation energies) for the doubly excited states reported in Ref.~\onlinecite{Loo19c} for various methods taking into account at least triple excitations. - $\%T_1$ corresponds to the percentage of single excitations in the transition calculated at the CC3 level.} + $\%T_1$ corresponds to the percentage of single excitations (calculated at the CC3 level) in the transition.} \label{fig:Set2} \end{figure} %%% %%% %%% @@ -248,7 +248,7 @@ In summary, each method has its own strengths and weaknesses, and none of them i %%% FIG 3 %%% \begin{figure*} \includegraphics[width=\linewidth]{Set3} - \caption{Mean absolute error (in eV) with respect to the TBE/aug-cc-pVTZ values from the {\SetC} set (as described in Ref.~\onlinecite{Loo20}) for various methods and types of excited states.} + \caption{Mean absolute error (in eV) with respect to the TBE/\emph{aug}-cc-pVTZ values from the {\SetC} set (as described in Ref.~\onlinecite{Loo20}) for various methods and types of excited states.} \label{fig:Set3} \end{figure*} %%% %%% %%% @@ -266,9 +266,9 @@ For excited states, things started moving a little later but some major contribu One of these major contributions was provided by the group of Walter Thiel \cite{Sch08,Sil08,Sau09,Sil10b,Sil10c} with the introduction of the so-called Thiel set of excitation energies. \cite{Sch08} For the first time, this set was large, diverse and accurate enough to be used as a proper benchmarking set for excited-state methods. More specifically, it gathers a large number of excitation energies consisting of 28 medium-size organic molecules with a total of 223 excited states (152 singlet and 71 triplet states). -In their first study they performed CC2, CCSD, CC3 and MS-CASPT2 calculations (with the TZVP basis) in order to provide (based on additional high-level literature data) a list of best theoretical estimates (TBEs) for all these transitions. +In their first study they performed CC2, CCSD, CC3 and CASPT2 calculations (with the TZVP basis) in order to provide (based on additional high-level literature data) a list of best theoretical estimates (TBEs) for all these transitions. Their main conclusion was that \textit{``CC3 and CASPT2 excitation energies are in excellent agreement for states which are dominated by single excitations''}. -These TBEs were quickly refined with the larger aug-cc-pVTZ basis set, \cite{Sil10b} highlighting the importance of diffuse functions (especially for Rydberg states). +These TBEs were quickly refined with the larger \emph{aug}-cc-pVTZ basis set, \cite{Sil10b} highlighting the importance of diffuse functions (especially for Rydberg states). As a direct evidence of the actual value of reference data, these TBEs were quickly picked up to benchmark various computationally effective methods from semi-empirical to state-of-the-art \textit{ab initio} methods (see Ref.~\onlinecite{Loo18a} and references therein). Theoretical improvements of Thiel's set were slow but steady, highlighting further its quality. @@ -284,32 +284,32 @@ These two studies clearly demonstrate and motivate the need for higher accuracy %%%%%%%%%%%%%%%%%%%%%%% Recently, we made, what we think, is a significant contribution to this quest for highly accurate excitation energies. \cite{Loo18a} More specifically, we studied 18 small molecules with sizes ranging from one to three non-hydrogen atoms. -For such systems, using a combination of high-order CC methods, SCI calculations and large diffuse basis sets, we were able to compute a list of 110 highly accurate vertical excitation energies for excited states of various natures (valence, Rydberg, $n \ra \pi^*$, $\pi \ra \pi^*$, singlet, triplet and doubly excited) based on accurate CC3/aug-cc-pVTZ geometries. +For such systems, using a combination of high-order CC methods, SCI calculations and large diffuse basis sets, we were able to compute a list of 110 highly accurate vertical excitation energies for excited states of various natures (valence, Rydberg, $n \ra \pi^*$, $\pi \ra \pi^*$, singlet, triplet and doubly excited) based on accurate CC3/\emph{aug}-cc-pVTZ geometries. In the following, we label this set of TBEs as {\SetA}. Importantly, it allowed us to benchmark a series of 12 popular excited-state wave function methods accounting for double and triple excitations (see Fig.~\ref{fig:Set1}): CIS(D), ADC(2), CC2, STEOM-CCSD, \cite{Noo97} CCSD, CCSDR(3), \cite{Chr77} and CCSDT-3. \cite{Wat96} -Our main conclusion was that CC3 was extremely accurate (with a mean absolute error of only $\sim 0.03$ eV), and that, although less accurate than CC3, CCSDT-3 could be used as a reliable reference for benchmark studies. +Our main conclusion was that CC3 is extremely accurate (with a mean absolute error of only $\sim 0.03$ eV), and that, although less accurate than CC3, CCSDT-3 could be used as a reliable reference for benchmark studies. Quite surprisingly, ADC(3) was found to deliver quite large errors for this set of small compounds, with a clear tendency to overcorrect its second-order version ADC(2). -In a second study, \cite{Loo19c} using a similar combination of theoretical models (but mostly extrapolated SCI energies), we provided accurate reference excitation energies for transitions involving a substantial amount of double excitations using a series of increasingly large diffuse-containing atomic basis sets (up to aug-cc-pVQZ when technically feasible). +In a second study, \cite{Loo19c} using a similar combination of theoretical models (but mostly extrapolated SCI energies), we provided accurate reference excitation energies for transitions involving a substantial amount of double excitations using a series of increasingly large diffuse-containing atomic basis sets (up to \emph{aug}-cc-pVQZ when technically feasible). Our set gathers 20 vertical transitions from 14 small- and medium-sized molecules (acrolein, benzene, beryllium atom, butadiene, carbon dimer and trimer, ethylene, formaldehyde, glyoxal, hexatriene, nitrosomethane, nitroxyl, pyrazine, and tetrazine), a set we label as {\SetB} in the remaining of this paper. -An important addition to this second study was the computation of double excitations with multiconfigurational methods (CASSCF, CASPT2, and NEVPT2) in addition to high-order CC methods including perturbative or iterative triple corrections (see Fig.~\ref{fig:Set2}). +An important addition to this second study was the computation of double excitations with various flavors of multiconfigurational methods (CASSCF, CASPT2, and NEVPT2) in addition to high-order CC methods including perturbative or iterative triple corrections (see Fig.~\ref{fig:Set2}). Our results clearly evidence that the error in CC methods is intimately related to the amount of double-excitation character in the vertical transition. -For ``pure'' double excitations (\ie, for transitions which do not mix with single excitations), the error in CC3 and CCSDT can easily reach $1$ and $0.5$ eV, respectively, while it goes down to a few tenths of an electronvolt for more common transitions (such as in trans-butadiene) involving a significant amount of singles. +For ``pure'' double excitations (\ie, for transitions which do not mix with single excitations), the error in CC3 and CCSDT can easily reach $1$ and $0.5$ eV, respectively, while it goes down to a few tenths of an electronvolt for more common transitions (such as in \emph{trans}-butadiene and benzene) involving a significant amount of singles.\cite{Shu17,Bar18b,Bar18a} The quality of the excitation energies obtained with multiconfigurational methods was harder to predict as the overall accuracy of these methods is highly dependent on both the system and the selected active space. Interestingly, CASPT2 and NEVPT2 were found to be more accurate for transition with a small percentage of single excitations (error usually below $0.1$ eV) than for excitations dominated by single excitations where the error is more around $0.1$--$0.2$ eV (see Fig.~\ref{fig:Set2}). -In our latest study, \cite{Loo20} in order to provide more general conclusions, we generated highly accurate vertical transition energies for larger compounds with a set composed by 27 molecules encompassing from 4 to 6 non-hydrogen atoms for a total of \alert{238} vertical transition energies of various natures. -This set, labeled as {\SetC} and still based on CC3/aug-cc-pVTZ geometries, is constituted by a reasonably good balance of singlet, triplet, valence, and Rydberg states. -To obtain this new, larger set of TBEs, we employed CC methods up to the highest possible order (CC3, CCSDT, and CCSDTQ), very large SCI calculations (with a hundred million of determinants), as well as the most robust multiconfigurational method, NEVPT2. +In our latest study, \cite{Loo20} in order to provide more general conclusions, we generated highly accurate vertical transition energies for larger compounds with a set composed by 27 molecules encompassing from four to six non-hydrogen atoms for a total of \alert{238} vertical transition energies of various natures. +This set, labeled as {\SetC} and still based on CC3/\emph{aug}-cc-pVTZ geometries, is constituted by a reasonably good balance of singlet, triplet, valence, and Rydberg states. +To obtain this new, larger set of TBEs, we employed CC methods up to the highest possible order (CC3, CCSDT, and CCSDTQ), very large SCI calculations (with up to hundred million determinants), as well as the most robust multiconfigurational method, NEVPT2. Each approach was applied in combination with diffuse-containing atomic basis sets. Because the SCI energy converges obviously slower for these larger systems, the extrapolated SCI values were employed as a``safely net'' to demonstrate the overall consistency of our CC-based protocol rather than straight out-of-the-box reference values. -For all the transitions of the {\SetC} set, we reported at least CC3/aug-cc-pVQZ transition energies as well as CC3/aug-cc-pVTZ oscillator strengths for each dipole-allowed transition. +For all the transitions of the {\SetC} set, we reported at least CC3/\emph{aug}-cc-pVQZ transition energies as well as CC3/\emph{aug}-cc-pVTZ oscillator strengths for each dipole-allowed transition. Pursuing our previous benchmarking efforts, \cite{Loo18a,Loo19c} we confirmed that CC3 almost systematically delivers transition energies in agreement with higher-level theoretical models ($\pm 0.04$ eV) except for transitions presenting a dominant double excitation character (see Fig.~\ref{fig:Set3}). These findings were in perfect agreement with our two previous studies. \cite{Loo18a,Loo19c} This definitely settles down the debate by demonstrating the superiority of CC3 (in terms of accuracy) compared to methods like CCSDT-3 or ADC(3). Moreover, thanks to the exhaustive and detailed comparisons made in Ref.~\onlinecite{Loo20}, we could safely conclude that CC3 also regularly outperforms CASPT2 and NEVPT2 as long as the corresponding transition does not show any strong multiple excitation character. -Our current efforts are now focussing on expanding and merging these sets to create an \textit{ultimate} test set of highly-accurate excitations energies. +Our current efforts are now focussing on expanding and merging these sets to create an \textit{ultimate} test set of highly accurate excitations energies. In particular, we are currently generating reference excitations energies for radicals as well as more ``exotic'' molecules containing heavier atoms (such as \ce{Cl}, \ce{F}, \ce{P}, and \ce{Si}). \cite{Loo20b} The combination of these various sets would potentially create a mega-set of more than 400 vertical transition energies for small- and medium-size molecules based on accurate ground-state geometries. Such a set would definitely be a terrific asset for the entire electronic structure community.